z = 37 - 62
TRANSCRIPT
IX
Introduction
This volume contains experimental information about the properties of excited states of atomicnuclei with Z ranging from 37 to 62. Chapter 4 includes spectroscopic data for nuclides of 37Rb,38Sr, 39Y, 40Zr, 41Nb, 42Mo, 43Tc, 44Ru, 45Rh, 46Pd, 47Ag, 48Cd, and 49In and Chapter 5 includesspectroscopic data for nuclides of 50Sn, 51Sb, 52Te, 53I, 54Xe, 55Cs, 56Ba, 57La, 58Ce, 59Pr, 60Nd,61Pm, and 62Sm.
This is the region of the so-called middle-heavy nuclei. At the lower boundary it containsnuclides with the magic number of neutrons N = 50 and/or ”quasi-magic” number of protonsZ = 40. At the center one can find a long chain of stable or long-living isotopes of Sn with magicproton number Z = 50. At the higher boundary properties of the nuclei are strongly influencedby the vicinity of the next neutron magic number N = 82. That is why this region contains manystable or long-living nuclides. Many of them which are near the beta-stability line have a sphericallysymmetrical shape in their ground state and low-energy excited states. This is especially true forthe nuclides with a magic number of protons or neutrons. At higher excitation energies the shapeof a nucleus can differ from that at lower energies. The shape coexistence effect is established inmany nuclei in the region. Moreover, a new generation of γ-ray detectors produces a wealth ofdata about superdeformed bands at high excitation energies. The superdeformed bands have beenfound in nuclei from three distinct regions near A = 80, 130 and 150. At the very end of the regionone can find nuclei with obvious fingerprints of a rotational motion in the low-lying part of theirspectra. They are of ellipsoidal shape in their ground states.
A short review of the modern theoretical approaches in nuclear structure physics is given in theChapter 1. We only mention here as the most fundamental methods at the moment the Hartree-Fock and the Hartree-Fock-Bogoliubov methods, which are applied to analyze the properties ofground states as well as excited states. Sometimes the shell model is also used to this aim. Less fun-damental but more widely applied are microscopic nuclear structure models like the quasiparticle- phonon nuclear model and a theory of finite Fermi-systems. They are successful in the expla-nation of the properties of semi-magic and neighboring nuclei. The interacting boson model andits numerous modifications that belong to a class of so-called ”algebraic” approaches are the mosteffective in describing the properties of low-lying collective states in transitional (or soft) nuclei.To treat odd-mass or odd-odd nuclei models considering them as systems of one or two nucleonscoupled with an even-even core are applied. To understand the spectroscopy of deformed nucleithe cranked Hartree - Fock - Bogoliubov method or the ”deformed” version of the quasiparticle -phonon model combined with a phenomenological description of nuclear rotation is used.
General characteristics of the selected data
The objective of this review is to present well-established spectroscopic information about thenuclei in question (37 ≤ Z ≤ 62). The available experimental data on the level properties are vast.Here we present data only about those excited levels for which the major characteristics - energy,
Landolt-BornsteinNew Series I/18B
X Introduction
spin and parity - are determined unambiguously. The data have basically been derived from the“Nuclear Data Sheets” journal and “Evaluated Nuclear Structure Data Files”.
The number of unambiguously determined levels in a nucleus varies from one or two to severaldozens and sometimes more than one hundred. Due to limitation in size of this review we havebeen forced to include data only about nuclei with a half-life T1/2 ≥ 10 h in the ground, orisomeric, state for nuclei of the region 37 ≤ Z ≤ 49, and T1/2 ≥ 2 d for nuclei of the region50 ≤ Z ≤ 62. Moreover, information about nuclei where only one excited level has been determinedunambiguously is omitted.
For each nucleus a level- and gamma-transition scheme, and a table are presented. The schemesand tables are ordered by atomic number (Z) and subordered by mass number (A). The tablecontains the most important quantitative information on the level properties. The level schemegives mainly a general impression about the character of the nuclear spectrum and the electro-magnetic transitions between the levels. As a rule only those levels are depicted in the schemeof which decays by electromagnetic transitions have been experimentally observed. In this senseinformation in the table is more complete than in the figure. In a few exceptional cases (e.g., in112Cd or 143Nd) in which the number of well-established levels exceeds ≈ 70 and it is not possibleto present all of them in a figure for technical reasons, the higher-lying part of the spectrum is notdepicted in the level scheme.
Both in the figures and tables each nuclear level is specified by the total angular momentumJ , parity π, and order index n = 1, 2, ..., which indicates whether a state with quantum numbersJπ is the first, second, etc., in the presented level scheme. In deformed nuclei the total angularmomentum is designated as I in accordance with the prescriptions in the following chapters mainlydealing with deformed nuclei.
Description of the level schemes
Energy levels are depicted by horizontal lines, bold-typed lines corresponding to the ground state.On the right-hand side of the lines the level energies are marked, while the quantum numbers Jπ
n
(Iπn in deformed nuclei) are shown on the left-hand side. Vertical lines depict γ-transitions from
an initial (upper) level to a final (lower) level. At the final level the line of transition has an arrow.The transition from a given level with the largest intensity is plotted by a thick line. It is pertinentto note that transitions of E0 type are also depicted in the schemes between levels with Jπ = 0+, inwhich no electromagnetic radiation is emitted, but the level discharge is accomplished by means ofconversion electron release. Only those transitions are shown in the schemes for which conversionelectrons have been experimentally observed.
In deformed nuclei in addition to the ”complete” level scheme we present a figure with well-established rotational bands and intra-band γ-transitions. Here each level is characterized except Iand π by a quantum number K which is the projection of the total momentum I onto the nuclearsymmetry axis. The sub-index n again discriminates states with the same Kπ in accordancewith increasing excitation energies. The ground state band of an even-even nucleus is denoted byIπK = 0+0gsb, 2+0gsb, 4+0gsb, etc. Excited states of a rotational band built on a lowest intrinsicstate with given Kπ are denoted by IπK1, on the next state with the same Kπ – IπK2, etc.
At the bottom of the figure values of neutron, Sn, and proton, Sp, separation energies and massexcess ∆ for the ground state of the nucleus are provided in keV.
Landolt-BornsteinNew Series I/18B
Introduction XI
Description of the tables
As a rule here we follow the notation of the “Nuclear Data Sheets” and “Evaluated NuclearStructure Data Files”.
The levels are listed in the order of increasing energy. The rows contain experimental data onproperties of the ground state and excited states. The data include:
• Total angular momentum J (I in deformed nuclei) in units of h and parity π of the state.
• Level energy E, in units of keV, is expressed in rounded numbers. Tenths of keV are givenonly if necessary, e.g., to distinguish between two levels of the same energy if expressed inround numbers of keV.
• Level half-life T1/2 in conventional units: y = year, ky = 103y, My = 106y, Gy = 109y,Ty = 1012y, Py = 1015y, Ey = 1018y, Zy = 1021y, Yy = 1024y, d = day, h = hour, m = minute,s = second, ms = 10−3s, µs = 10−6s, ns = 10−9s, ps = 10−12s, fs = 10−15s.
• Reduced γ-transitions probabilities B(Eλ → Jπf ) or B(Mλ → Jπ
f ) from the given level to theJπ
f level, in Weiskopf‘s units:
B(Eλ)W.u. =14π
(3
λ+ 3
)2
(1.2 · A1/3)2λ e2 fm2λ ,
B(Mλ)W.u. =10π
(3
λ+ 3
)2
(1.2 · A1/3)2λ−2 µ2n fm
2λ−2 .
For γ-transitions of mixed multipolarities (M1+E2), (E1+M2), etc., the designation, e.g.,B(M1/E2→ Jπ
f ) = a/b, δ = c, means that for the experimentally determined mixing ratio,δ = c, the reduced probability of the M1-transition equals a, and that of the E2-transitionequals b; if for a given transition of mixed multipolarities only δ is measured the followingnotation is used: M1/E2→ Jπ
f : δ = c.
• Probabilities of β∓-, electron capture (EC)-transitions to the level, e.g.,log ft = a (β− from Jπ), where Jπ denotes spin and parity of the mother nucleus level suffer-ing β-decay. The first-forbidden unique transitions are denoted as log ft = a1u (β− from Jπ)and the second-forbidden unique transitions as log ft = a2u (β− from Jπ).
• α-transition hindrance factor, HF = a (α from Jπ).
• Magnetic moment of the state, µ, in units of the nucleon magnetic moment µn.
• Quadrupole moment of the state, Q, in units of barn.
• A list of nuclear reactions in which the level was observed. Conventional designations ofthese reactions are used: (γ,γ′), (n,n’γ), (d,p), (α, xnγ), (HI, xnγ), etc.
Landolt-BornsteinNew Series I/18B
Chapter 4
Energy and structure of levels of the isotopes withZ = 37 to Z = 49
V.V. VoronovBogoliubov Laboratory of Theoretical Physics
Joint Institute for Nuclear ResearchDubna, Russia
4–283
37Rb
46[Ref. p. 4–165
5/2−1 0
3/2−1 5
?
9/2+1 42
?
5/2+1 424
?
?
?
Jπn Sn = 10913 keV, Sp = 5741 keV, ∆ = −79072.696 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92B3, 97A, 99B]
5/2−1 0 86.2 d log ft = 6.7 (β+ from 7/2+), µ = 1.4249 µn, Q = 0.196 barn,
(6Li,3nγ), (α,p), (p,γ)3/2−
1 5 71.5 ns B(M1→ 5/2−1 ) = 0.200 W.u., (6Li,3nγ), (3He,d), (p,γ)
9/2+1 42 ≥0.3 ms log ft = 6.7 (β+ from 7/2+), (6Li,3nγ), (3He,d), (α,p), (p,γ)
5/2+1 424 74 ps B(E1→ 3/2−
1 ) = 1.4× 10−5 W.u., B(E1→ 5/2−1 ) = 5.0× 10−6 W.u.,
B(E2→ 9/2+1 ) = 31 W.u., log ft = 6.4822 (β+ rom 7/2+),
(6Li,3nγ), (3He,d), (p,γ)1/2+
1 2691 (3He,d)1/2+
2 3059 (3He,d)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]84
37Rb
474–3
2−1 0
3−1 248
?
6−1 464
?
?
Jπn Sn = 8749 keV, Sp = 7057 keV, ∆ = −79750.149 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97T, 97A, 99B]
2−1 0 32.77 d µ = −1.324116 µn, Q = −0.015 barn,
(p,d), (d,α), (α,nγ)3−
1 248 0.31 ns B(E2/M1→ 2−1 ) = 86/ < 0.0005 W.u., (δ > 3),
(p,d), (d,α), (α,nγ)6−
1 464 20.26 m B(M3/E4→ 3−1 ) = 0.00075/73 W.u., (δ = 1.3),
B(E4→ 2−1 ) = 0.146 W.u.,
µ = 0.2129331 µn, Q = 0.57 barn,(p,d), (d,α), (α,nγ)
Landolt-BornsteinNew Series I/18B
4–485
37Rb
48[Ref. p. 4–165
5/2−1 0
3/2−1 151
?
1/2−1 281
?
?
9/2+1 514
?
?
3/2−2 732
?
?
?
7/2−1 869
?
?
?
1/2−2 886
?
?
5/2+1 951
?
?
?
3/2−3 1296
?
?
?
1/2−3 1792
?
?
Jπn Sn = 10490 keV, Sp = 7022 keV, ∆ = −82167.687 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91S1, 97A, 99B]
5/2−1 0 stable log ft = 9.45 (β− from 9/2+), µ = 1.357 µn, Q = −0.23 barn,
(7Li,4nγ), (12C,p2nγ), Coul. ex., (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α),(d,3He)
3/2−1 151 0.71 ns B(M1/E2→ 5/2−
1 ) = 0.0085/2.33 W.u., (δ = 0.072),log ft = 5.252 (β− from 1/2−), log ft = 4.53 (EC from (1/2)−),(7Li,4nγ), (12C,p2nγ), Coul. ex., (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α),(d,3He)
1/2−1 281 40 ps B(M1→ 3/2−
1 ) = 0.237 W.u., B(E2→ 5/2−1 ) = 2.14 W.u.,
log ft = 7.404 (β− from 1/2−), log ft = 6.41 (EC from (1/2)−),(7Li,4nγ), (12C,p2nγ), Coul. ex., (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α),(d,3He)
9/2+1 514 1.015 µs log ft = 9.51 (β− from 9/2+), µ = 6.046 µn,
B(E3→ 3/2−1 ) = 0.0045W.u., (7Li,4nγ), (12C,p2nγ), (3He,d), (n,n′γ),
(n,n′), (t,α), (d,3He)3/2−
2 732 4.4 ps B(M1/E2→ 1/2−1 ) = 0.016/33W.u., (δ = −0.60),
B(M1/E2→ 3/2−1 ) = 0.00016/4.5 W.u., (δ = 0.62),
log ft = 7.11 (β− from 1/2−), Coul. ex., (p,γ), (3He,d), (n,n′γ),(n,n′), (t,α), (d,3He)
7/2−1 869 2.5 ps B(E1→ 9/2+
1 ) = 5.7× 10−5 W.u., B(E2→ 1/2−1 ) = 0.47 W.u.,
B(M1/E2→ 5/2−1 ) = 0.0042/11.8 W.u., (δ = 1.10),
Coul. ex., (p,γ), (n,n′γ), (n,n′)1/2−
2 886 0.78 ps B(E2→ 5/2−1 ) = 2.1 W.u., (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α),
(d,3He)5/2+
1 951 2.8 ps B(E2→ 9/2+1 ) = 19 W.u., B(E1→ 3/2−
1 ) = 2.3× 10−5 W.u.,B(E1→ 5/2−
1 ) = 1.3×10−5 W.u., (7Li,4nγ), (12C,p2nγ), (p,γ), (p,p′),(3He,d), (n,n′γ), (n,n′)
3/2−3 1296 0.17 ps (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α), (d,3He)
1/2−3 1792 ≤ 0.12 ps (p,γ), (3He,d), (n,n′γ), (n,n′), (t,α), (d,3He)
1/2+1 2801 (3He,d)
1/2+2 2948 (3He,d)
1/2+3 3656 (3He,d)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]86
37Rb
494–5
2−1 0
1+1 488
?
6−1 556
?
7−1 780
?
3+1 1305
?
?
1+2 2093
1+3 2598
?
Jπn Sn = 8651.0 keV, Sp = 8555.7 keV, ∆ = −82747.319 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [88M1, 97A, 99B]
2−1 0 18.631 d µ = −1.6920 µn, Q = 0.193 barn,
(3He,p), (d,p), (n,γ), (d,t), (d,3He), (d,α), (p,nγ), (7Li,3nγ)1+
1 488 2.4 ps B(E1→ 2−1 ) = 0.0012 W.u.,
(3He,p), (d,p), (n,γ), (d,t), (3He,α), (d,α), (p,nγ)6−
1 556 1.017 m B(E4→ 2−1 ) = 1.455 W.u.,
µ = 1.8150 µn, Q = 0.369 barn,(d,p), (n,γ), (d,t), (3He,α), (d,3He), (d,α), (7Li,3nγ)
7−1 780 (d,p), (n,γ), (d,3He), (d,α), (7Li,3nγ)
3+1 1305 (n,γ), (d,t), (d,α)
1+2 2093 (3He,p) (d,p)
1+3 2598 (3He,p), (n,γ), (d,α)
1+4 2951 (d,α)
1+5 3113 (3He,p)
1+6 3205 (3He,p)
1+7 3319 (3He,p) (d,α)
1+8 4221 (3He,p)
Landolt-BornsteinNew Series I/18B
4–687
37Rb
50[Ref. p. 4–165
3/2−1 0
5/2−1 403
?
1/2+1 3060
1/2+2 3834
1/2+3 4941
1/2+4 5196
1/2+5 5634
1/2+6 5750
1/2+7 6018
1/2+8 6176
1/2+9 6468
1/2+10 6548
1/2+11 6838
1/2+12 6989
5/2+1 13968
1/2+13 14490
1/2+14 16040
7/2+1 16512
1/2+15 17193
Jπn Sn = 9920.3 keV, Sp = 8620 keV, ∆ = −82606.221 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91S2, 97A, 99B]
3/2−1 0 47.5 Gy log ft = 7.81 (β− from 5/2+), log ft = 4.4013 (EC from 1/2−),
µ = 0.127 µn, Q = 2.751818 barn, Coul. ex., (3He,d), (n,n′γ), (d,3He)5/2−
1 403 0.08 ns B(M1/E2→ 3/2−1 ) = 0.004/1.63 W.u., (δ = −0.24),
log ft = 7.47 (β− from 5/2+),Coul. ex., (3He,d), (n,n′γ), (p,p′), (d,3He)
1/2+1 3060 (3He,d), (p,p′)
1/2+2 3834 (3He,d)
1/2+3 4941 (3He,d)
1/2+4 5196 (3He,d)
1/2+5 5634 (3He,d)
1/2+6 5750 (3He,d)
1/2+7 6018 (3He,d)
1/2+8 6176 (3He,d)
1/2+9 6468 (3He,d)
1/2+10 6548 (3He,d)
1/2+11 6838 (3He,d)
1/2+12 6989 (3He,d)
5/2+1 13968 (p,p′)
1/2+13 14490 (p,p′)
1/2+14 16040 (p,p′)
7/2+1 16512 (p,p′)
1/2+15 17193 (p,p′)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]82
38Sr
444–7
0+1 0
2+1 574
?
2+2 1176
?
?
0+2 1311
?
4+1 1329
?
3+1 1689
?
?
?
2+3 1865
4+2 1996
?
?
?
2+4 2195
6+1 2229
?
3−1 2402
?
?
5+1 2526
?
?
?
0+3 2665
5−1 2817
?
?
4−1 2824
?
?
?
?
6+2 2836
?
?
4−2 3007
?
?
?
?
6−1 3086
?
?
?
8+1 3243
?
6−2 3340
?
?
?
?
7+1 3477
?
7−1 3526
?
?
?
7−2 3566
?
?
?
7−3 3608
?
?
?
?
8+2 3623
?
?
?
8−1 4033
?
?
8−2 4143
?
?
?
?
10+1 4350
?
9−1 4367
?
?
?
9−2 4473
?
?
?
9+1 4493
?
10−1 4909
?
10−2 5237
?
11−1 5308
?
12+1 5427
12+2 5569
?
12−1 5914
?
13−1 6367
?
14+1 6544
?
14−1 7067
?
15−1 7546
?
16+1 7812
?
16−1 8378
?
17−1 8842
?
18+1 9238
?
Jπn Sn = 12554 keV, Sp = 7840 keV, ∆ = −76008.727 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–882
38Sr
44[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95K, 97A, 99B]
0+1 0 25.55 d log ft = 5.11 (β+ from 1+),
(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ), (3He,n), (p,t)2+
1 574 8.9 ps B(E2→ 0+1 ) = 48.2 W.u., log ft = 5.69 (β+ from 1+),
(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ), (p,t)2+
2 1176 7.5 ps B(M1/E2→ 2+1 ) = 0.005/ < 50 W.u., (δ = 1.20),
B(E2→ 0+1 ) = 0.15 W.u., log ft = 5.56 (β+ from 1+),
(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ), (p,t)0+
2 1311 < 3.5 ns log ft = 6.19 (β+ from 1+), (p,t)4+
1 1329 1.0 ps B(E2→ 2+1 ) = 109 W.u.,
(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)3+
1 1689 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)2+
3 1865 (p,t)4+
2 1996 1.3 ps B(M1/E2→ 4+1 ) = 0.019/ < 25 W.u., (δ = 0.30),
B(E2→ 2+2 ) = 34 W.u.,
(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)2+
4 2195 (p,t)6+
1 2229 0.37 ps B(E2→ 4+1 ) = 120 W.u.,
(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)3−
1 2402 (29Si,2pnγ), (16O,2n2pγ), (p,t)5+
1 2526 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)0+
3 2665 (p,t)5−
1 2817 3.0 ps B(E2→ 3−1 ) < 170 W.u., B(E1→ 4+
1 ) = 3.2× 10−5 W.u.,(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ), (p,t)
4−1 2824 (E1/M2→ 4+
1 :δ = 0.03),(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)
6+2 2836 0.6 ps B(M1/E2→ 6+
1 ) = 0.05/ < 28 W.u., (δ = 0.20),B(E2→ 4+
2 ) = 70 W.u.,(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)
4−2 3007 (29Si,2pnγ)
6−1 3086 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)
8+1 3243 0.24 ps B(E2→ 6+
1 ) = 100 W.u.,(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)
6−2 3340 (29Si,2pnγ), (α,2nγ)
7+1 3477 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)
7−1 3526 (E1/M2→ 6+
1 :δ = 0.5),(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)
7−2 3566 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)
7−3 3608 B(M1/E2→ 7−
1 :δ = −0.70),(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)
8+2 3623 0.7 ps B(E2→ 6+
2 ) = 100 W.u., B(E2→ 6+1 ) = 1.0 W.u.,
(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)8−
1 4033 (29Si,2pnγ)8−
2 4143 (29Si,2pnγ)10+
1 4350 0.14 ps B(E2→ 8+1 ) = 110 W.u.,
(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ), (α,2nγ)9−
1 4367 (29Si,2pnγ), (16O,2n2pγ)9−
2 4473 (29Si,2pnγ)9+
1 4493 (29Si,2pnγ)10−
1 4909 0.36 ps B(E2→ 8−1 ) = 140 W.u.,
(34S,2p2nγ), (29Si,2pnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]82
38Sr
444–9
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95K, 97A, 99B]
10−2 5237 (29Si,2pnγ)
11−1 5308 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)
12+1 5427 0.33 ps (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)
12+2 5569 0.06 ps B(E2→ 10+
1 ) = 170 W.u.,(34S,2p2nγ), (29Si,2pnγ)
12−1 5914 0.27 ps B(E2→ 10−
1 ) = 100 W.u.,(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)
13−1 6367 (34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)
14+1 6544 0.25 ps B(E2→ 12+
1 ) = 60 W.u.,(34S,2p2nγ), (29Si,2pnγ), (16O,2n2pγ)
14−1 7067 0.08 ps B(E2→ 12−
1 ) = 160 W.u.,(34S,2p2nγ), (29Si,2pnγ)
15−1 7546 0.12 ps B(E2→ 13−
1 ) = 100 W.u.,(34S,2p2nγ), (29Si,2pnγ)
16+1 7812 0.09 ps B(E2→ 14+
1 ) = 90 W.u.,(34S,2p2nγ), (29Si,2pnγ)
16−1 8378 0.14 ps B(E2→ 14−
1 ) = 49 W.u.,(34S,2p2nγ), (29Si,2pnγ)
17−1 8842 0.08 ps B(E2→ 15−
1 ) = 90 W.u.,(34S,2p2nγ), (29Si,2pnγ)
18+1 9238 0.05 ps B(E2→ 16+
1 ) = 90 W.u.,(34S,2p2nγ), (29Si,2pnγ)
Landolt-BornsteinNew Series I/18B
4–1084
38Sr
46[Ref. p. 4–165
0+1 0
2+1 793
?
0+2 1502
?
4+1 1768
?
0+3 2075
2+2 2390
3−1 2448
?
5−1 2769
?
?
6+1 2808
?
2+3 2888
?
5−2 3042
?
?
3−2 3250
6−1 3279
?
?
8+1 3332
?
7−1 3488
?
?
8+2 3680
?
?
4+2 4064
?
?
?
10+1 4448
?
10+2 4534
?
?
9−1 4636
?
11−1 5445
?
?
12+1 5654
?
?
12+2 5891
?
12−1 6069
?
13−1 6484
?
?
?
14+1 6739
?
14−1 6917
?
16+1 8006
?
18+1 9424
?
Jπn Sn = 11919 keV, Sp = 8861 keV, ∆ = −80644.288 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]84
38Sr
464–11
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97T, 97A, 99B]
0+1 0 stable (HI,xnγ), (p,2nγ), (3He,n), (α,α′), (α,α′γ), (d,d′), (p,p′), (p,p′γ),
(p,t), Coul. ex.2+
1 793 5.3 ps B(E2→ 0+1 ) = 16 W.u., µ = 0.84 µn,
(HI,xnγ), (p,2nγ), (α,α′), (α,α′γ), (d,d′), (p,p′), (p,p′γ), (p,t),Coul. ex.
0+2 1502 (α,α′), (α,α′γ), (p,p′), (p,p′γ), (p,t)
4+1 1768 4.2 ps B(E2→ 2+
1 ) = 7 W.u.,(HI,xnγ), (p,2nγ), (p,p′), (p,p′γ), (p,t)
0+3 2075 (p,p′), (p,p′γ), (p,t)
2+2 2390 (p,t)
3−1 2448 (HI,xnγ), (α,α′), (α,α′γ), (d,d′), (p,p′), (p,p′γ), (p,t)
5−1 2769 9.5 ps B(E2→ 3−
1 ) = 22 W.u., B(E1→ 4+1 ) = 3.6× 10−5 W.u.,
(HI,xnγ), (p,2nγ), (α,α′), (α,α′γ), (p,p′), (p,p′γ), (p,t)6+
1 2808 1.01 ps B(E2→ 4+1 ) = 21 W.u.,
(HI,xnγ), (p,2nγ), (α,α′), (α,α′γ), (p,p′), (p,p′γ)2+
3 2888 (α,α′), (α,α′γ), (p,p′), (p,p′γ), (p,t)5−
2 3042 (HI,xnγ), (α,α′), (α,α′γ), (p,p′), (p,p′γ), (p,t)3−
2 3250 (α,α′), (α,α′γ), (p,p′), (p,p′γ), (p,t)6−
1 3279 (HI,xnγ)8+
1 3332 163 ps B(E2→ 6+1 ) = 4.02 W.u., µ = −1.2 µn, (HI,xnγ)
7−1 3488 4.4 ps B(E1→ 6+
1 ) = 4.4× 10−5 W.u.,B(E2→ 5−
1 ) = 25 W.u., µ = 4.2 µn,(HI,xnγ) (α,α′), (α,α′γ), (p,p′), (p,p′γ)
8+2 3680 3.33 ps B(E2→ 6+
1 ) = 3.9 W.u., µ = 7.2 µn, (HI,xnγ)4+
2 4064 (p,t)10+
1 4448 2.2 ps B(E2→ 8+1 ) = 6.8 W.u., µ = 2.0 µn, (HI,xnγ)
10+2 4534 1.66 ps B(E2→ 8+
2 ) = 34 W.u., µ = 8.0 µn, (HI,xnγ)9−
1 4636 2.5 ps B(E2→ 7−1 ) = 5.2 W.u., (HI,xnγ)
11−1 5445 7.5 ps B(E2→ 9−
1 ) = 7.7 W.u.,B(E1→ 10+
1 ) = 1.1× 10−5 W.u., (HI,xnγ)12+
1 5654 0.61 ps B(E2→ 10+2 ) = 18 W.u.,
B(E2→ 10+1 ) = 4.1 W.u., (HI,xnγ)
12+2 5891 0.24 ps B(E2→ 10+
1 ) = 17 W.u., (HI,xnγ)12−
1 6069 0.42 ps B(M1→ 11−1 ) = 0.21 W.u., (HI,xnγ)
13−1 6484 0.6 ps B(M1→ 12−
1 ) = 0.45 W.u.,B(E1→ 12+
1 ) < 6.0× 10−5 W.u.,B(E2→ 11−
1 ) < 2 W.u., (HI,xnγ)14+
1 6739 0.42 ps B(E2→ 12+1 ) = 41 W.u., (HI,xnγ)
14−1 6917 (HI,xnγ)
16+1 8006 0.21 ps B(E2→ 14+
1 ) = 38 W.u., (HI,xnγ)18+
1 9424 0.14 ps B(E2→ 16+1 ) = 32 W.u., (HI,xnγ)
Landolt-BornsteinNew Series I/18B
4–1285
38Sr
47[Ref. p. 4–165
9/2+1 0
7/2+1 232
?
1/2−1 239
?
?
3/2−1 743
?
5/2+1 767
?
?
5/2−1 937
?
?
3/2−2 1153
?
?
?
9/2+2 1262
?
?
5/2+2 1355
?
?
?
1/2+1 1403
9/2+3 1627
?
?
1/2+2 1842
9/2+4 2047
?
?
5/2+3 2325
?
Jπn Sn = 8531 keV, Sp = 8643 keV, ∆ = −81102.665 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91S1, 97A, 99B]
9/2+1 0 64.84 d log ft = 6.34 (EC from 9/2+), µ = −0.9994 µn, Q = 0.323 barn,
(α,nγ), (α,3nγ), (d,p), (p,nγ), (3He,α), (3He,αγ), (d,t), (p,t)7/2+
1 232 0.21 ns B(M1/E2→ 9/2+1 ) = 0.007/31 W.u., (δ = −0.45),
(α,nγ), (α,3nγ), (p,nγ), (3He,α), (3He,αγ), (d,t), (p,t)1/2−
1 239 67.63 m B(E3→ 7/2+1 ) = 0.039 W.u., B(M4→ 9/2+
1 ) = 10.6 W.u.,log ft = 6.0 (β+ from (1/2)−), (α,nγ), (α,3nγ), (d,p), (p,nγ), (3He,α),(3He,αγ), (d,t)
3/2−1 743 0.12 ps log ft = 5.37 (β+ from (1/2)−), (d,p), (p,nγ), (3He,α), (3He,αγ),
(d,t), (p,t)5/2+
1 767 >7 ps B(E2→ 9/2+1 ) ≤ 7.7 W.u., (d,p), (p,nγ), (3He,α), (3He,αγ), (d,t),
(p,t)5/2−
1 937 log1u ft = 9.2224 (EC from 9/2+), (p,nγ), (3He,α), (3He,αγ), (d,t),(p,t)
3/2−2 1153 ≥0.13 ps B(M1→ 5/2−
1 ) = 0.32 W.u., log ft = 5.75 (β+ from (1/2)−),(d,p), (p,nγ), (3He,α), (3He,αγ), (d,t), (p,t)
9/2+2 1262 0.60 ps B(M1/E2→ 7/2+
1 ) = 0.025/0.7 W.u., (δ = −0.16),(M1/E2→ 9/2+
1 :δ = −2.3), log ft = 6.88 (EC from 9/2+),(α,nγ), (α,3nγ), (p,nγ), (3He,α), (3He,αγ), (d,t), (p,t)
5/2+2 1355 ≥0.13 ps B(E1→ 3/2−
1 ) < 0.0046 W.u., (d,p), (p,nγ), (p,t)1/2+
1 1403 (d,p)9/2+
3 1627 0.23 ps B(M1/E2→ 7/2+1 ) = 0.013/5.1 W.u., (δ = −0.8),
log ft = 7.26 (EC from 9/2+), (α,nγ), (α,3nγ), (p,t)1/2+
2 1842 (d,p), (p,t)9/2+
4 2047 log ft = 7.33 (EC from 9/2+), (p,t)5/2+
3 2325 (α,nγ), (α,3nγ), (d,p), (p,t)1/2+
3 2496 (d,p)1/2+
4 2602 (d,p), (p,t)1/2+
5 2748 (d,p)1/2+
6 2882 (d,p)1/2+
7 3301 (d,p)1/2+
8 3455 (d,p)1/2+
9 3582 (d,p)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]86
38Sr
484–13
0+1 0
2+1 1077
?
2+2 1854
?
?
0+2 2102
0+3 2203
4+1 2230
?
3−1 2482
?
?
?
?
2+3 2642
?
5−1 2673
?
?
2+4 2788
?
6+1 2857
?
3−2 2997
?
?
?
?
?
?
5−2 3056
?
?
3−3 3185
?
?
?
?
?
5−3 3318
?
?
?
?
4+2 3362
?
?
?
2+5 3430
3−4 3645
?
?
?
?
Jπn Sn = 114491 keV, Sp = 9644 keV, ∆ = −84521.563 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [88M1, 97A, 99B]
0+1 0 stable log ft = 10.3 (β− from 2−), (18O,2nαγ), (α,2nγ), (3He,d), (γ,γ′), (p,p′),
(d,t), (p,d), (p,t), (p,α), Coul. exc., (3He,n), (p,n), (d,6Li),(3He,7Be)2+
1 1077 1.66 ps B(E2→ 0+1 ) = 10.5 W.u., µ = 0.55 µn, log ft = 10.3 (EC from 4−),
(18O,2nαγ), (α,2nγ), (3He,d), (γ,γ′), (p,p′), (d,t), (p,d), (p,t), (p,α),Coul. exc., (3He,n), (p,n), (d,6Li),(3He,7Be)
2+2 1854 (α,2nγ), (3He,d), (γ,γ′), (p,p′), (d,t), (p,d), (p,t), (p,α), (p,n),
(d,6Li),(3He,7Be)0+
2 2102 (3He,d) , (γ,γ′), (d,t), (p,t), (p,α), (d,6Li),(3He,7Be)0+
3 2203 (3He,d) , (γ,γ′), (d,t), (p,t), (p,α), (d,6Li),(3He,7Be)4+
1 2230 <5 ns log ft = 7.74 (EC from 4−), (18O,2nαγ), (α,2nγ), (3He,d), (p,p′), (d,t),(p,d), (p,t), (p,α) (d,6Li), (3He,7Be)
3−1 2482 <5 ns log ft = 7.8 (EC from 4−), (α,2nγ), (3He,d), (p,p′), (d,t), (p,t), (p,α),
(d,6Li), (3He,7Be)2+
3 2642 (3He,d), (γ,γ′), (p,p′), (d,t), (p,t)5−
1 2673 log ft = 7.04 (EC from 4−), (α,2nγ), (3He,d), (p,p′), (d,t), (p,t), (p,α)2+
4 2788 (3He,d), (γ,γ′), (p,p′), (d,t), (p,t), (p,α)6+
1 2857 <5 ns (18O,2nαγ), (α,2nγ), (3He,d), (d,t), (p,d), (p,t)3−
2 2997 log ft = 6.29 (EC from 4−), (3He,d), (p,p′), (d,t), (p,t), (p,α)5−
2 3056 log ft = 7.14 (EC from 4−), (α,2nγ), (3He,d), (p,p′), (d,t), (p,t)3−
3 3185 (p,α), (α,2nγ), (3He,d), (p,p′), (d,t), (p,t)5−
3 3318 (p,p′), (d,t), (p,t)4+
2 3362 log ft = 7.44 (EC from 4−), (p,p′), (d,t), (p,t)2+
5 3430 (p,p′), (p,t)3−
4 3645 log ft = 6.45 (EC from 4−), (p,p′), (p,t)
Landolt-BornsteinNew Series I/18B
4–1487
38Sr
49[Ref. p. 4–165
9/2+1 0
1/2−1 389
?
3/2−1 873
?
5/2+1 1228
?
?
5/2−1 1254
?
?
5/2+2 1770
?
?
?
3/2−2 2110
?
?
?
?
1/2+1 2169
?
?
3/2−3 2414
?
?
?
3/2+1 2677
?
?
?
9/2+2 2819
3/2−4 2921
?
?
1/2+2 2941
?
?
3/2−5 3007
?
?
?
1/2+3 3125
?
?
9/2+3 3271
5/2+3 3277
?
?
5/2+4 3385
5/2+5 3548
3/2+2 3603
?
?
3/2+3 3776
?
1/2+4 3872
?
?
?
1/2+5 4182
?
?
?
?
Jπn Sn = 8428 keV, Sp = 9421 keV, ∆ = −84878.358 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]87
38Sr
494–15
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91S2, 97A, 99B]
9/2+1 0 stable log ft = 7.44 (EC from 9/2+), Q = 0.335 barn, µ = 1.0936 µn,
(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (3He,α),(p,d), (12C,13C), (d,α)
1/2−1 389 2.803 h B(M4→ 9/2+
1 ) = 11.277 W.u., log ft = 6.95 (EC from 1/2−),(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (3He,α),(p,d), (12C,13C), (d,α)
3/2−1 873 1.7 ps B(M1/E2→ 1/2−
1 ) = 0.11/20 W.u. (δ = 0.19),log ft = 5.44 (EC from 1/2−), (α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p),(p,nγ), (p,n), (p,p′), (3He,α), (p,d), (12C,13C), (d,α)
5/2+1 1228 62 fs B(E1→ 3/2−
1 ) = 0.0012 W.u., B(E2→ 9/2+1 ) = 7.0 W.u.,
(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (3He,α),(p,d), (12C,13C), (d,α)
5/2−1 1254 2.8 fs B(E2→ 1/2−
1 ) = 15.0 W.u.,(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (3He,α),(p,d), (12C,13C), (d,α)
5/2+2 1770 6 ps B(E1→ 5/2−
1 ) = 0.00007 W.u., B(E2→ 9/2+1 ) = 0.13 W.u.,
B(M1/E2→ 5/2+1 ) = 0.006/ < 0.6 W.u. (δ = −0.04),
(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (3He,α),(p,d), (12C,13C), (d,α)
3/2−2 2110 0.093 ps B(E1→ 5/2+
1 ) = 0.00003 W.u.,(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (3He,α),(p,d), (12C,13C), (d,α)
1/2+1 2169 >0.15 ps B(E1→ 3/2−
1 ) = 0.0011 W.u.,(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (d,α)
3/2−3 2415 0.13 ps B(E1→ 5/2+
2 ) = 0.00007 W.u.,(α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′), (d,α)
3/2+1 2677 (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (p,p′)
9/2+2 2819 (d,p), (�d,p), (p,nγ), (p,n)
3/2−4 2921 (n,γ), (d,p), (�d,p), (p,nγ), (p,n)
1/2+2 2941 (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (d,α)
3/2−5 3007 (n,γ), (p,nγ), (p,n), (p,p′)
1/2+3 3125 (α,3nγ), (α,nγ), (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (d,α)
9/2+3 3271 (p,nγ), (p,n), (p,p′), (3He,α), (p,d), (12C,13C), (d,α)
5/2+3 3277 (n,γ), (d,p), (�d,p), (p,nγ), (p,n), (d,α)
5/2+4 3385 (d,p), (�d,p), (d,α)
5/2+5 3548 (d,p), (�d,p)
3/2+2 3603 (n,γ), (d,p), (�d,p)
3/2+3 3776 (n,γ), (d,p), (�d,p), (p,p′), (d,α)
1/2+4 3872 (n,γ), (d,p), (�d,p)
1/2+5 4182 (n,γ), (d,p), (�d,p)
Landolt-BornsteinNew Series I/18B
4–1688
38Sr
50[Ref. p. 4–165
0+1 0
2+1 1836
?
3−1 2734
?
?
0+2 3152
2+2 3219
?
?
?
5−1 3585
?
5−2 3953
?
2+3 4036
?
4+1 4300
?
?
0+3 4485
2−1 4514
?
?
2+4 4614
2+5 4762
?
0+4 4798
2+6 4927
2+7 4985
2+8 5092
?
?
?
2+9 5164
4+2 5321
?
?
?
4+3 5383
4+4 5465
3−2 5537
4+5 5689
?
?
3−3 5812
?
?
?
?
4+6 5859
1−1 6215
?
4+7 6258
4+8 6283
1−2 6335
?
4+9 6552
3−4 6613
?
4+10 6962
4+11 7023
3−5 7061
1−3 7091
?
1−4 7841
?
1−5 8047
?
Jπn Sn = 11112.6 keV, Sp = 10613.6 keV, ∆ = −87919.663 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]88
38Sr
504–17
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [88M2, 97A, 99B]
0+1 0 stable log1u ft = 9.239 (β− from 2−), (3He,n), (α,2nγ), (t,p), (3He,d), (n,γ),
(d,p), (γ,γ), (e,e′), (n,n′), (p,p′), (d,d′), (�d,d′), (14C,14C′), (16O,16O′),Coul. ex., (µ−,nγ), (d,3He), (6Li,7Be), (6Li,8B), (n,α), (d,6Li)
2+1 1836 0.162 ps log ft = 7.85 (β− from 2−), log1u ft = 9.80 (β+ from 4−), µ = 2.3 µn,
B(E2→ 0+1 ) = 7.2 W.u., (3He,n), (α,2nγ), (t,p), (3He,d), (n,γ), (d,p),
(γ,γ), (e,e′), (n,n′), (p,p′), (d,d′), (�d,d′), (14C,14C′), (16O,16O′), Coul.ex., (µ−,nγ), (d,3He), (6Li,7Be), (6Li,8B), (n,α), (d,6Li)
3−1 2734 0.78 ps log ft = 6.78 (β− from 2−), log ft = 6.85 (β+ from 4−),
B(E1→ 2+1 ) = 0.000599 W.u., B(E3→ 0+
1 ) = 22.61 W.u., (3He,n),(α,2nγ), (t,p), (3He,d), (n,γ), (d,p), (e,e′), (n,n′), (p,p′), (d,d′), (�d,d′),(14C,14C′), (16O,16O′), Coul. ex., (µ−,nγ), (d,3He), (n,α), (d,6Li)
0+2 3152 (3He,n), (t,p), (3He,d), (e,e′), (p,p′), (6Li,8B), (d,6Li)
2+2 3219 0.13 ps log ft = 7.54 (β− from 2−), log1u ft = 9.45 (β+ from 4−),
(M1/E2→ 2+1 :δ = 0.057), B(E2→ 0+
1 ) = 0.12 W.u., (t,p), (3He,d),(n,γ), (d,p), (e,e′), (p,p′), (d,d′), (�d,d′), (d,3He), (6Li,7Be),
5−1 3585 0.14 ns log ft = 6.89 (β+ from 4−), B(E2→ 3−
1 ) = 0.39 W.u., (α,2nγ), (t,p),(3He,d), (n,γ), (d,p), (e,e′), (p,p′), (d,d′), (�d,d′), (µ−,nγ), (d,6Li)
5−2 3953 (3He,d), (n,γ), (e,e′), (p,p′),
2+3 4036 0.020 ps log ft = 8.641 (β− from 2−), B(E2→ 0+
1 ) = 1.1 W.u., (t,p), (3He,d),(e,e′), (d,d′), (�d,d′), (6Li,8B), (d,6Li)
4+1 4300 (t,p), (n,γ), (d,p), (e,e′), (p,p′)
0+3 4485 (t,p), (e,e′), (p,p′), (d,6Li)
2−1 4514 log ft = 5.58 (β− from 2−), (t,p), (e,e′), (p,p′), (d,6Li)
2+4 4614 (t,p), (d,p), (e,e′), (d,6Li)
2+5 4762 0.07 ps (t,p), (d,p), (e,e′), (p,p′)
0+4 4798 (t,p), (d,p), (e,e′), (p,p′)
2+6 4927 (d,p), (e,e′), (p,p′)
2+7 4985 (t,p), (d,p), (e,e′), (p,p′), (d,6Li)
2+8 5092 (n,γ), (d,p), (e,e′), (p,p′)
2+9 5164 (t,p), (d,p), (e,e′), (p,p′)
4+2 5321 (n,γ), (e,e′), (p,p′)
4+3 5383 (t,p), (p,p′), (d,6Li)
4+4 5465 (t,p), (d,p), (e,e′), (p,p′), (d,6Li)
3−2 5537 (p,p′)
4+5 5689 (t,p), (n,γ), (d,p), (e,e′), (p,p′), (d,6Li)
3−3 5812 (t,p), (n,γ), (d,p), (e,e′), (p,p′)
4+6 5859 (t,p), (d,p), (e,e′), (p,p′)
1−1 6215 0.25 fs (t,p), (γ,γ), (p,p′)
4+7 6258 (n,γ), (d,p), (p,p′)
4+8 6283 (t,p), (d,p), (p,p′)
1−2 6335 0.16 fs B(E1→ 0+
1 ) = 0.0082 W.u., (γ,γ)4+
9 6552 (d,p), (e,e′), (p,p′)3−
4 6613 (t,p), (n,γ), (p,p′)4+
10 6962 (d,p), (p,p′)4+
11 7023 (t,p), (d,p), (p,p′)3−
5 7061 (d,p), (p,p′)1−
3 7091 0.111 fs B(E1→ 0+1 ) = 0.0086 W.u., (γ,γ)
1−4 7841 0.18 fs B(E1→ 0+
1 ) = 0.0039 W.u., (d,p), (γ,γ), (p,p′)
Landolt-BornsteinNew Series I/18B
4–1889
38Sr
51[Ref. p. 4–165
5/2+1 0
1/2+1 1032
?
5/2+2 1940
?
3/2+1 2008
?
?
11/2−1 2079
?
3/2+2 2452
?
?
?
7/2+1 2675
?
?
9/2+1 2962
3/2+3 3128
?
5/2+3 3249
?
15/2−1 3388
?
11/2−2 3404
?
13/2−1 3524
?
13/2−2 3672
?
?
5/2+4 3700
?
?
17/2−1 3751
?
1/2+2 3755
?
?
5/2+5 3846
?
1/2+3 4050
?
1/2+4 4472
1/2+5 4614
1/2+6 4660
?
?
1/2+7 5036
1/2+8 5280
1/2+9 5298
1/2+10 5360
?
?
Jπn Sn = 6358.71 keV, Sp = 10890 keV, ∆ = −86207.050 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]89
38Sr
514–19
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98S1, 97A, 99B]
5/2+1 0 50.53 d log ft = 7.61 (β− from 3/2−), µ = −1.1481 µn, Q = −0.315 barn,
(d,p), (�d,p), (t,p), (α,nγ), (d,pγ), (n,γ), (13C,12C), (µ−,γ), (t,3He)1/2+
1 1032 >1 ps B(E2→ 5/2+1 ) < 20 W.u.,
(d,p), (�d,p), (n,γ), (t,p), (α,nγ), (d,pγ), (13C,12C), (µ−,γ)5/2+
2 1940 0.19 ps B(M1/E2→ 5/2+1 ) = 0.011/0.6 W.u., (δ = −0.45),
log ft = 8.44 (β− from 3/2−),(d,p), (�d,p), (n,γ), (t,p), (α,nγ), (d,pγ)
3/2+1 2008 0.10 ps B(M1/E2→ 5/2+
1 ) = 0.016/2.8 W.u., (δ = −0.8),log ft = 8.05 (β− from 3/2−),(d,p), (�d,p), (n,γ), (t,p), (α,nγ), (d,pγ)
11/2−1 2079 0.33 ns B(E3→ 5/2+
1 ) = 47 W.u.,(d,p), (�d,p), (α,nγ)
3/2+2 2452 (M1/E2→ 1/2+
1 :δ = −0.6), (M1/E2→ 5/2+1 :δ < 0.18),
log ft = 8.8 (β− from 3/2−),(d,p), (�d,p), (n,γ), (t,p), (d,pγ)
7/2+1 2675 (M1/E2→ 5/2+
1 :δ = −7),(d,p), (�d,p), (d,pγ)
9/2+1 2962 0.7 ps (d,p), (�d,p), (t,p), (α,nγ)
3/2+3 3128 (d,p), (�d,p), (t,p), (d,pγ)
5/2+3 3249 (d,p), (�d,p), (d,pγ)
15/2−1 3388 >7 ps B(E2→ 11/2−
1 ) < 0.89 W.u., (α,nγ)11/2−
2 3404 (d,p), (�d,p), (α,nγ)13/2−
1 3524 0.39 ps B(M1/E2→ 11/2−1 ) = 0.013/3.0 W.u., (δ = 0.67), (t,p), (α,nγ)
13/2−2 3672 2.4 ps B(M1/E2→ 11/2−
1 ) = 0.0016/0.06 W.u., (δ = 0.30), (α,nγ)5/2+
4 3700 (d,p), (�d,p), (n,γ)17/2−
1 3751 (M1/E2→ 15/2−1 :δ = 0.01), (α,nγ)
1/2+2 3755 (d,p), (�d,p), (d,pγ)
5/2+5 3846 log ft = 6.75 (β− from 3/2−), (t,p)
1/2+3 4050 log ft = 6.14 (β− from 3/2−), (d,p), (�d,p)
1/2+4 4472 (d,p), (�d,p)
1/2+5 4614 (d,p), (�d,p)
1/2+6 4660 (d,p), (�d,p), (n,γ), (t,p)
1/2+7 5036 (d,p), (�d,p), (t,p)
1/2+8 5280 (d,p), (�d,p)
1/2+9 5298 (d,p), (�d,p), (t,p)
1/2+10 5360 (d,p), (�d,p), (d,pγ)
Landolt-BornsteinNew Series I/18B
4–2090
38Sr
52[Ref. p. 4–165
0+1 0
2+1 832
?
4+1 1656
?
2+2 1892
?
?
3−1 2207
?
?
?
2+3 2586
0+2 2971
?
2+4 3804
2+5 4136
?
?
Jπn Sn = 7808 keV, Sp = 11527 keV, ∆ = −85941.863 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [88M1, 97A, 99B]
0+1 0 28.78 y log ft = 7.14 (β− from 0−), (t,p)
2+1 832 10 ps log ft = 7.65 (β− from 3−), (t,p)
4+1 1656 17 ps log ft = 7.94 (β− from 3−), (t,p)
2+2 1892 3 ps log ft = 7.79 (β− from 3−), (t,p)
3−1 2207 <2 ps log ft = 7.81 (β− from 3−), log ft = 8.2 (β− from 0−), (t,p)
2+3 2586 (t,p)
0+2 2971 log ft = 8.17 (β− from 3−), (t,p)
2+4 3804 (t,p)
2+5 4136 log ft = 7.7 (β− from 3−), (t,p)
2+6 4240 (t,p)
2+7 4824 (t,p)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]87
39Y
484–21
1/2−1 0
9/2+1 381
?
5/2−1 794
?
3/2−1 981
?
Jπn Sn = 11807 keV, Sp = 5784.9 keV, ∆ = −83016.752 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91S2, 97A, 99B]
1/2−1 0 79.8 h (α,2nγ), (18O,4npγ), (α,p), (p,γ), (3He,d), (p,2nγ), (p,t), (p,α)
9/2+1 381 13.37 h B(M4→ 1/2−
1 ) = 2.735 W.u.,log ft = 5.68011 (β+ from (9/2)+), µ = 6.10 µn,(α,2nγ), (18O,4npγ), (α,p), (p,γ), (3He,d), (p,2nγ), (p,t), (p,α)
5/2−1 794 ≤10 ns B(E2→ 1/2−
1 ) ≥ 0.0079 W.u.,log ft = 8.5522 (β+ from (9/2)+),(α,2nγ), (18O,4npγ), (α,p), (p,γ), (3He,d), (p,2nγ), (p,t), (p,α)
3/2−1 981 (α,p), (p,γ), (3He,d), (p,t), (p,α)
1/2−2 1641 (p,t)
1/2−3 1851 (α,p), (p,γ), (3He,d), (p,t)
1/2+1 3195 (3He,d)
5/2+1 10537 (p,p′)
1/2+2 10923 (p,p′)
3/2+1 11468 (p,p′)
1/2+3 11739 (p,p′)
1/2+4 11900 (p,p′)
3/2+2 12371 (p,p′)
1/2+5 12661 (p,p′)
3/2+3 12968 (p,p′)
5/2+2 13076 (p,p′)
Landolt-BornsteinNew Series I/18B
4–2289
39Y
50[Ref. p. 4–165
1/2−1 0
9/2+1 909
?
3/2−1 1507
?
5/2−1 1745
?
5/2+1 2222
?
?
7/2+1 2530
?
11/2+1 2567
?
9/2+2 2622
?
13/2+1 2893
?
?
3/2−2 3068
?
?
13/2−1 3343
?
?
5/2+2 3715
?
?
3/2−3 3992
?
1/2+1 4015
?
?
15/2−1 4132
?
?
5/2+3 4188
?
?
17/2−1 4450
?
?
5/2+4 4588
17/2+1 4825
?
?
19/2−1 4839
?
?
Jπn Sn =11476.4 keV, Sp = 7071.4 keV, ∆ = −87702.101 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98S1, 97A, 99B]
1/2−1 0 stable log1u ft = 9.423 (β− from 5/2+), log ft = 7.1 (EC from 1/2−),
µ = −0.1374154 µn, (18O,2npγ), (18O,4npγ), (α,2nγ), (n,n′γ),(d,n), (3He,d), (16O,15N), (γ,γ′), (e,e′), (n,n′), (p,γ), (p,p′), (�p,p′)(d,3He), (�d,3He) (p,α), (�p,α), (p,p′γ), (d,d′), (3He,3He′), (α,α′p),(e,e′p), (n,d), (�t,α), (t,α), (12C,13N), (13C,14N), (3He,7Be), (α,α′p),(6Li,7Be), (d,α), (π+,π+′
), (π−,π−′), (t,t), (6Li,6Li), (7Li,7Li),
(12C,12C), (15N,15N), (16O,16O), (19F,19F), (27Al,27Al)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]89
39Y
504–23
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98S1, 97A, 99B]
9/2+1 909 15.663 s B(M4→ 1/2−
1 ) = 3.995 W.u., B(E5→ 1/2−1 ) = 0.147 W.u.,
log ft = 11.68 (β− from 5/2+), log ft = 6.152 (EC from 9/2+),µ = 6.23 µn, (18O,2npγ), (18O,4npγ), (α,2nγ), (n,n′γ), (d,n),(3He,d), (16O,15N), (γ,γ′), (e,e′), (n,n′), (p,γ), (p,p′), (�p,p′) (d,3He),(�d,3He) (p,α), (�p,α), (p,p′γ), (3He,3He′), (α,α′p), (e,e′p), (�t,α), (t,α),(12C,13N), (13C,14N), (3He,7Be), (6Li,7Be), (d,α)
3/2−1 1507 23.9 fs B(M1/E2→ 1/2−
1 ) = 0.26/2.1 W.u., (δ = −0.13),log ft = 4.31 (EC from 1/2−), (α,2nγ), (n,n′γ), (d,n), (3He,d),(16O,15N), (γ,γ′), (e,e′), (n,n′), (p,γ), (p,p′), (�p,p′) (d,3He), (�d,3He)(p,α), (�p,α), (p,p′γ), (d,d′), (3He,3He′), (α,α′p), (e,e′p), (n,d), (�t,α),(t,α), (12C,13N), (13C,14N), (6Li,7Be), (d,α)
5/2−1 1745 0.64 ps B(E2→ 1/2−
1 ) = 2.3 W.u., log1u ft = 9.09 (EC from 9/2+),(α,2nγ), (n,n′γ), (d,n), (3He,d), (16O,15N), (γ,γ′), (e,e′), (n,n′), (p,γ),(p,p′), (�p,p′) (d,3He), (�d,3He) (p,α), (�p,α), (p,p′γ), (d,d′), (3He,3He′),(α,α′p), (e,e′p), (12C,13N), (13C,14N), (6Li,7Be), (d,α)
5/2+1 2222 0.97 ps B(E1→ 3/2−
1 ) = 0.00030 W.u., B(E2→ 9/2+1 ) = 4.3 W.u.,
(α,2nγ), (n,n′γ), (d,n), (3He,d), (16O,15N), (e,e′), (n,n′), (p,γ), (p,p′),(�p,p′) (p,α), (�p,α), (p,p′γ), (d,d′), (3He,3He′), (α,α′p), (�t,α), (t,α),(12C,13N), (13C,14N)
7/2+1 2530 0.08 ps log ft = 7.53 (EC from 9/2+), (α,2nγ), (n,n′γ), (e,e′), (n,n′), (p,γ),
(p,p′), (�p,p′) (p,α), (�p,α), (p,p′γ), (d,d′), (3He,3He′), (α,α′p)11/2+
1 2567 0.35 ps B(M1/E2→ 9/2+1 ) = 6× 10−5/5.5 W.u., (δ = −15),
log ft = 7.25 (EC from 9/2+), (18O,2npγ), (18O,4npγ), (α,2nγ),(n,n′γ), (n,n′), (p,γ), (p,p′), (�p,p′)
9/2+2 2622 0.21 ps B(M1/E2→ 9/2+
1 ) = (0.010)/(3.9) W.u.,log ft = 6.18 (EC from 9/2+), (α,2nγ), (n,n′γ), (3He,d), (16O,15N),(n,n′), (p,γ), (p,p′), (�p,p′) (d,3He), (�d,3He) (p,α), (�p,α), (p,p′γ)
13/2+1 2893 0.18 ps B(E2→ 9/2+
1 ) = 4.3 W.u., (18O,2npγ), (18O,4npγ), (α,2nγ), (n,n′γ),(p,p′), (�p,p′)
3/2−2 3068 45.0 fs B(M1/E2→ 1/2−
1 ) = (0.0077)/(0.89) W.u., (δ = 0.05),(n,n′γ), (d,n), (3He,d), (16O,15N), (γ,γ′), (n,n′), (p,γ), (p,p′), (�p,p′)
13/2−1 3343 0.42 ps B(E1→ 13/2+
1 ) = 0.00052 W.u., B(E1→ 11/2+1 ) = 0.0016 W.u.,
(18O,2npγ), (18O,4npγ), (α,2nγ), (n,n′γ)5/2+
2 3715 (M1/E2→ 5/2+1 :δ = −0.15), (n,n′γ), (d,n), (3He,d), (16O,15N), (e,e′),
(p,γ), (p,p′), (�p,p′) (d,d′), (3He,3He′), (α,α′p)3/2−
3 3992 9.3 fs B(M1/E2→ 1/2−1 ) = (0.0186)/(1.27) W.u., (δ = −0.90),
(n,n′γ), (d,n), (γ,γ′), (e,e′), (p,γ), (p,p′), (�p,p′) (3He,3He′), (α,α′p),(e,e′p)
1/2+1 4015 (n,n′γ), (d,n), (3He,d), (p,γ), (p,p′), (�p,p′)
15/2−1 4132 1.59 ps B(M1/E2→ 13/2−
1 ) = 0.0092/0.10 W.u., (δ = 0.08),B(E1→ 13/2+
1 ) = 7.5× 10−5 W.u., (18O,2npγ), (18O,4npγ), (α,2nγ)5/2+
3 4188 (n,n′γ), (d,n), (3He,d), (16O,15N), (p,p′), (�p,p′) (d,d′)17/2−
1 4450 4.5 ps B(M1→ 15/2−1 ) = 0.051 W.u., B(E2→ 13/2−
1 ) = 2.1 W.u.,(18O,2npγ), (18O,4npγ), (α,2nγ)
5/2+4 4588 (d,n), (3He,d), (16O,15N), (p,p′), (�p,p′) (α,α′p)
17/2+1 4825 ≥3.5 ps B(E1→ 15/2−
1 ) < 0.0023 W.u., B(E2→ 13/2+1 ) < 0.029 W.u.,
(18O,2npγ), (18O,4npγ), (α,2nγ)19/2−
1 4839 21 ps B(M1/E2→ 17/2−1 ) = 0.011/3.3 W.u., (δ = 0.20),
B(E2→ 15/2−1 ) = 2.2 W.u., (α,2nγ)
1/2+2 6300 (d,n)
Landolt-BornsteinNew Series I/18B
4–2490
39Y
51[Ref. p. 4–165
2−1 0
3−1 203
?
7+1 682
?
?
2+1 777
?
?
0−1 1212
?
1−1 1371
?
?
?
1−2 1641
?
?
?
?
1+1 1815
?
?
?
8+1 2217
?
1+2 2313
1−3 2366
?
?
?
?
2−2 2476
?
?
?
?
?
2−3 2505
?
?
?
?
?
3−2 2558
1−4 2624
?
?
3−3 2678
3−4 2755
1−5 2820
1−6 2847
?
?
?
?
2−4 2859
?
?
?
3−5 3002
?
?
1−7 3160
?
?
3−6 3310
1+3 3439
1+4 3490
1−8 3575
?
?
?
?
?
?
1−9 3602
?
?
?
?
?
?
?
1+5 3625
1−10 3628
?
?
?
?
?
?
1−11 3692
?
?
?
?
3−7 3792
3−8 3859
3−9 3881
1−12 3934
?
?
?
?
?
Jπn Sn = 6857.08 keV, Sp = 7569.8 keV, ∆ = −86487.861 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]90
39Y
514–25
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B4, 97A, 99B]
2−1 0 64.00 h log1u ft = 9.4 (β− from 0+),
µ = −1.630 µn, Q = −0.155 barn,(n,γ), (�d,p), (d,pγ), (18O,npγ), (18O,3npγ), (α,nγ), (α,3He), (3He,p),(d,3He), (d,α), (t,α)
3−1 203 250 ps (M1/E2→ 2−
1 :δ = −0.04), µ = −0.85 µn,(n,γ), (�d,p), (d,pγ), (18O,npγ), (18O,3npγ), (α,nγ), (α,3He), (d,3He),(d,α), (t,α)
7+1 682 3.19 h (M4/E5→ 3−
1 :δ = 0.1), µ = 5.1 µn,(n,γ), (d,pγ), (18O,npγ), (18O,3npγ), (α,nγ), (d,3He), (d,α), (t,α)
2+1 777 (E1/M2→ 2−
1 :δ = −0.066), (n,γ), (d,pγ), (α,nγ), (d,3He), (d,α), (t,α)0−
1 1212 (n,γ), (�d,p), (d,pγ), (α,nγ), (α,3He), (d,α), (t,α)1−
1 1371 (n,γ), (�d,p), (d,pγ), (α,nγ), (α,3He), (d,α), (t,α)1−
2 1641 (n,γ), (�d,p), (d,pγ), (d,α), (α,3He), (d,3He), (d,α), (t,α)1+
1 1815 (n,γ), (α,3He), (3He,p), (d,α)8+
1 2217 (M1/E2→ 2−1 :δ = −0.73), (18O,npγ), (18O,3npγ)
1+2 2313 (3He,p), (t,α)
1−3 2366 (n,γ), (�d,p), (d,pγ), (t,α)
2−2 2476 (n,γ), (�d,p), (d,pγ), (α,3He)
2−3 2505 (n,γ), (�d,p), (d,pγ)
3−2 2558 (�d,p)
1−4 2624 (n,γ), (�d,p), (d,pγ), (α,3He), (t,α)
3−3 2678 (�d,p)
3−4 2755 (�d,p), (α,3He)
1−5 2820 (�d,p), (t,α)
1−6 2847 (n,γ), (�d,p), (d,pγ)
2−4 2859 (n,γ), (�d,p)
3−5 3002 (�d,p), (d,pγ), (α,3He)
1−7 3160 (n,γ), (�d,p), (d,pγ), (α,3He)
3−6 3310 (�d,p)
1+3 3439 (�d,p), (3He,p)
1+4 3490 (3He,p)
1−8 3575 (n,γ), (�d,p)
1−9 3602 (n,γ), (�d,p)
1+5 3625 (α,3He), (3He,p)
1−10 3628 (n,γ), (�d,p)
1−11 3692 (n,γ), (�d,p)
3−7 3792 (�d,p)
3−8 3859 (�d,p)
3−9 3881 (�d,p)
1−12 3934 (n,γ), (�d,p)
1−13 4128 (�d,p)
1−14 4378 (�d,p)
3−10 4663 (�d,p)
3−11 4673 (�d,p)
1−15 4686 (�d,p)
Landolt-BornsteinNew Series I/18B
4–2691
39Y
52[Ref. p. 4–165
1/2−1 0
9/2+1 556
?
3/2−1 653
?
5/2−1 926
?
?
3/2−2 1474
?
?
5/2−2 2207
?
?
?
Jπn Sn = 7930 keV, Sp = 7694 keV, ∆ = −86346.300 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [90M, 97A, 99B]
1/2−1 0 58.51 d log1u ft = 9.34 (β− from 5/2+), µ = 0.1641 µn,
(t,p), (d,3He), (t,α), (p,α)9/2+
1 556 49.71 m B(M4→ 1/2−1 ) = 1.612 W.u.,
(t,p), (d,3He), (t,α), (p,α)3/2−
1 653 log ft = 8.46 (β− from 5/2+),(t,p), (d,3He), (t,α), (p,α)
5/2−1 926 (t,p), (d,3He), (t,α), (p,α)
3/2−2 1474 log ft = 8.82 (β− from 5/2+),
(t,p), (d,3He), (t,α), (p,α)5/2−
2 2207 log ft = 6.47 (β− from 5/2+),(t,p), (d,3He), (t,α), (p,α)
3/2−3 2474 (t,p), (d,3He), (t,α), (p,α)
1/2−2 2570 (t,p), (d,3He), (t,α), (p,α)
1/2−3 3045 (t,p)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]93
39Y
544–27
1/2−1 0
1/2−2 590
?
7/2+1 759
?
5/2−1 876
?
?
3/2−1 2544
?
?
Jπn Sn = 7480 keV, Sp = 8638 keV, ∆ = −84224.201 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B1, 97A, 99B]
1/2−1 0 10.18 h (d,3He), (p,α)
1/2−2 590 <0.13 ns B(E2→ 0+
1 ) > 0.0008 W.u.,(d,3He), (p,α)
7/2+1 759 0.82 s B(E3→ 1/2−
1 ) = 0.378 W.u., log ft = 7.32 (β− from 5/2+),(d,3He), (p,α)
5/2−1 876 log ft = 7.6 (β− from 5/2+),
(d,3He), (p,α)3/2−
1 2544 log ft = 6.10 (β− from 5/2+),(d,3He), (p,α)
Landolt-BornsteinNew Series I/18B
4–2886
40Zr
46[Ref. p. 4–165
0+1 0
2+1 752
?
4+1 1667
?
6+1 2670
?
5−1 2706
?
6−1 3272
?
8+1 3298
?
7−1 3423
?
?
8+2 3533
?
?
10+1 4326
?
10+2 4419
?
?
9−1 4429
?
11−1 5389
?
12+1 5396
?
?
12+2 5524
?
?
14+1 6321
?
13−1 6340
?
14+2 6752
?
15+1 7015
?
16+1 7396
?
?
17+1 8249
?
?
18+1 8650
?
?
19+1 9892
?
?
20+1 10143
?
?
22+1 12061
?
24+1 14149
?
Jπn Sn = 12720 keV, Sp = 7250 keV, ∆ = −77805.027 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]86
40Zr
464–29
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [88M1, 97A, 99B]
0+1 0 16.5 h (29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
2+1 752 7.3 ps B(E2→ 0+
1 ) = 14 W.u.,(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
4+1 1667 6.0 ps log ft = 6.48 (EC from (5+)),
(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)6+
1 2670 8 ps B(E2→ 4+1 ) = 3.1 W.u.,
log ft = 5.73 (EC from (5+)),(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
5−1 2706 6.7 ps B(E1→ 4+
1 ) = 4.6× 10−5 W.u.,log ft = 6.30 (EC from (5+)),(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
6−1 3272 (29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
8+1 3298 62 ps B(E2→ 6+
1 ) = 4.1 W.u.,(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
7−1 3423 8 ps B(E2→ 5−
1 ) = 16.5 W.u.,(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
8+2 3533 <3 ps (M1/E2→ 8+
1 :δ = 0.17),(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
10+1 4326 2.1 ps B(E2→ 8+
1 ) = 10.4 W.u.,(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
10+2 4419 9 ps B(E2→ 8+
2 ) = 4.5 W.u.,(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
9−1 4429 8 ps B(E2→ 7−
1 ) = 3.2 W.u.,(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
11−1 5389 3 ps B(E2→ 9−
1 ) = 10 W.u.,(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)
12+1 5396 2.6 ps B(E2→ 10+
2 ) = 3.0 W.u., B(E2→ 10+1 ) = 5.0 W.u.,
(29Si,2pnγ), (12C,2nγ), (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ)12+
2 5524 (77Se,3nγ), (30Si,2p2nγ)14+
1 6321 5.2 ps (α,2nγ), (3He,3nγ), (77Se,3nγ), (30Si,2p2nγ), (29Si,2pnγ), (12C,2nγ)13−
1 6340 (29Si,2pnγ), (12C,2nγ), (77Se,3nγ), (30Si,2p2nγ)14+
2 6752 (77Se,3nγ), (30Si,2p2nγ)15+
1 7015 0.55 ps B(M1→ 14+1 ) = 0.12 W.u.,
(29Si,2pnγ), (12C,2nγ), (77Se,3nγ), (30Si,2p2nγ)16+
1 7396 0.59 ps (29Si,2pnγ), (12C,2nγ), (77Se,3nγ), (30Si,2p2nγ)17+
1 8249 0.15 ps (77Se,3nγ), (30Si,2p2nγ)18+
1 8650 0.23 ps (77Se,3nγ), (30Si,2p2nγ)19+
1 9892 0.07 ps (77Se,3nγ), (30Si,2p2nγ)20+
1 10143 0.28 ps (77Se,3nγ), (30Si,2p2nγ)22+
1 12061 0.06 ps B(E2→ 20+1 ) = 16 W.u.,
(77Se,3nγ), (30Si,2p2nγ)24+
1 14149 0.06 ps B(E2→ 22+1 ) = 11 W.u.,
(77Se,3nγ), (30Si,2p2nγ)
Landolt-BornsteinNew Series I/18B
4–3088
40Zr
48[Ref. p. 4–165
0+1 0
2+1 1057
?
0+2 1521
?
?
4+1 2140
?
0+3 2225
3−1 2456
?
?
2+2 2570
5−1 2801
?
Jπn Sn = 12349 keV, Sp = 7901 keV, ∆ = −83623.763 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [88M2, 97A, 99B]
0+1 0 83.4 d (18O,4nγ), (α,2nγ), (α,p4nγ), (p,2nγ), (p,t), (d,6Li)
2+1 1057 0.8 ps B(E2→ 0+
1 ) = 22 W.u., (18O,4nγ), (α,2nγ), (α,p4nγ), (p,2nγ), (p,t),(d,6Li)
0+2 1521 (p,2nγ), (p,t), (d,6Li)
4+1 2140 (18O,4nγ), (α,2nγ), (α,p4nγ), (p,2nγ), (p,t), (d,6Li)
0+3 2225 (p,t), (d,6Li)
3−1 2456 log ft = 7.1416 (β+ from (4−)), (α,p4nγ), (p,2nγ), (p,t), (d,6Li)
2+2 2570 (p,t), (d,6Li)
5−1 2801 log ft = 6.92 (β+ from (4−)), (18O,4nγ), (α,2nγ), (α,p4nγ), (p,2nγ),
(p,t), (d,6Li)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]89
40Zr
494–31
9/2+1 0
1/2−1 588
?
3/2−1 1095
?
5/2−1 1451
?
?
5/2+1 1627
?
?
1/2−2 1743
?
5/2+2 1834
?
?
?
3/2−2 1865
?
?
?
5/2−2 2100
?
?
13/2−1 2121
?
9/2+2 2612
?
7/2−1 3016
?
9/2+3 3141
?
Jπn Sn = 9317 keV, Sp = 7861 keV, ∆ = −84869.41 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–3289
40Zr
49[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98S1, 97A, 99B]
9/2+1 0 78.41 h log ft = 6.5 (EC from (9/2+)), µ = 1.076 µn,
(HI,xnγ), (α,nγ), (α,2nγ), (α,3nγ), (p,nγ), (p,d), (�p,d), (p,t),(3He,α), (p,n) (3He,t), (d,t), (�d,t), (�p,pn), (3He,n), (n,α)
1/2−1 588 4.161 m B(M4→ 9/2+
1 ) = 11.45 W.u., log ft = 6.6 (EC from (1/2−)),(α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d), (p,t), (3He,α), (p,n), (3He,t),(d,t), (�d,t), (�p,pn)
3/2−1 1095 >0.05 ps log ft = 5.55 (EC from (1/2−)), (α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d),
(p,t), (3He,α), (p,n), (3He,t), (d,t), (�d,t)5/2−
1 1451 >3.5 ps B(E2→ 1/2−1 ) < 9.2 W.u., (α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d), (p,t),
(3He,α), (p,n), (3He,t), (d,t), (�d,t)5/2+
1 1627 0.35 ps B(E1→ 3/2−1 ) = 0.00086 W.u., B(E2→ 9/2+
1 ) = 5.2 W.u.,(α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d), (p,t), (3He,α), (p,n) (3He,t),(d,t), (�d,t)
1/2−2 1743 0.43 ps B(M1→ 1/2−
1 ) = 0.034 W.u., (α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d),(p,t), (3He,α), (3He,t), (d,t), (�d,t)
5/2+2 1834 0.46 ps B(E1→ 3/2−
1 ) < 5.7× 10−5 W.u., B(E2→ 9/2+1 ) = 2.4 W.u.,
(α,nγ), (α,2nγ), (p,nγ), (p,t)3/2−
2 1865 0.17 ps log ft = 5.87 (EC from (1/2−)),(α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d), (p,t), (3He,α), (p,n) (3He,t),(d,t), (�d,t)
5/2−2 2100 0.076 ps B(M1→ 3/2−
1 ) = 0.21 W.u.,(α,nγ), (α,2nγ), (p,nγ), (p,d), (�p,d), (3He,α), (3He,t), (d,t), (�d,t)
13/2−1 2121 2.23 ns B(M2/E3→ 9/2+
1 ) = 0.0016/1.3 W.u., (δ = 1.5),(HI,xnγ), (α,nγ), (α,2nγ), (α,3nγ)
9/2+2 2612 log ft = 7.4 (EC from (9/2+)),
(p,nγ), (p,d), (�p,d), (3He,α), (p,t), (3He,t)7/2−
1 3016 log ft = 6.8 (EC from (9/2+)),(p,d), (�p,d), (3He,α), (3He,t)
9/2+3 3141 log ft = 7.7 (EC from (9/2+)),
(p,d), (�p,d), (3He,α), (p,t), (3He,t)9/2+
4 3383 (p,d), (�p,d), (3He,α),5/2−
3 3765 (p,d), (�p,d), (3He,α)7/2−
2 4100 (p,d), (�p,d), (3He,α)7/2−
3 4280 (p,d), (�p,d), (3He,α)7/2−
4 4590 (p,d), (�p,d), (3He,α)7/2−
5 4680 (p,d), (�p,d), (3He,α)7/2−
6 4900 (p,d), (�p,d), (3He,α)7/2−
7 5100 (p,d), (�p,d), (3He,α)7/2−
8 5170 (p,d), (�p,d), (3He,α)7/2−
9 5300 (p,d), (�p,d), (3He,α)7/2−
10 5500 (p,d), (�p,d), (3He,α)7/2−
11 6700 (p,d), (�p,d), (3He,α)1/2−
3 8105 (p,d), (�p,d), (3He,α), (3He,t)9/2+
5 9035 (p,d), (�p,d), (3He,α)3/2−
3 9620 (p,d), (�p,d), (3He,α)5/2−
4 9860 (p,d), (�p,d), (3He,α)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]90
40Zr
504–33
0+1 0
0+2 1761
?
2+1 2186
?
?
5−1 2319
?
?
3−1 2748
?
?
4+1 3077
?
?
?
2+2 3309
?
?
6+1 3448
?
?
8+1 3589
?
?
2+3 3842
?
5−2 3959
4+2 4062
0+3 4126
4+3 4305
4+4 4334
7−1 4375
?
0+4 4424
3−2 4495
6−1 4540
6+2 4541
?
?
1+1 4580
2+4 4681
3−3 4817
4+5 4946
7+1 5060
?
?
?
?
3−4 5110
4+6 5215
9+1 5248
?
3−5 5314
4+7 5381
0+5 5441
4+8 5462
1−1 5504
?
2+5 5592
3−6 5631
10+1 5644
?
Jπn Sn =11971 keV, Sp =8357 keV, ∆ = −88767.938 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–3490
40Zr
50[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B4, 97A, 99B]
0+1 0 stable log ft = 9.229 (β− from 2−),
(18O,4nγ), (3He,d), (α,α′), (p,γ), (p,n), (p,nγ), (p,p), (�p,p), (p,p′),(p,p′γ), (p,α), (γ,γ′), (e,e′), (p,t), (α,nγ), (t,t′), (p,d), (3He,dp),(d,n), (d,d′), (3He,3He′), (3He,α), (e,e′p), (γ,p), (γ,n), (n,n′γ), (d,t),(3He,n), (16O,14C), (12C,10B), (n,n′), (α,6He), (d,6Li), (14C,16O),Coul.ex.
0+2 1761 61.3 ns log ft = 9.657 (β− from 2−), log ft = 9.63 (β− from 7+),
(18O,4nγ), (3He,d), (t,t′), (d,n), (d,d′), (p,γ), (p,p′), (p,p′γ), (p,α),(γ,γ′), (n,n′γ), (p,t), (d,t), (3He,n), (n,n′), (d,6Li), (14C,16O)
2+1 2186 88.4 fs B(E2→ 0+
2 ) = 11.1 W.u.(18O,4nγ), (α,nγ), (t,t′), (p,d), (3He,dp), (d,d′), (3He,3He′), (α,α′),(3He,α), (p,γ), (p,p′), (p,p′γ), (p,α), (γ,γ′), (e,e′), (n,n′γ), (p,t), (d,t),(16O,14C), (12C,10B), (n,n′), (α,6He), (d,6Li), (14C,16O), Coul.ex.
5−1 2319 809.2 ms B(E3→ 2+
1 ) = 0.051 W.u.,B(E5→ 0+
1 ) = 9.83 W.u., µ = 6.25 µn,(18O,4nγ), (α,nγ), (3He,d), (t,t′), (d,n), (d,d′), (α,α′), (p,γ), (p,p′),(p,p′γ), (p,α), (e,e′), (n,n′γ), (p,t), (16O,14C), (12C,10B), (n,n′),(α,6He), (d,6Li)
3−1 2748 (18O,4nγ), (α,nγ), (t,t′), (p,d), (3He,dp), (d,d′), (3He,3He′), (α,α′),
(p,γ), (p,p′), (p,p′γ), (p,α), (e,e′), (n,n′γ), (p,t), (d,t), (16O,14C),(12C,10B), (n,n′), (α,6He), (d,6Li), (14C,16O)
4+1 3077 (18O,4nγ), (α,nγ), (t,t′), (p,d), (d,d′), (α,α′), (3He,α), (p,γ), (p,p′),
(p,p′γ), (p,α), (e,e′), (n,n′γ), (16O,14C), (12C,10B), (n,n′), (d,6Li)2+
2 3309 69 fs (α,nγ), (t,t′), (p,d), (d,d′), (3He,3He′), (α,α′), (3He,α), (p,γ), (p,p′),(p,p′γ), (p,α), (γ,γ′), (e,e′), (n,n′γ), (16O,14C), (12C,10B), (n,n′),(α,6He), (d,6Li)
6+1 3448 (18O,4nγ), (α,nγ), (t,t′), (d,d′), (α,α′), (p,p′), (p,α), (e,e′), (d,6Li)
8+1 3589 131 ns B(E2→ 6+
1 ) = 2.33 W.u., B(E3→ 5−1 ) = 0.058 W.u.,
µ = 10.85 µn, Q = −0.51 barn,(18O,4nγ), (α,nγ), (p,p′), (p,α), (e,e′)
2+3 3842 15.5 fs (t,t′), (p,d), (d,d′), (3He,3He′), (α,α′), (3He,α), (p,γ), (p,p′), (p,p′γ),
(p,α), (γ,γ′), (e,e′), (n,n′γ), (α,6He), (d,6Li)5−
2 3959 (t,t′), (d,d′), (α,α′), (p,p′), (p,α), (e,e′), (d,6Li)4+
2 4062 (t,t′), (p,d), (α,α′), (p,p′), (e,e′)0+
3 4126 (α,α′), (p,γ), (p,p′), (p,t), (α,6He), (d,6Li)4+
3 4305 (α,α′), (p,p′)4+
4 4334 (t,t′), (p,d), (d,d′), (3He,3He′), (α,α′), (3He,α), (p,p′), (p,α), (e,e′),(p,t), (α,6He), (d,6Li)
7−1 4375 log ft = 8.31 (EC from 8+),
(t,t′), (α,α′), (p,p′), (p,α)0+
4 4424 (d,n), (p,γ), (p,p′), (p,t), (d,6Li)3−
2 4495 (t,t′), (p,d), (3He,α), (p,p′), (e,e′)6−
2 4540 (p,α), (e,e′)6+
3 4541 (t,t′), (p,d), (α,α′), (3He,α), (p,p′), (e,e′), (p,t), (α,6He), (d,6Li)1+
1 4580 (3He,d), (p,d), (d,n), (3He,α), (p,γ), (γ,γ′)2+
3 4681 (t,t′), (p,d), (α,α′), (3He,α), (p,γ), (p,p′), (e,e′), (p,t), (α,6He), (d,6Li)3−
3 4817 (t,t′), (p,d), (p,t), (α,6He), (d,6Li)4+
5 4946 (α,α′), (p,p′)7+
2 5060 (p,d), (α,α′), (3He,α), (p,p′), (e,e′)3−
4 5110 (3He,d), (t,t′), (p,d), (α,α′), (p,γ), (p,p′), (p,α), (p,t), (α,6He)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]90
40Zr
504–35
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B4, 97A, 99B]
4+6 5215 (t,t′), (α,α′), (p,p′)
9+1 5248 <28 ps log ft = 7.12 (EC from 8+), (18O,4nγ)
3−5 5314 (3He,d), (α,α′), (3He,α), (p,γ), (p,p′), (p,t), (d,6Li)
4+7 5381 (t,t′), (α,α′), (3He,α), (p,p′)
0+5 5441 (p,t), (α,6He)
4+8 5462 (t,t′), (α,α′), (p,p′), (d,6Li)
1−1 5504 (p,d), (α,α′), (p,p′), (p,p′γ), (γ,γ′), (p,t)
2+4 5592 (p,t), (d,6Li)
3−6 5631 (3He,d), (p,d), (d,n), (α,α′), (3He,3He′), (p,p′), (e,e′)
10+1 5644 (18O,4nγ)
3−7 5666 (3He,d), (t,t′), (p,d), (α,α′), (3He,α), (p,p′), (d,6Li)
3−8 5781 (3He,d), (t,t′), (d,n), (α,α′), (p,p′), (e,e′)
Landolt-BornsteinNew Series I/18B
4–3691
40Zr
51[Ref. p. 4–165
5/2+1 0
1/2+1 1205
?
5/2+2 1466
?
7/2+1 1882
?
3/2+1 2042
?
1/2+2 2558
?
3/2+2 3083
?
3/2+3 3290
?
1/2+3 3331
?
7/2+2 3469
3/2+4 3681
?
3/2−1 4322
?
Jπn Sn = 7194.5 keV, Sp = 8693.7 keV, ∆ = −87891.133 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [90M, 97A, 99B]
5/2+1 0 stable log1u ft = 9.586 (β− from 1/2−), log ft = 10.61 (β− from 9/2+),
log1u ft = 9.3 (EC from 1/2−), µ = −1.304 µn, Q = −0.206 barn,(α,nγ), (n,γ), (γ,γ), (n,n′γ), (α,3He), (d,p), (�d,p), (α,α′), (d,d′),(p,p′), (d,t), (p,d), (d,α), Coul. ex., (6Li,2npγ), (12C,11C),(13C,12C), (13C,12Cγ), (16O,15O), (7Li,6Li), (18O,18O′), (3He,3He′),(�p,d), (3He,α), (µ−,2nγ)
1/2+1 1205 0.17 ps B(E2→ 5/2+
1 ) = 54 W.u., log ft = 8.86 (β− from 1/2−),log ft = 6.642 (EC from 1/2−), (α,nγ), (n,γ), (γ,γ), (n,n′γ), (d,p),(�d,p), (α,α′), (d,d′), (p,p′), (d,t), (p,d), (d,α), Coul. ex., (13C,12C),(13C,12Cγ), (7Li,6Li), (18O,18O′), (�p,d), (µ−,2nγ)
5/2+2 1466 0.19 ps (α,nγ), (n,γ), (γ,γ), (n,n′γ), (d,p), (�d,p), (α,α′), (d,d′), (p,p′), (d,t),
(p,d), (d,α), (13C,12Cγ), (�p,d), (µ−,2nγ)7/2+
1 1882 0.076 ps B(M1/E2→ 5/2+1 ) = 0.022/6 W.u., (δ = 1.00), (α,nγ), (n,γ), (γ,γ),
(n,n′γ), (α,3He), (d,p), (�d,p), (α,α′), (d,d′), (p,p′), (d,t), (p,d), (�p,d)3/2+
1 2042 0.011 ps B(M1/E2→ 5/2+1 ) = 0.23/60 W.u., (α,nγ), (n,γ), (γ,γ), (n,n′γ),
(α,3He), (d,p), (�d,p), (α,α′), (d,d′), (p,p′), (d,t), (p,d), (d,α),(13C,12Cγ), (7Li,6Li), (�p,d)
1/2+2 2558 0.12 ps B(E2→ 5/2+
1 ) = 1.8 W.u., (α,nγ), (n,γ), (γ,γ), (n,n′γ), (d,p), (�d,p),(d,d′), (p,p′), (13C,12Cγ)
3/2+2 3083 (α,nγ), (n,γ), (n,n′γ), (d,p), (�d,p), (d,d′), (p,p′)
3/2+3 3290 (n,n′γ), (d,p), (�d,p), (d,d′), (p,p′), (p,d), (d,α)
1/2+3 3331 (n,n′γ), (d,p), (p,p′), (d,t)
7/2+2 3469 (α,3He), (d,p), (�d,p), (α,α′), (d,d′), (p,p′), (d,α), (12C,11C), (16O,15O)
3/2+4 3681 6.6 ns (γ,γ), (α,3He), (d,p), (�d,p), (d,d′), (p,p′), (p,d)
3/2−1 4322 4.1 ns B(E1→ 5/2+
1 ) = 0.001 W.u., (γ,γ), (d,p), (p,p′), (p,d)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]92
40Zr
524–37
0+1 0
2+1 934
?
0+2 1383
?
?
4+1 1495
?
2+2 1847
?
?
2+3 2067
?
?
?
3−1 2340
?
?
?
?
?
4+2 2398
?
?
5−1 2486
?
2+4 2820
?
?
?
?
?
4+3 2863
?
?
0+3 2904
?
?
6+1 2958
?
2+5 3058
?
?
?
4+4 3178
?
?
4+5 3237
?
6+2 3304
5−2 3345
3−2 3382
3−3 3446
2+6 3500
?
?
?
?
Jπn Sn =8634.8 keV, Sp = 9396.4 keV, ∆ = −88454.559 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–3892
40Zr
52[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92B1, 97A, 99B]
0+1 0 stable (48Ca,4nγ), (7Li,2npγ), (t,p), (α,2He), (n,γ), (d,p), (�d,p), (α,3He),
Coul.ex., (n,n′) (n,n′γ), (p,p′), (�p,p′) (p,p′γ), (d,d′), (�d,d), (t,t′),(3He,3He′), (α,α′), (µ−,nγ), (d,3He), (6Li,8B), (p,t), (16O,16O′),(18O,18O′), (n,α), (e,e′), (α,p), (d,6,Li), (14C,16O)
2+1 934 5.0 ps B(E2→ 0+
1 ) = 6.4 W.u., log ft = 8.54 (β− from 2−),log ft = 6.17 (EC from 2+), µ = −0.06 µn,(48Ca,4nγ), (7Li,2npγ), (t,p), (n,γ), (d,p), (�d,p), (α,3He), Coul.ex.,(n,n′) (n,n′γ), (p,p′), (�p,p′) (p,p′γ), (d,d′), (�d,d), (t,t′), (3He,3He′),(α,α′), (µ−,nγ), (d,3He), (6Li,8B), (p,t), (16O,16O′), (18O,18O′),(n,α), (e,e′), (α,p), (d,6,Li), (14C,16O),
0+2 1383 88 ps B(E2→ 2+
1 ) = 14.3 W.u., B(E0→ 0+1 ) = 0.041 W.u.,
(t,p), (n,γ), (d,p), (�d,p), (n,n′) (n,n′γ), (p,p′), (�p,p′) (p,p′γ), (d,d′),(�d,d), (µ−,nγ), (d,3He), (6Li,8B), (p,t), (α,p), (d,6,Li), (14C,16O)
4+1 1495 102 ps B(E2→ 2+
1 ) = 4.04 W.u., (48Ca,4nγ), (7Li,2npγ), (t,p), (α,2He),(n,γ), (d,p), (�d,p), (α,3He), (n,n′) (n,n′γ), (p,p′), (�p,p′) (d,d′),(�d,d), (t,t′), (3He,3He′), (α,α′), (µ−,nγ), (6Li,8B), (p,t), (16O,16O′),(18O,18O′), (α,p), (d,6,Li), (14C,16O)
2+2 1847 log ft = 6.47 (EC from 2+), (t,p), (n,γ), (d,p), (�d,p), (α,3He), (n,n′)
(n,n′γ), (p,p′), (�p,p′) (d,d′), (�d,d), (t,t′), (3He,3He′), (α,α′), (d,3He),(p,t), (16O,16O′), (18O,18O′), (α,p), (d,6,Li), (14C,16O)
2+3 2067 log ft = 7.8 (EC from 2+), (t,p), (n,γ), (d,p), (�d,p), (α,3He), (n,n′)
(n,n′γ), (p,p′), (�p,p′) (d,d′), (�d,d), (t,t′), (α,α′), (d,6,Li), (14C,16O)3−
1 2340 log ft = 6.96 (β− from 2−), (t,p), (α,2He), (n,γ), (d,p), (�d,p), (α,3He),(n,n′) (n,n′γ), (p,p′), (�p,p′) (d,d′), (�d,d), (t,t′), (3He,3He′), (α,α′),(d,3He), (p,t), (16O,16O′), (18O,18O′), (d,6,Li)
4+2 2398 (t,p), (n,γ), (d,p), (�d,p), (α,3He), (n,n′) (n,n′γ), (α,α′), (p,t)
5−1 2486 ≤3.5 ns (7Li,2npγ), (t,p), (n,γ), (n,n′) (n,n′γ), (p,p′), (�p,p′) (d,d′), (�d,d),
(α,α′), (d,3He), (p,t), (d,6,Li)2+
4 2820 log ft = 8.0 (β− from 2−), (t,p), (n,γ), (d,p), (�d,p), (n,n′) (n,n′γ),(p,p′), (�p,p′), (α,α′)
4+3 2863 (t,p), (d,p), (�d,p), (n,n′) (n,n′γ), (p,p′), (�p,p′) (d,d′), (�d,d), (t,t′),
(α,α′), (d,6,Li)0+
3 2904 (n,n′γ), (t,p)6+
1 2958 ≤3.5 ns B(E2→ 4+1 ) > 0.00098 W.u., (48Ca,4nγ), (7Li,2npγ), (t,p), (d,p),
(�d,p), (α,3He), (p,p′), (�p,p′) (α,α′)2+
5 3058 (t,p), (d,p), (�d,p), (n,n′), (n,n′γ), (p,p′), (�p,p′), (d,d′), (�d,d), (t,t′),(α,α′)
4+4 3178 (n,γ), (n,n′), (n,n′γ), (p,p′), (�p,p′), (t,t′), (α,α′)
4+5 3237 (t,p), (d,p), (�d,p), (α,3He), (n,n′γ), (p,p′), (�p,p′), (d,d′), (�d,d), (α,α′)
6+2 3304 (t,p), (t,t′)
5−2 3345 (α,3He), (p,p′), (�p,p′), (t,t′), (α,α′)
3−2 3382 (d,p), (�d,p), (α,α′), (p,t)
3−3 3446 (p,p′), (�p,p′), (d,d′), (�d,d), (t,t′), (α,α′)
2+6 3500 (t,p), (α,2He), (n,γ), (α,3He)
0+4 3589 (t,p), (α,2He), (α,α′)
2+7 3760 (t,p), (α,3He)
5−3 3767 (α,α′)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]92
40Zr
524–39
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92B1, 97A, 99B]
5−4 3944 (α,3He), (p,p′), (�p,p′), (α,α′), (d,3He)
0+5 3992 (t,p), (p,p′), (�p,p′), (α,α′)
4+6 4040 (t,p), (d,p), (�d,p), (α,3He), (p,p′), (�p,p′), (d,d′), (�d,d), (α,α′)
4+7 4082 (t,p), (d,p), (�d,p), (α,α′)
4+8 4161 (t,p), (α,3He), (p,p′), (�p,p′)
3−4 4181 (α,α′)
4+9 4256 (d,p), (�d,p), (α,α′)
0+6 4283 (t,p), (d,3He)
2+8 4332 (t,p), (p,p′), (�p,p′), (α,α′)
2+9 4397 (α,α′)
4+10 4465 (d,p), (�d,p), (α,3He), (p,p′), (�p,p′), (d,d′), (�d,d), (α,α′)
3−5 4539 (α,α′)
5−5 4928 (d,p), (�d,p), (α,α′)
4+11 5056 (α,α′)
3−6 5685 (α,α′)
3−7 5885 (α,α′), (α,2He)
3−8 6056 (α,α′)
3−9 6187 (α,α′)
3−10 6334 (α,α′)
3−11 6436 (α,α′)
Landolt-BornsteinNew Series I/18B
4–4093
40Zr
53[Ref. p. 4–165
5/2+1 0
3/2+1 267
?
1/2+1 947
?
?
1/2+2 1018
1/2+3 1169
?
1/2+4 1222
1/2+5 1910
?
?
1/2+6 2095
?
Jπn Sn = 6734.1 keV, Sp = 9591 keV, ∆ = −87117.379 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B1, 97A, 99B]
5/2+1 0 1.53 My log1u ft = 9.095 (β− from 1/2−), (α,3He), (d,p), (n,γ), (d,t), (p,d),
(�p,d), (3He,α), (36S,Fγ)3/2+
1 267 1.45 ns B(M1/E2→ 5/2+1 ) = 0.00032/6.6 W.u., (δ = 1.2),
log ft = 8.82 (β− from 1/2−), (α,3He), (d,p), (n,γ)1/2+
1 947 log ft = 8.53 (β− from 1/2−), (d,p), (n,γ), (d,t)1/2+
2 1018 (d,p)1/2+
3 1169 (d,p)1/2+
4 1222 (d,p)1/2+
5 1910 log ft = 9.00 (β− from 1/2−), (d,p), (n,γ), (d,t)1/2+
6 2095 (d,p), (n,γ)1/2+
7 2391 (d,p)1/2+
8 3077 (d,p)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]94
40Zr
544–41
0+1 0
2+1 919
?
0+2 1300
?
?
4+1 1470
?
2+2 1671
?
?
3−1 2058
?
?
2+3 2151
?
4+2 2330
?
2+4 2366
?
?
?
?
5−1 2605
?
4+3 2861
?
4+4 2888
?
5−2 2945
?
4+5 3156
?
3−2 3219
?
?
?
2+5 3281
5−3 3331
3−3 3361
?
?
?
Jπn Sn = 8219.9 keV, Sp = 10322 keV, ∆ = −87266.289 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–4294
40Zr
54[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92T, 97A, 99B]
0+1 0 stable log1u ft = 9.35 (β− from 2−),
(t,p), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (t,t′), (3He,3He′), (α,α′), Coul.ex., (6Li,8B), (14C,16O), (p,t), (d,6Li)
2+1 919 7.7 ps B(E2→ 0+
1 ) = 4.4 W.u.,log ft = 7.18 (β− from 2−), µ = −0.52 µn,(t,p), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (t,t′), (3He,3He′), (α,α′), Coul.ex., (6Li,8B), (14C,16O), (p,t), (d,6Li)
0+2 1300 0.291 ns B(E2→ 2+
1 ) = 9.3 W.u.,log1u ft = 9.87 (β− from 2−),(t,p), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (t,t′), (6Li,8B), (14C,16O), (p,t),(d,6Li)
4+1 1470 0.500 ns B(E2→ 2+
1 ) = 0.876 W.u.,log1u ft = 9.39 (β− from 2−),(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′), (p,t), (d,6Li)
2+2 1671 log ft = 7.87 (β− from 2−),
(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (3He,3He′), (α,α′), (6Li,8B),(14C,16O), (p,t), (d,6Li)
3−1 2058 log ft = 7.43 (β− from 2−),
(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (3He,3He′), (α,α′), (p,t), (d,6Li)2+
3 2151 log ft = 8.57 (β− from 2−),(n,n′γ), (p,p′), (d,d′), (p,t)
4+2 2330 log1u ft > 10.8 (β− from 2−),
(n,n′γ), (p,p′), (α,α′), (d,d′)2+
4 2366 log ft = 8.19 (β− from 2−),(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′), (p,t), (d,6Li)
5−1 2605 log ft = 8.591 (β− from 2−),
(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′), (p,t), (d,6Li)4+
3 2861 (n,n′γ), (d,d′), (t,t′)4+
4 2888 (t,p), (n,n′γ), (p,p′), (d,d′), (α,α′)5−
2 2945 (t,p), (n,n′γ), (p,p′), (α,α′)4+
5 3156 (t,p), (n,n′γ), (p,p′), (d,d′), (α,α′)3−
2 3219 log ft = 7.24 (β− from 2−),(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′)
2+5 3281 (d,d′)
5−3 3331 (p,p′), (d,d′), (α,α′)
3−3 3361 log ft = 7.31 (β− from 2−),
(t,p), (n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′)4+
6 3560 (t,p), (d,d′), (α,α′)5−
4 3598 (p,p′), (d,d′), (α,α′)0+
3 3776 (d,d′), (p,p′)4+
7 3897 (t,p), (p,p′), (d,d′), (α,α′)7−
1 4149 (d,d′), (α,α′)4+
8 4340 (d,d′), (α,α′)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]95
40Zr
554–43
5/2+1 0
1/2+1 954
?
3/2+1 2372
?
?
Jπn Sn = 6462.6 keV, Sp = 10600 keV, ∆ = −85657.624 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93B2, 97A, 99B]
5/2+1 0 64.02 d log1u ft = 8.61 (β− from 1/2−),
µ = 1.103 µn, Q = 0.29 barn,(n,γ), (d,p), (d,pγ), (α,3He), (p,d), (d,t), (3He,α)
1/2+1 954 log ft = 8.0 (β− from 1/2−),
(n,γ), (d,p), (d,pγ), (α,3He), (p,d), (d,t), (3He,α), (p,p), (p,p′)3/2+
1 2372 log ft = 6.70 (β− from 1/2−),(n,γ), (d,p), (d,pγ), (α,3He), (p,d), (d,t), (3He,α), (p,p), (p,p′)
Landolt-BornsteinNew Series I/18B
4–4496
40Zr
56[Ref. p. 4–165
0+1 0
0+2 1582
?
2+1 1751
?
3−1 1897
?
?
2+2 2226
?
?
?
?
3+2 2439
?
2+3 2669
?
?
?
0+3 2695
?
?
?
4+1 2750
4+2 2857
?
?
?
0+4 2925
?
?
3−3 3039
4+3 3082
?
?
?
?
?
5−1 3120
?
4+4 3176
?
?
2+4 3212
?
?
?
2+5 3249
?
?
4+5 3427
2+6 3472
?
6+1 3482
?
?
?
2+7 3509
?
?
?
2+8 3556
?
1+1 3621
?
1+1 3701
?
4+6 3749
?
2+9 3761
6+2 3771
?
?
?
?
2+10 3857
?
4+7 3895
1+1 3947
?
5−2 4014
?
3−4 4030
1+1 4037
?
5−3 4038
2+11 4055
1+1 4132
?
5−4 4160
4+8 4205
7−1 4234
?
?
3−5 4257
?
2+12 4341
8+1 4389
?
?
?
Jπn Sn = 7854 keV, Sp = 11491 keV, ∆ = −85440.646 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]96
40Zr
564–45
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B2, 97A, 99B]
0+1 0 stable log ft = 5.583 (β− from 0−),
(n,n′γ), (t,p), (t,pγ), (p,p′), (p,p′γ), (d,d′), (t,t′), (α,α′), (12C,12C′),(16O,16O′), Coul.ex., (6Li,8B), (d,6Li)
0+2 1582 38.0 ns log ft = 6.97 (β− from 0−), B(E0→ 0+
1 ) = 0.32 W.u.,(n,n′γ), (t,p), (t,pγ), (p,p′γ), (d,d′), (6Li,8B), (d,6Li)
2+1 1751 0.31 ps B(E2→ 0+
1 ) = 4.30 W.u.,(n,n′γ), (t,p), (t,pγ), (p,p′), (p,p′γ), (d,d′), (α,α′), (12C,12C′),(16O,16O′), Coul.ex., (d,6Li)
3−1 1897 50 ps B(E1→ 2+
1 ) = 0.0017 W.u., B(E3→ 0+1 ) = 74.0 W.u.,
(n,n′γ), (t,p), (t,pγ), (p,p′), (p,p′γ), (d,d′), (t,t′), (α,α′), (d,6Li),(12C,12C′), (16O,16O′)
2+2 2226 <10 ps B(E1→ 3−
1 ) > 0.000064 W.u., B(E2→ 0+2 ) > 2.70 W.u.,
B(E2→ 0+1 ) > 0.02 W.u.,
B(M1/E2→ 2+1 ) > 0.0058/0.16 W.u., (δ = −0.09),
(n,n′γ), (t,pγ), (p,p′γ), (d,d′), (t,t′), (d,6Li)3+
2 2439 0.38 ps B(M1→ 2+1 ) = 0.18 W.u.,
(n,n′γ), (t,pγ), (p,p′γ), (d,d′), (t,t′)2+
3 2669 0.24 ps B(E1→ 3−1 ) = 0.0007 W.u.,
B(M1/E2→ 2+1 ) = 0.04/50.0 W.u.,
(n,n′γ), (p,p′γ), (d,d′), (t,pγ), (t,t′)0+
3 2695 28 ps log ft = 7.40 (β− from 0−),(n,n′γ), (t,pγ), (p,p′γ), (d,d′)
4+1 2750 (d,6Li)
4+2 2857 0.59 ps B(E2→ 2+
2 ) = 60.0 W.u.,B(E2→ 2+
1 ) = 16.0 W.u.,(n,n′γ), (t,p), (t,pγ), (p,p′), (p,p′γ), (d,d′), (α,α′), (d,6Li), (t,t′)
0+4 2925 20 ps log ft = 7.91 (β− from 0−), (n,n′γ), (t,pγ), (α,α′), (p,p′γ), (t,p),
(n,n′γ)3−
3 3039 (p,p′)4+
3 3082 >1.4 ps B(E2→ 2+2 )¡1.8 W.u.,
(t,pγ), (n,n′γ), (p,p′γ), (α,α′), (t,p), (p,p′), (d,d′)5−
1 3120 0.58 ps B(E2→ 3−1 ) = 14.0 W.u.,
(t,pγ), (n,n′γ), (p,p′γ), (p,p′), (d,d′), (α,α′)4+
4 3176 0.39 ps B(E1→ 3−1 ) = 0.0004 W.u., B(E2→ 2+
1 ) = 0.4 W.u.,(n,n′γ), (t,pγ), (p,p′γ), (p,p′), (α,α′), (t,p), (d,d′)
2+4 3212 0.09 ps (n,n′γ), (t,pγ), (p,p′), (p,p′γ), (d,d′), (t,t′)
2+5 3249 0.19 ps (n,n′γ), (p,p′), (d,d′), (α,α′)
4+5 3427 (p,p′), (d,d′), (α,α′)
2+6 3472 0.14 ps (n,n′γ), (p,p′), (d,d′), (α,α′)
6+1 3482 25 ps (n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), (t,pγ), (t,p), (t,t′)
2+7 3509 0.10 ps (n,n′γ), (p,p′γ), (p,p′), (d,d′)
2+8 3556 0.16 ps B(E2→ 0+
1 ) = 0.24 W.u.,(n,n′γ), (p,p′), (d,d′), (t,t′), (α,α′)
1+1 3621 0.005 ps B(M1→ 0+
1 ) = 0.09 W.u., (n,n′γ), (d,d′)1+
1 3701 0.006 ps log ft = 8.05 (β− from 0−), B(M1→ 0+1 ) = 0.07 W.u., (n,n′γ)
4+6 3749 >0.26 ps (n,n′γ), (t,pγ), (p,p′), (d,d′), (t,t′), (α,α′)
2+9 3761 (t,p), (t,t′)
6+2 3771 (t,pγ), (d,d′)
2+10 3857 0.055 ps B(E2→ 0+
1 ) = 0.46 W.u., (n,n′γ), (d,d′)4+
7 3895 (p,p′)
Landolt-BornsteinNew Series I/18B
4–4696
40Zr
56[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B2, 97A, 99B]
1+1 3947 0.010 ps B(M1→ 0+
1 ) = 0.036 W.u., (n,n′γ)5−
2 4014 (n,n′γ), (t,pγ), (p,p′γ), (d,d′)3−
4 4030 (t,p), (d,d′)1+
1 4037 0.007 ps B(M1→ 0+1 ) = 0.05 W.u., (n,n′γ)
5−3 4038 (p,p′), (t,t′), (α,α′)
2+11 4055 (p,p′)
1+1 4132 <0.017 ps B(M1→ 0+
1 ) > 0.018 W.u., (n,n′γ)5−
4 4160 (t,t′)4+
8 4205 (p,p′), (d,d′)7−
1 4234 log ft = 5.99 (β− from (8)+),(t,pγ), (p,p′), (d,d′), (α,α′)
3−5 4257 log ft = 7.68 (β− from 0−), (t,p), (d,d′)
2+12 4341 (t,p), (d,d′), (α,α′), (p,p′)
8+1 4389 127 ps log ft = 4.18 (β− from (8)+), (t,pγ), (t,t′)
6+3 4430 (p,p′), (d,d′), (α,α′)
5−5 4470 (p,p′), (d,d′), (α,α′)
4+9 4479 (t,t′)
3−6 4531 (p,p′)
4+10 4580 (d,d′), (α,α′)
2+13 4698 (t,t′)
3−7 4807 (p,p′), (t,t′), (α,α′)
4+11 5329 (p,p′), (α,α′)
4+12 5371 (α,α′)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]97
40Zr
574–47
1/2+1 0
3/2+1 1103
?
7/2+1 1264
?
?
Jπn Sn = 5579 keV, Sp = 11940 keV, ∆ = −82948.861 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93A, 97A, 99B]
1/2+1 0 16.90 h log ft = 5.7011 (β− from (1/2−)),
(d,p), (α,3He)3/2+
1 1103 log ft = 6.8 (β− from (1/2−)),(d,p), (α,3He)
7/2+1 1264 103 ns B(E2→ 3/2−
1 ) = 1.53 W.u.,B(M3→ 1/2+
1 ) = 6.9× 10−12 W.u., µ = 1.37 µn,(d,p), (α,3He), (12C,11C)
11/2−1 2265 (d,p), (α,3He), (12C,11C)
Landolt-BornsteinNew Series I/18B
4–4890
41Nb
49[Ref. p. 4–165
8+1 0
6+1 122
?
4−1 125
?
7+1 171
?
5+1 285
?
1+1 382
?
3+1 651
1+2 1344
1+3 1769
?
?
1+4 1845
?
Jπn Sn = 10150 keV, Sp = 5076 keV, ∆ = −82656.938 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B4, 97A, 99B]
8+1 0 14.60 h µ = 4.961 µn, (p,nγ), (3He,t), (d,α), (α,3nγ), (3He,p2nγ), (12C,12B)
6+1 122 63 µs B(E2→ 8+
1 ) = 0.0086 W.u., µ = 3.720 µn, (p,nγ), (3He,t), (α,3nγ),(3He,p2nγ)
4−1 125 18.81 s (p,nγ), (d,α), (α,3nγ), (3He,p2nγ)
7+1 171 <1 µs (p,nγ), (3He,t), (d,α), (α,3nγ), (3He,p2nγ)
5+1 285 B(M1/E2→ 6+
1 ) = W.u., (δ = 0.24), (p,nγ), (3He,t), (d,α), (α,3nγ),(3He,p2nγ)
1+1 382 6.19 ms B(E3/M4→ 4−
1 ) = 4.43/ W.u., (δ = 0.12),log ft = 5.31 (EC from 0+), (p,nγ), (d,α)
3+1 651 (p,nγ), (3He,t), (d,α), (α,3nγ), (3He,p2nγ)
1+2 1344 log ft = 6.65 (EC from 0+), (p,nγ), (d,α)
1+3 1769 log ft = 5.20 (EC from 0+), (p,nγ), (d,α)
1+4 1845 log ft = 5.78 (EC from 0+), (p,nγ), (d,α)
1+5 2126 log ft = 4.88 (EC from 0+), (p,nγ), (3He,t), (d,α), (p,n)
1+6 2309 log ft = 4.51 (EC from 0+), (p,nγ), (d,α), (p,n), (12C,12B)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]91
41Nb
504–49
9/2+1 0
1/2−1 104
?
3/2−1 1313
?
3/2−2 1613
?
Jπn Sn = 12051 keV, Sp = 5157.6 keV, ∆ = −86637.743 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [90M, 97A, 99B]
9/2+1 0 680 y log ft = 5.603 (β+ from 9/2+), (6Li,3nγ), (16O,2npγ), (α,2nγ),
(α,2npγ), (p,γ), (p,n), (p,nγ), (α,t), (d,n), (12C,11B), (16O,15N),(3He,d), (t,α), (d,3He), (7Li,6He), (13C,12B)
1/2−1 104 60.86 d B(M4→ 9/2+
1 ) = 17.9 W.u., log ft = 5.9713 (β+ from 1/2−),(6Li,3nγ), (16O,2npγ), (α,2nγ), (p,γ), (p,n), (p,nγ), (α,t), (3He,d),(t,α), (d,3He), (7Li,6He)
3/2−1 1313 0.166 ps log ft = 4.79 (β+ from 1/2−), (6Li,3nγ), (16O,2npγ), (α,2nγ), (p,γ),
(p,n), (p,nγ), (α,t), (12C,11B), (16O,15N), (3He,d), (t,α), (d,3He),(7Li,6He)
3/2−2 1613 0.054 ps log ft = 4.45 (β+ from 1/2−), (p,γ), (p,n), (p,nγ), (d,n), (12C,11B),
(16O,15N), (3He,d), (t,α), (d,3He), (7Li,6He)1/2+
1 4164 (d,n), (3He,d)1/2+
2 4441 (d,n), (3He,d), (t,α), (7Li,6He)1/2+
3 5622 (3He,d)1/2+
4 5685 (d,n), (3He,d)1/2+
5 5788 (3He,d)1/2+
6 5840 (d,n), (3He,d)1/2+
7 7007 (3He,d)
Landolt-BornsteinNew Series I/18B
4–5093
41Nb
52[Ref. p. 4–165
9/2+1 0
1/2−1 31
?
3/2−1 687
?
7/2+1 744
?
5/2+1 809
?
?
5/2−1 810
?
13/2+1 950
?
11/2+1 979
?
9/2+2 1083
?
?
9/2+3 1297
?
?
?
17/2+1 1335
?
5/2+2 1665
?
Jπn Sn = 8831.1 keV, Sp = 6043.2 keV, ∆ = −87208.744 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B1, 97A, 99B]
9/2+1 0 stable log ft > 11 (EC from 5/2+), (α,t), (p,p′), Coul. ex., (n,n′γ), (γ,γ′),
(3He,d), (d,3He), (α,d), (α,pγ), (p,α), (16O,p2nγ), (d,d′), (�d,d), (e,e′)1/2−
1 31 16.13 y log1u ft = 10.04 (β− from 5/2+), log ft = 10.06 (EC from 5/2+),B(M4→ 9/2+
1 ) = 10.9 W.u., (n,n′γ), (3He,d), (d,3He), (α,pγ), (p,α)3/2−
1 687 0.28 ps B(M1/E2→ 1/2−1 ) = 0.28/11 W.u., (δ = −0.13),
(α,t), (n,n′γ), (3He,d), (d,3He), (α,pγ), (p,α)7/2+
1 744 0.57 ps B(M1/E2→ 9/2+1 ) = 0.089/8.8 W.u., (δ = 0.236),
(p,p′), Coul. ex., (n,n′γ), (α,pγ), (d,d′), (�d,d)5/2+
1 809 6.16 ps B(M1→ 7/2+1 ) = 0.162 W.u., B(E2→ 9/2+
1 ) = 10.5 W.u.,(α,t), (p,p′), Coul. ex., (n,n′γ), (3He,d), (α,d), (α,pγ), (p,α)
5/2−1 810 >1.0 ps B(E2→ 1/2−
1 ) < 79 W.u., (α,t), (p,p′), (n,n′γ), (α,d), (α,pγ), (p,α)13/2+
1 950 4.36 ps B(E2→ 9/2+1 ) = 6.71 W.u., (α,t), (p,p′), Coul. ex., (n,n′γ), (γ,γ′),
(α,d), (α,pγ), (p,α), (16O,p2nγ), (d,d′), (�d,d)11/2+
1 979 0.251 ps B(M1/E2→ 9/2+1 ) = 0.088/5.93 W.u.,(δ = −0.251),
(α,t), (p,p′), Coul. ex., (n,n′γ), (γ,γ′), (α,d), (α,pγ), (d,d′), (�d,d)9/2+
2 1083 2.9 ps B(M1/E2→ 7/2+1 ) = 0.136/17 W.u., (δ = −0.12),
B(M1/E2→ 9/2+1 ) = 5.3× 10−4/1.07 W.u., (δ = 1.50),
(α,t), (p,p′), Coul. ex., (n,n′γ), (γ,γ′), (3He,d), (α,pγ), (p,α), (d,d′),(�d,d)
9/2+3 1297 0.21 ps B(M1→ 11/2+
1 ) = 0.8 W.u., B(M1/E2→ 7/2+1 ) = 0.15/ W.u.,
(δ = −0.30), B(M1/E2→ 9/2+1 ) = 0.022/1.52 W.u., (δ = 0.33),
(α,t), (p,p′), Coul. ex., (n,n′γ), (γ,γ′), (α,d)17/2+
1 1335 <14 ns B(E2→ 13/2+1 ) > 0.19 W.u., (n,n′γ), (16O,p2nγ)
5/2+2 1665 (α,t), (n,n′γ), (3He,d), (α,d), (p,α), (d,d′), (�d,d)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]95
41Nb
544–51
9/2+1 0
1/2−1 236
?
7/2+1 724
?
7/2+2 757
?
Jπn Sn = 8488.6 keV, Sp = 6804.8 keV, ∆ = −86782.460 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93B2, 97A, 99B]
9/2+1 0 34.975 d log ft = 11.21 (β− from 5/2+),
µ = 6.141 µn, Q < 0 barn,(3He,d), (α,t), (16O,15N), (d,3He), (�t,α), (d,α)
1/2−1 236 86.6 h B(M4→ 9/2+
1 ) = 8.35 W.u.,log1u ft = 10.26 (β− from 5/2+),(3He,d), (α,t), (16O,15N), (d,3He), (�t,α), (d,α)
7/2+1 724 ≤ 70 ps (M1/E2→ 9/2+
1 :δ = −0.11),log ft = 6.98 (β− from 5/2+)
7/2+2 757 ≤ 70 ps (M1/E2→ 9/2+
1 :δ = 0.14),log ft = 6.76 (β− from 5/2+)
3/2−1 799 (3He,d), (α,t), (16O,15N), (d,3He), (�t,α), (d,α)
3/2−2 1219 (3He,d), (α,t), (16O,15N), (d,3He), (�t,α), (d,α)
5/2−1 1273 (3He,d), (α,t), (16O,15N), (�t,α), (d,α)
3/2−3 1589 (�t,α)
5/2+1 1813 (3He,d), (α,t), (16O,15N), (�t,α), (d,α)
5/2−2 2302 (�t,α), (d,3He), (d,α)
1/2−2 2383 (�t,α)
1/2−3 2486 (�t,α)
5/2−3 2599 (�t,α)
5/2−4 2724 (�t,α)
3/2−4 2768 (3He,d), (α,t), (16O,15N), (�t,α), (d,α)
1/2+1 12852 (p,p), (p,p′)
3/2+1 13601 (p,p), (p,p′)
5/2+2 13721 (p,p), (p,p′)
3/2+2 14630 (p,p), (p,p′)
Landolt-BornsteinNew Series I/18B
4–5292
42Mo
50[Ref. p. 4–165
0+1 0
2+1 1509
?
4+1 2283
?
0+2 2521
?
5−1 2527
?
6+1 2612
?
?
8+1 2760
?
3−1 2850
?
?
2+2 3091
?
?
4+2 3369
?
?
2+3 3542
?
?
3−2 3580
?
?
7−1 3624
?
4+3 3688
?
?
0+3 3841
?
4+4 3876
?
?
2+4 3925
?
?
4+5 3962
?
?
?
4+6 4140
5−2 4159
2+5 4300
5−3 4312
2+6 4487
4+7 4510
?
7−2 4554
4+8 4728
4+9 4898
7+1 4918
?
?
Jπn Sn = 12672 keV, Sp = 7456 keV, ∆ = −86805.466 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92B1, 97A, 99B]
0+1 0 stable (32S,2n2pγ), (α,2nγ), (γ,γ), (α,α′γ), (p,pγ), (n,n′), (n,n′γ), (e,e’),
(p,p′), (�p,p′), (d,d′), (�d,d), (3He,dp), (α,α′), (p,t), (�p,t), (3He,3He′),(3He,n), (12C,10Be), (16O,14C), Coul. ex., (14C,14C′), (37Cl,2p2nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]92
42Mo
504–53
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92B1, 97A, 99B]
2+1 1509 0.35 ps B(E2→ 0+
1 ) = 8.6 W.u., (32S,2n2pγ), (α,2nγ), (γ,γ), (α,α′γ), (p,pγ),(n,n′), (n,n′γ), (e,e′), (p,p′), (�p,p′), (d,d′), (�d,d), (3He,dp), (α,α′),(p,t), (�p,t), (3He,3He′), (3He,n), (12C,10Be), (16O,14C), Coul. ex.,(14C,14C′), (37Cl,2p2nγ)
4+1 2283 >3.4 ps (32S,2n2pγ), (α,2nγ), (p,pγ), (n,n′), (n,n′γ), (e,e′), (p,p′), (�p,p′),
(d,d′), (�d,d), (3He,dp), (α,α′),) (p,t), (�p,t), (37Cl,2p2nγ)0+
1 2521 >3.4 ps (p,pγ), (n,n′), (n,n′γ), (3He,dp), (p,t), (�p,t), (3He,n)5−
1 2527 1.55 ns B(E1→ 4+1 ) = 0.0000145 W.u., (32S,2n2pγ), (α,2nγ), (p,pγ), (α,α′),
(e,e′), (d,d′), (�d,d), (3He,dp), (p,p′), (�p,p′), (37Cl,2p2nγ)6+
1 2612 1.53 ns B(E1→ 5−1 ) = 0.0000365 W.u., B(E2→ 4+
1 ) = 3.3 W.u.,(α,2nγ), (p,pγ), (n,n′), (n,n′γ), (e,e′), (p,p′), (�p,p′), (α,α′),(37Cl,2p2nγ)
8+1 2760 190 ns log ft = 5.43 (EC from (8)+), µ = 11.3 µn, Q = −0.34 barn,
B(E2→ 6+1 ) = 1.31 W.u., (α,2nγ), (n,n′), (n,n′γ), (e,e′), (p,p′), (�p,p′),
(37Cl,2p2nγ)3−
1 2850 0.27 ps B(E1→ 4+1 ) = 0.001 W.u.,
B(E1/M2→ 2+1 ) = 0.00048/ < 1 W.u., (δ = −0.04),
(α,α′γ), (p,pγ), (n,n′), (n,n′γ), (e,e′), (p,p′), (�p,p′), (d,d′), (�d,d),(3He,dp), (α,α′), (p,t), (�p,t), (14C,14C′)
2+1 3091 33.5 fs B(M1/E2→ 2+
1 ) = 0.023/3.8 W.u., (δ = 0.63),B(E2→ 0+
1 ) = 1.99 W.u., (γ,γ), (α,α′γ), (p,pγ), (n,n′), (n,n′γ), (e,e′),(p,p′), (�p,p′), (d,d′), (�d,d), (α,α′), (p,t), (�p,t)
4+1 3369 >3.4 ps (α,2nγ), (p,pγ), (p,p′), (�p,p′), (e,e′)
2+1 3542 0.09 ps B(M1/E2→ 2+
1 ) = 0.0064/5 W.u., (δ = −1.7),B(E2→ 0+
1 ) = 0.06 W.u., (p,pγ), (p,p′), (�p,p′), (p,t), (�p,t), (e,e′)3−
1 3580 >0.21 ps (p,pγ), (e,e′), (p,p′), (�p,p′), (α,α′)7−
1 3624 (32S,2n2pγ), (α,2nγ), (e,e′), (p,p′), (�p,p′), (37Cl,2p2nγ)4+
1 3688 >0.69 ps (p,pγ), (p,p′), (�p,p′)0+
1 3841 >0.21 ps B(E2→ 2+1 ) =< 1.6 W.u., (p,pγ), (p,p′), (�p,p′), (p,t), (�p,t)
4+1 3876 (p,pγ), (p,p′), (�p,p′), (e,e′)
2+1 3925 10.7 fs B(E2→ 0+
1 ) = 1.5 W.u., (γ,γ), (p,pγ), (e,e′), (p,p′), (�p,p′), (α,α′),(p,t), (�p,t)
4+1 3962 >0.21 ps (p,pγ), (p,p′), (�p,p′)
4+1 4140 (α,α′), (p,t), (�p,t), (p,p′), (�p,p′)
5−1 4159 (p,p′), (�p,p′), (e,e′)
2+1 4300 (α,α′), (p,t), (�p,t)
5−1 4312 (e,e′), (p,p′), (�p,p′), (α,α′)
2+1 4487 (e,e′), (p,p′), (�p,p′), (p,t), (�p,t)
4+1 4510 (α,α′γ), (α,α′)
7−1 4554 (e,e′), (p,p′), (�p,p′)
4+1 4728 (e,e′), (p,p′), (�p,p′)
4+1 4898 (e,e′), (p,p′), (�p,p′)
7+1 4918 log ft = 5.72 (EC from (8)+), (e,e′)
3−1 4924 (p,p′), (�p,p′), (α,α′), (p,t), (�p,t)
4+1 5074 (p,p′), (�p,p′), (α,α′), (p,t), (�p,t)
4+1 5088 (e,e′), (p,p′), (�p,p′), (α,α′), (p,t), (�p,t)
0+1 5150 (p,t), (�p,t)
3−1 5316 (p,p′), (�p,p′), (α,α′), (p,t), (�p,t)
3−1 5844 (p,p′), (�p,p′), (p,t), (�p,t)
Landolt-BornsteinNew Series I/18B
4–5493
42Mo
51[Ref. p. 4–165
5/2+1 0
1/2+1 943
?
7/2+1 1363
?
9/2+1 1477
?
?
3/2+1 1492
?
7/2+2 1520
?
5/2+2 1695
?
?
?
13/2+1 2162
?
3/2+2 2181
?
?
?
21/2+1 2425
?
1/2+2 2437
?
?
?
1/2+3 2670
?
1/2+4 2704
?
?
?
1/2+5 2842
?
?
?
Jπn Sn = 8069.71 keV, Sp = 7644 keV, ∆ = −86803.852 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B1, 97A, 99B]
5/2+1 0 4 ky (d,p), (d,pγ), (n,γ), (t,d), (13C,12Cγ), (p,nγ), (p,n), (d,t), (p,d),
(3He,α), (p,t), (16O,15O), (α,3He), (16O,3nγ), (3He,t)1/2+
1 943 0.4 ps B(E2→ 5/2+1 ) = 76 W.u., log ft = 6.50 (EC from 1/2−),
(d,p), (d,pγ), (n,γ), (t,d), (13C,12Cγ), (p,nγ), (p,n), (d,t), (p,d), (p,t),(16O,15O), (α,3He)
7/2+1 1363 104 fs B(M1/E2→ 5/2+
1 ) = 0.068/8.7 W.u., (δ = 0.48),log ft = 4.908 (EC from 9/2+), (d,p), (d,pγ), (13C,12Cγ), (p,nγ),(p,n), (d,t), (p,d), (3He,α), (p,t), (16O,15O), (α,3He)
9/2+1 1477 0.27 ps B(M1/E2→ 7/2+
1 ) = 0.38/ < 300 W.u., (δ = 0.11),B(E2→ 5/2+
1 ) = 12 W.u., log ft = 5.71 (EC from 9/2+),(d,p), (d,pγ), (13C,12Cγ), (p,nγ), (p,n), (d,t), (p,d), (3He,α), (p,t),(16O,15O), (α,3He)
3/2+1 1492 13.9 fs log ft = 6.50 (EC from 1/2−), (d,p), (d,pγ), (n,γ), (13C,12Cγ), (p,nγ),
(p,n), (d,t), (p,d), (p,t), (16O,15O), (α,3He)7/2+
2 1520 0.8 ps B(M1/E2→ 5/2+1 ) = 2.9× 10−3/2.2 W.u., (δ = 1.3),
log ft = 5.236 (EC from 9/2+), (d,p), (d,pγ), (13C,12Cγ), (p,nγ),(p,n), (d,t), (p,t), (16O,15O), (α,3He)
5/2+2 1695 75 fs (d,p), (d,pγ), (n,γ), (13C,12Cγ), (p,nγ), (p,n), (p,t)
13/2+1 2162 46 ps B(E2→ 9/2+
1 ) = 417 W.u., (p,nγ), (p,n)3/2+
2 2181 37 fs log ft = 6.09 (EC from 1/2−), (d,p), (d,pγ), (n,γ), (13C,12Cγ), (p,nγ),(p,n), (p,t)
21/2+1 2425 6.85 h B(E4→ 13/2+
1 ) = 1.431 W.u., µ = 9.93 µn, (p,nγ), (p,n), (16O,3nγ)1/2+
2 2437 (p,nγ), (p,n), (16O,3nγ) (p,nγ), (p,n), (16O,3nγ)1/2+
3 2670 22 fs (d,p), (d,pγ), (n,γ)1/2+
4 2704 0.11 ps (d,p), (d,pγ), (n,γ), (13C,12Cγ)1/2+
5 2842 (d,p), (d,pγ)5/2+
3 4220 (d,t), (p,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]94
42Mo
524–55
0+1 0
2+1 871
?
4+1 1574
?
0+2 1743
?
2+2 1864
?
?
2+3 2067
?
?
4+2 2295
?
2+4 2393
?
?
6+1 2423
?
3−1 2534
?
?
?
?
4+3 2567
?
2+5 2860
3−2 3012
?
4+4 3204
1−1 3264
?
?
0+3 3320
6+2 3340
?
?
2+6 3534
0+4 3700
2+7 3793
?
?
Jπn Sn = 9680 keV, Sp = 8492.4keV, ∆ = −88410.338 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–5694
42Mo
52[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92T, 97A, 99B]
0+1 0 stable (16O,12Cγ), (3He,n), (α,2nγ), (t,p), (3He,d), (16O,15N), (α,4nγ),
(γ,γ′), (n,n′), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), Coul. ex., (d,t),(p,t), (14C,16O)
2+1 871 2.88 ps B(E2→ 0+
1 ) = 15.42 W.u.,log ft = 6.5 (β− from 3+), Q = −0.13 barn,(16O,12Cγ), (α,2nγ), (t,p), (3He,d), (16O,15N), (α,4nγ), (γ,γ′), (n,n′),(n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), Coul. ex., (d,t), (p,t), (14C,16O)
4+1 1574 5.0 ps B(E2→ 2+
1 ) = 24 W.u., log ft = 7.34 (β− from 3+)(16O,12Cγ), (α,2nγ), (t,p), (3He,d), (16O,15N), (α,4nγ), (n,n′),(n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), Coul. ex., (d,t), (p,t)
0+2 1743 (t,p), (n,n′), (n,n′γ), (p,p′), (d,t)
2+2 1864 0.13 ps B(E2/M1→ 2+
1 ) = 130/0.032 W.u. (δ = −2.0),B(E2→ 0+
1 ) = 0.62 W.u., log ft = 6.76 (β− from 3+),(16O,12Cγ), (t,p), (3He,d), (γ,γ′), (n,n′), (n,n′γ), (p,p′), (p,p′γ),(d,d′), (α,α′), Coul. ex., (d,t), (p,t)
2+3 2067 0.0032 ps B(E2→ 0+
1 ) = 1.9 W.u., (16O,12Cγ), (t,p), (3He,d), (γ,γ′), (n,n′),(n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), Coul. ex., (d,t), (p,t)
4+2 2295 (α,2nγ), (t,p), (3He,d), (n,n′), (n,n′γ), (p,p′), (d,t), (p,t)
2+4 2393 (16O,12Cγ), (t,p), (3He,d), (n,n′), (n,n′γ), (p,p′), (α,α′), (d,t), (p,t)
6+1 2423 log ft = 5.06 (β+ from 7+), (16O,12Cγ), (α,2nγ), (t,p), (3He,d),
(α,4nγ), (p,p′), (d,t), (p,t)3−
1 2534 (t,p), (3He,d), (n,n′), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (α,α′), Coul. ex.,(d,t), (p,t)
4+3 2567 (t,p), (3He,d), (16O,15N), (n,n′), (n,n′γ), (d,t), (p,t)
2+5 2860 (α,α′), (p,p′)
3−2 3012 (t,p), (3He,d), (n,n′), (n,n′γ), (α,α′)
4+4 3204 (t,p), (p,p′)
1−1 3264 (t,p), (n,n′), (n,n′γ), (p,p′)
0+3 3320 (t,p), (p,t)
6+2 3340 log ft = 5.40 (β+ from 7+), (t,p)
2+6 3534 (t,p), (p,p′)
0+4 3700 (p,p′), (p,t)
2+7 3793 (t,p)
3−3 3800 (p,p′), (p,t)
4+4 3845 (t,p), (p,p′)
5−3 4032 (t,p)
2+8 4140 (p,p′), (p,t)
6+3 4174 (t,p)
4+5 4223 (t,p)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]95
42Mo
534–57
5/2+1 0
3/2+1 204
?
7/2+1 766
?
?
1/2+1 786
?
?
3/2+2 821
?
?
?
9/2+1 948
?
?
1/2+2 1039
?
?
?
?
5/2+2 1057
?
?
?
7/2+2 1074
?
?
?
?
?
1/2+3 1303
?
?
?
?
?
11/2+1 1541
?
?
?
3/2+3 1620
?
?
?
?
?
1/2+4 1698
11/2−1 1938
?
?
Jπn Sn = 7369 keV, Sp = 8631.8 keV, ∆ = −87708.077 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–5895
42Mo
53[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93B2, 97A, 99B]
5/2+1 0 stable µ = −0.9142 µn, Q = −0.022 barn,
(α,nγ), (α,3nγ), (n,γ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex.,(p,d), (d,t), (3He,α)
3/2+1 204 751 ps B(M1/E2→ 5/2+
1 ) = 0.00233/21.5W.u. (δ = −0.62), µ = −0.404 µn,log ft = 8.37 (β− from 1/2−), log ft = 8.35 (EC from 1/2−),(α,nγ), (α,3nγ), (n,γ), (d,p), (13C,12C), (13C,12Cγ), Coul. ex., (p,d),(d,t), (3He,α)
7/2+1 766 4.4 ps B(E2→ 3/2+
1 ) = 0.012 W.u.,B(M1/E2→ 5/2+
1 ) = 0.0109/0.96 W.u. (δ = −0.14),log ft = 5.09 (β− from 9/2+), log ft = 4.469 (EC from 9/2+),(α,nγ), (α,3nγ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex., (p,d),(d,t), (3He,α)
1/2+1 786 4.33 ps B(ME2→ 5/2+
1 ) = 3.79 W.u.,B(M1/E2→ 3/2+
1 ) = 0.0187/3.9 W.u. (δ = 0.266),log ft = 8.45 (β− from 1/2−), log ft = 7.22 (EC from 1/2−),(α,nγ), (α,3nγ), (n,γ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex.,(p,d), (d,t)
3/2+2 821 0.62 ps B(M1/E2→ 3/2+
1 ) = 0.0065/68 W.u. (δ = −2.0),B(M1/E2→ 5/2+
1 ) = 0.050/0.35 W.u. (δ = −0.068),log ft = 7.99 (EC from 1/2−),(α,nγ), (α,3nγ), (n,γ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex.,(p,d), (d,t), (3He,α)
9/2+1 948 2.55 ps log ft = 6.52 (EC from 9/2+),
(α,nγ), (α,3nγ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex., (p,d),(d,t), (3He,α)
1/2+2 1039 0.32 ps B(M1/E2→ 3/2+
2 ) = 0.0062/69 W.u. (δ = 0.73),B(E2→ 1/2+
1 ) = 0.086 W.u., B(E2→ 5/2+1 ) = 5.4 W.u.,
B(M1/E2→ 3/2+1 ) = 0.104/0.22 W.u. (δ = 0.038),
log ft = 7.04 (EC from 1/2−),(α,nγ), (α,3nγ), (n,γ), (d,p), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex.,(p,d), (d,t)
5/2+2 1057 ≤0.43 ps B(M1/E2→ 5/2+
1 ) = 0.014/39 W.u. (δ = 0.55),(α,nγ), (α,3nγ), (n,γ), Coul. ex., (p,d), (d,t), (3He,α)
7/2+2 1074 0.34 ps B(M1→ 9/2+
1 ) = 0.25 W.u., B(E2→ 3/2+1 ) = 8 W.u.,
B(M1/E2→ 5/2+1 ) = 0.024/10.7 W.u. (δ = −0.72),
log ft = 5.94 (EC from 9/2+),(α,nγ), (α,3nγ), (13C,12C), (13C,12Cγ), (γ,γ), Coul. ex., (p,d), (d,t)
1/2+3 1303 (n,γ), (d,p)
11/2+1 1541 ≤6.9 ns (α,nγ), (α,3nγ)
3/2+3 1620 log ft = 8.09 (EC from 1/2−),
(n,γ), (d,p), (p,d), (d,t)1/2+
4 1698 (d,p)11/2−
1 1938 ≤6.9 ns (α,nγ), (α,3nγ) (d,p) (3He,α), (p,d), (d,t)1/2+
5 2357 (d,p), (p,d), (d,t)1/2+
6 2602 (d,p), (p,d), (d,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]96
42Mo
544–59
0+1 0
2+1 778
?
0+2 1148
?
0+3 1330
2+2 1498
?
?
2+3 1626
?
?
?
4+1 1628
?
4+2 1870
?
?
?
3+1 1978
?
?
?
?
?
2+4 2096
?
?
4+3 2219
?
?
?
?
?
?
3−2 2234
?
?
?
?
2+5 2426
?
?
?
5+1 2439
?
?
?
?
6+1 2441
?
4+4 2476
3+2 2594
?
?
?
?
?
?
4+5 2625
?
?
4+6 2734
?
?
?
?
0+4 2742
6+2 2755
?
?
?
?
?
2+6 2787
?
?
4+7 2818
?
?
7+1 2875
?
?
5+2 2975
?
?
?
8+1 2979
?
0+5 3007
4+8 3178
?
?
3−3 3182
4+9 3187
?
4+10 3241
2+7 3284
?
?
?
4+11 3335
?
?
2+8 3375
4+12 3417
?
?
?
?
5−1 3418
2+9 3420
4+13 3442
?
?
?
Jπn Sn = 9154 keV, Sp = 9298 keV, ∆ = −88791.015 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–6096
42Mo
54[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93P, 97A, 99B]
0+1 0 stable (3He,n), (α,2nγ), (t,p), (n,γ), (n,n′γ), (p,p′), (d,d′), (α, α′), Coul. ex.,
(p,d), (p,t), (d,6Li)2+
1 778 3.67 ps B(E2→ 0+1 ) = 20.7 W.u., Q = (−0.20 or + 0.04) barn,
(α,2nγ) (t,p), (n,γ), (p,p′), (α, α′), Coul. ex., (p,d), (p,t)0+
2 1148 61 ps (t,p), (n,γ), (n,n′γ), (p,p′), (α, α′), Coul. ex., (p,t), (d,6Li)0+
3 1330 (3He,n)2+
2 1498 0.78 ps B(M1/E2→ 2+1 ) = 0.048/18 W.u., (δ = 0.44), B(E2→ 0+
1 ) = 1.19 W.u.,(α,2nγ), (t,p), (n,γ), (n,n′γ), (p,p′), (d,d′), (α, α′), Coul. ex., (p,d)
2+3 1626 (t,p), (n,γ), (p,p′), (α, α′), (p,d), (p,t)
4+1 1628 1.2 ps B(E2→ 2+
1 ) = 40 W.u., log ft = 6.73 (EC from 4+),(α,2nγ), (t,p), (n,γ), (n,n′γ), (p,p′), (d,d′), (α, α′), Coul. ex., (p,d)
4+2 1870 6.4 ps B(E2→ 2+
2 ) = 23 W.u., B(E2→ 2+1 ) = 1.9 W.u.,
log ft = 6.99 (EC from 4+), (α,2nγ), (t,p), (n,γ), (n,n′γ), (p,p′), (d,d′),(α, α′), Coul. ex., (p,d), (d,6Li)
3+1 1978 log ft = 5.47 (EC from 4+), (α,2nγ), (t,p), (n,γ)
2+4 2096 (t,p), (n,γ), Coul. ex., (p,d), (p,t)
4+3 2219 (t,p), (n,γ), Coul. ex.
3−2 2234 (t,p), (n,γ), (n,n′γ), (p,p′), (d,d′), (α, α′), (p,d), (p,t), (d,6Li)
2+5 2426 (t,p), (n,γ), (p,p′)
5+1 2439 log ft = 5.78 (β− from 6+), log ft = 6.76 (EC from 4+), (α,2nγ), (t,p),
(n,γ)6+
1 2441 log ft = 7.41 (β− from 6+), log ft = 5.24 (EC from 7+), (α,2nγ), (t,p)4+
4 2476 (d,d′), (d,6Li)3+
2 2594 log ft = 5.35 (EC from 4+), (n,γ), (n,n′γ)4+
5 2625 log ft = 7.29 (EC from 4+), (t,p), (n,γ), (n,n′γ), (d,d′), (p,d), (d,6Li)4+
6 2734 (α,2nγ), (t,p)0+
4 2742 (p,d), (p,t), (d,6Li)6+
2 2755 log ft = 7.25 (β− from 6+), log ft = 5.03 (EC from 7+),(α,2nγ), (t,p), (d,d′), (p,d), (d,6Li)
2+6 2787 (t,p), (n,γ), (d,6Li)
4+7 2818 (t,p), (n,n′γ), (d,6Li)
7+1 2875 log ft = 6.77 (β− from 6+), log ft = 5.63 (EC from 7+), (n,n′γ), (d,6Li)
5+2 2976 log ft = 7.55 (β− from 6+), (t,p)
8+1 2979 (α,2nγ)
4+8 3178 (t,p), (d,6Li)
3−3 3182 (n,n′γ), (d,d′)
4+9 3187 (t,p), (d,6Li)
4+10 3241 (n,n′γ), (d,6Li)
2+7 3284 (t,p), (n,n′γ), (d,6Li)
4+11 3335 (t,p), (n,n′γ), (d,6Li)
2+8 3375 (d,6Li)
4+12 3417 (t,p)
5−1 3418 (d,6Li)
2+9 3420 (d,d′)
4+13 3442 (t,p), (n,n′γ), (d,6Li)
2+10 3473 (n,n′γ), (d,6Li)
3−4 3551 (t,p), (n,n′γ)
5−2 3556 (d,6Li)
2+11 3597 (n,n′γ), (d,6Li)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]97
42Mo
554–61
5/2+1 0
3/2+1 481
?
7/2+1 658
?
1/2+1 680
?
5/2+2 719
?
?
3/2+2 721
?
1/2+2 888
?
?
7/2+2 1024
?
?
?
3/2+3 1093
?
?
11/2−1 1116
9/2+1 1117
?
?
?
7/2+3 1269
?
?
?
5/2+3 1271
?
?
3/2+4 1322
?
11/2+1 1410
?
11/2−2 1437
?
?
9/2+2 1516
?
?
?
1/2+3 1548
?
7/2+4 1630
?
?
?
?
13/2+1 1921
?
7/2+5 1962
?
?
15/2−1 2002
?
1/2+4 2034
?
3/2−1 2092
?
5/2+4 2378
?
5/2+5 2410
?
1/2+5 2462
9/2+3 2511
?
Jπn Sn = 6821.3 keV, Sp = 9226 keV, ∆ = −87540.831 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93A, 97A, 99B]
5/2+1 0 stable log ft = 5.352 (β− from 9/2+), log ft = 13.0 (EC from 9/2+),
µ = −0.9335 µn, Q = 0.255 barn, (α,nγ), (3He,2nγ), (α,3nγ), (n,γ),(d,p), (d,pγ), (t,d), (�d,p), (n,n′γ), Coul. ex., (p,d), (d,t)
Landolt-BornsteinNew Series I/18B
4–6297
42Mo
55[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93A, 97A, 99B]
3/2+1 481 12.9 ps B(M1/E2→ 5/2+
1 ) = 0.0125/11.6 W.u., (δ = 0.47),(α,nγ), (3He,2nγ), (n,γ), (d,p), (d,pγ), (n,n′γ), Coul. ex., (p,d), (d,t)
7/2+1 658 2.0 ps B(M1/E2→ 5/2+
1 ) = 0.038/0.22 W.u., (δ = −0.05),(α,nγ), (3He,2nγ), (α,3nγ), (n,γ), (d,p), (d,pγ), (t,d), (�d,p), (n,n′γ),Coul. ex., (p,d), (d,t)
1/2+1 680 28.9 ps B(E2→ 5/2+
1 ) = 5.1 W.u., (α,nγ), (3He,2nγ), (n,γ), (d,p), (d,pγ),(t,d), (�d,p), (n,n′γ), Coul. ex., (p,d), (d,t)
5/2+2 719 10 ps B(M1/E2→ 3/2+
1 ) = 0.042/ < 9 W.u., (δ = −0.06),B(M1/E2→ 5/2+
1 ) = 0.0036/1.5 W.u., (δ = −0.47),(α,nγ), (3He,2nγ), (n,γ), (d,p), (d,pγ), (n,n′γ), Coul. ex., (p,d)
3/2+2 721 4 ps B(M1/E2→ 5/2+
1 ) = 0.014/1.0 W.u., (δ = −0.19), (3He,2nγ), (n,γ),(d,p), (d,pγ), (t,d), (�d,p), (n,n′γ), Coul. ex., (d,t)
1/2+2 888 2.7 ps B(E2→ 5/2+
1 ) = 2.0 W.u., (α,nγ), (3He,2nγ), (n,γ), (d,p), (d,pγ),(t,d), (�d,p), (n,n′γ), Coul. ex., (p,d), (d,t)
7/2+2 1024 0.55 ps log ft = 6.75 (β− from 9/2+), B(E2→ 3/2+
1 ) = 2.8 W.u.,B(M1/E2→ 5/2+
1 ) = 0.028/8 W.u., (δ = −0.54), (α,nγ), (3He,2nγ),(α,3nγ), (n,γ), (d,p), (d,pγ), (t,d), (�d,p), (n,n′γ), Coul. ex., (p,d)
3/2+3 1093 1.3 ps B(M1/E2→ 5/2+
1 ) = 0.009/2.0 W.u., (δ = 0.51), (α,nγ), (3He,2nγ),(n,γ), (d,p), (d,pγ), (n,n′γ), Coul. ex.
11/2−1 1116 (d,p), (d,t)
9/2+1 1117 1.20 ps log ft = 7.69 (β− from 9/2+), B(E2→ 3/2+
2 ) = 20 W.u.,B(E2→ 5/2+
1 ) = 10 W.u., (α,nγ), (3He,2nγ), (α,3nγ), (n,γ), (d,pγ),(t,d), (�d,p), (n,n′γ), Coul. ex., (p,d)
7/2+3 1269 0.53 ps log ft = 7.0 (β− from 9/2+), (α,nγ), (3He,2nγ), (n,γ), (d,pγ), (n,n′γ),
Coul. ex.5/2+
3 1271 (3He,2nγ), (n,n′γ), (d,t)3/2+
4 1322 7 ns (α,nγ), (n,n′γ)11/2+
1 1410 <7 ns B(E2→ 7/2+1 ) > 0.013 W.u., (α,nγ), (3He,2nγ), (α,3nγ), (n,n′γ)
11/2−2 1437 2.5 ns B(E1→ 9/2+
1 ) = 3.5× 10−6 W.u., B(M2→ 7/2+1 ) = 0.20 W.u.,
(α,nγ), (3He,2nγ), (α,3nγ), (d,p), (d,pγ), (t,d), (�d,p), (n,n′γ), (p,d)9/2+
2 1516 1.48 ps log ft = 6.38 (β− from 9/2+), B(E2→ 5/2+2 ) = 6 W.u.,
B(M1/E2→ 7/2+1 ) = 0.0038/0.8 W.u., (δ = 0.40),
B(E2→ 5/2+1 ) = 1.21 W.u., (α,nγ), (3He,2nγ), (α,3nγ), (d,pγ),
(n,n′γ), Coul. ex., (p,d)1/2+
3 1548 (n,γ), (d,p), (d,pγ), (n,n′γ), (d,t)7/2+
4 1630 <7 ns log ft = 6.33 (β− from 9/2+), B(E2→ 3/2+2 ) > 0.0014 W.u.,
B(E2→ 3/2+1 ) > 0.0005 W.u., (α,nγ), (3He,2nγ), (d,p), (t,d), (�d,p),
(n,n′γ)13/2+
1 1921 <7 ns (α,nγ), (3He,2nγ), (α,3nγ)7/2+
5 1962 (n,n′γ), (p,d)15/2−
1 2002 (3He,2nγ), (α,3nγ)1/2+
4 2034 (n,γ), (d,p), (n,n′γ), (p,d)3/2−
1 2092 (n,n′γ), (p,d)5/2+
4 2378 (d,p), (n,n′γ)5/2+
5 2410 (d,p), (n,n′γ)1/2+
5 2462 (d,p)9/2+
3 2511 (n,n′γ) (p,d), (d,t)1/2+
6 2557 (d,p)1/2+
7 3154 (d,p)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]98
42Mo
564–63
0+1 0
0+2 735
?
2+1 787
?
?
2+2 1432
?
?
?
4+1 1510
?
2+3 1758
?
?
?
?
0+3 1963
?
?
3−1 2017
?
?
?
?
?
2+4 2207
?
?
?
?
?
0+4 2209
4+2 2224
?
?
?
?
?
2+5 2333
?
?
?
?
?
0+5 2608
?
Jπn Sn = 8642.5keV, Sp = 9794 keV, ∆ = −88112.011 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–6498
42Mo
56[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98S2, 97A, 99B]
0+1 0 stable log ft = 4.72 (β− from 1+), (α,2nγ), (�t,p), (t,p), (n,γ), (d,p), (n,n′),
(n,n), (n,n′γ), (p,p′), (p,p), (d,d′), (α,α′), Coul. ex., (p,t), (d,6Li)0+
2 735 21.8 ns log ft = 4.84 (β− from 1+), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n),(n,n′γ), (p,p′), (p,p), (d,d′), Coul. ex., (p,t), (d,6Li)
2+1 787 3.49 ns log ft = 5.57 (β− from 1+), Q = −0.26 barn, µ = 0.68 µn,
B(E2→ 0+1 ) = 20 W.u., B(E2→ 0+
2 ) = 21 W.u.,(α,2nγ), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p),(d,d′), (α,α′), Coul. ex., (p,t), (d,6Li)
2+2 1432 1.65 ps log ft = 4.95 (β− from 1+),
B(E2→ 0+1 ) = 0.96 W.u., B(E2→ 0+
2 ) = 2.4 W.u.,B(M1/E2→ 2+
1 ) = 0.0067/44 W.u., (δ = 1.7),(α,2nγ), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p),(d,d′), (α,α′), Coul. ex., (p,t), (d,6Li)
4+1 1510 log ft = 8.2 (β− from (5)+), B(E2→ 2+
1 ) = 46 W.u.,(α,2nγ), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p),(d,d′), (α,α′), Coul. ex., (p,t), (d,6Li)
2+3 1758 1.3 ps log ft = 4.55 (β− from 1+),
B(E2→ 0+1 ) < 0.04 W.u., B(E2→ 0+
2 ) = 8 W.u.,B(M1/E2→ 2+
1 ) = 0.01/6 W.u., (δ = −1.6),(α,2nγ), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p),(d,d′), (α,α′), Coul. ex., (p,t), (d,6Li)
0+3 1963 (�t,p), (t,p), (n,n′), (n,n), (n,n′γ), (d,d′), (p,t)
3−1 2017 61 ps B(E1→ 2+
3 ) = 4.8× 10−5 W.u.,B(E1→ 4+
1 ) = 1.02× 10−6 W.u.,B(E1→ 2+
1 ) = 1.7× 10−6 W.u.,B(E3→ 0+
1 ) = 33 W.u.,(α,2nγ), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p),(d,d′), (α,α′), Coul. ex., (p,t), (d,6Li)
2+4 2207 log ft = 5.0 (β− from 1+), (�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n),
(n,n′γ), (α,α′), (p,t), (d,6Li)0+
4 2209 (p,p′), (p,p), (d,d′)4+
2 2224 log ft = 7.13 (β− from (5)+),(�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p), (d,d′),(α,α′), (p,t)
2+5 2333 log ft = 8.1 (β− from (5)+),
(�t,p), (t,p), (n,γ), (d,p), (n,n′), (n,n), (n,n′γ), (p,p′), (p,p), (d,d′),(p,t)
0+5 2608 (�t,p), (t,p), (p,t), (d,6Li)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]99
42Mo
574–65
1/2+1 0
5/2+1 98
?
7/2+1 236
?
3/2+1 351
?
?
1/2+2 525
?
?
?
3/2+2 549
?
?
?
5/2+2 615
?
?
?
3/2+3 632
?
?
?
11/2−1 685
?
3/2+4 793
?
?
?
3/2+5 890
?
?
?
?
1/2+3 905
?
?
9/2+1 906
?
?
5/2+3 945
?
?
?
?
3/2−1 1030
7/2+2 1049
?
?
?
?
15/2−1 1165
?
5/2+4 1167
?
?
3/2+6 1198
?
?
?
5/2+5 1254
?
1/2+4 1261
11/2+1 1313
?
?
5/2+6 1494
?
?
5/2+7 1545
3/2+7 1580
19/2−1 1858
?
Jπn Sn = 5925.39 keV, Sp = 9729 keV, ∆ = −85966.080 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–6699
42Mo
57[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94P, 97A, 99B]
1/2+1 0 65.94 h µ = 0.375 µn, (t,p), (n,γ), (d,p), (d,pγ), (γ,nγ′), (p,d), (d,t), (�d,t),
(α,nγ)5/2+
1 98 15.5 µs B(E2→ 1/2+1 ) = 0.0648 W.u., log1u ft = 9.5 (EC from 1/2−),
µ = −0.775 µn, (t,p), (n,γ), (d,p), (d,pγ), (γ,nγ′), (p,d), (d,t), (�d,t),(3He,α), (α,nγ)
7/2+1 236 0.87 ns B(M1→ 5/2+
1 ) = 0.0088 W.u., log ft = 4.61 (EC from 9/2+),log ft > 8.6 (EC from 1/2−), (t,p), (n,γ), (d,p), (d,pγ), (γ,nγ′), (p,d),(d,t), (�d,t), (3He,α), (α,nγ)
3/2+1 351 (M1/E2→ 1/2+
1 :δ = 0.2), log ft = 7.6112 (EC from 1/2−),(t,p), (n,γ), (d,p), (d,pγ), (p,d), (d,t), (�d,t), (α,nγ)
1/2+2 525 (M1/E2→ 3/2+
1 :δ = 0.8), log ft = 7.68 (EC from 1/2−), (t,p), (n,γ),(d,p), (d,pγ), (p,d), (d,t), (�d,t), (α,nγ)
3/2+2 549 (M1/E2→ 1/2+
1 :δ � 0.8), log ft = 7.51 (EC from 1/2−), (t,p), (n,γ),(d,p), (d,pγ), (d,t), (�d,t), (α,nγ)
5/2+2 615 (M1/E2→ 3/2+
1 :δ = −0.9), log1u ft = 9.5811 (EC from 1/2−), (t,p),(n,γ), (d,p), (d,pγ), (p,d), (d,t), (�d,t), (3He,α), (α,nγ)
3/2+3 632 (t,p), (n,γ), (d,pγ), (α,nγ)
11/2−1 685 0.76 µs B(M2→ 7/2+
1 ) = 0.103 W.u., (d,p), (d,pγ), (γ,nγ′), (p,d), (d,t), (�d,t),(3He,α), (α,nγ)
3/2+4 793 log ft = 7.48 (EC from 1/2−), (t,p), (n,γ), (d,p), (d,pγ), (p,d), (d,t),
(�d,t)3/2+
5 890 log ft = 7.33 (EC from 1/2−), (t,p), (n,γ), (d,p), (d,pγ), (p,d), (d,t),(�d,t)
1/2+3 905 log ft = 8.2 (EC from 1/2−), (t,p), (n,γ), (d,p), (d,pγ), (d,t), (�d,t),
(α,nγ)9/2+
1 906 (M1/E2→ 5/2+1 :δ = 1.1), (t,p), (d,pγ), (α,nγ)
5/2+3 945 log1u ft = 8.98 (EC from 1/2−), (t,p), (n,γ), (d,p), (d,pγ), (d,t), (�d,t),
(α,nγ)3/2−
1 1030 (t,p), (d,p), (d,pγ), (p,d), (d,t), (�d,t)7/2+
2 1049 (M1/E2→ 5/2+2 :δ = −1.4), (t,p), (d,pγ), (α,nγ), (d,t), (�d,t)
15/2−1 1165 (p,d), (d,t), (α,nγ)
5/2+4 1167 log1u ft > 9.5 (EC from 1/2−), (t,p), (n,γ), (d,pγ), (p,d), (d,t), (�d,t)
3/2+6 1198 log ft = 7.82 (EC from 1/2−), (t,p), (n,γ), (d,t), (�d,t)
5/2+5 1254 (n,γ), (d,pγ), (d,t), (�d,t)
1/2+4 1261 (d,p)
11/2+1 1313 (M1/E2→ 9/2+
1 :δ = −1.6), (α,nγ)5/2+
6 1494 log1u ft = 8.53 (EC from 1/2−), (d,p), (p,d), (d,t), (�d,t), (3He,α),(α,nγ)
5/2+7 1545 (d,p), (d,t), (�d,t)
3/2+7 1580 (t,p), (d,t), (�d,t)
19/2−1 1858 (α,nγ)
1/2+5 1932 (n,γ), (d,p), (d,t), (�d,t)
1/2+6 1950 (t,p), (n,γ), (d,p), (d,t), (�d,t)
1/2+7 1965 (d,p)
5/2−1 2219 (n,γ), (d,t), (�d,t)
1/2+8 2482 (d,t), (�d,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]100
42Mo
584–67
0+1 0
2+1 536
?
0+2 695
?
?
2+2 1064
?
?
?
4+1 1136
?
2+3 1464
?
?
?
?
0+3 1505
?
?
3−1 1908
?
?
?
0+4 2037
?
?
0+5 2086
?
?
?
4+2 2103
?
?
?
1−1 2156
2+4 2286
?
?
3−2 2370
?
?
1−2 2432
4+3 2464
1−3 6419
?
?
?
?
?
1−4 6518
?
?
?
?
?
1−5 7638
?
?
?
?
?
Jπn Sn = 8290 keV, Sp = 11146 keV, ∆ = −86184.468 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–68100
42Mo
58[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97S, 97A, 99B]
0+1 0 10.2 Ey log ft = 5.1 (β− from 1+),
(7Li,p2nγ), (t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), (α,α′), Coul. ex.,(d,6Li), (n,n′), (d,d′), (14C,16O)
2+1 536 12.6 ps B(E2→ 0+
1 ) = 37 W.u., log ft = 5.6 (β− from 1+),µ = 0.68 µn, Q = (−0.39 or − 0.13) barn,(7Li,p2nγ), (t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), (α,α′), Coul. ex.,(d,6Li), (n,n′), (d,d′), (14C,16O)
0+2 695 1.62 ns B(E2→ 2+
1 ) = 92 W.u., log ft = 5.7 (β− from 1+),(t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), Coul. ex., (d,6Li), (n,n′), (d,d′)
2+2 1064 6.6 ps B(M1/E2→ 2+
1 ) = 0.0008/51 W.u., (δ = 4.4),B(E2→ 0+
2 ) = 5.5 W.u.,B(E2→ 0+
1 ) = 0.62 W.u.,log ft = 5.85 (β− from 1+),(t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), (α,α′), Coul. ex., (n,n′), (d,d′)
4+1 1136 3.8 ps B(E2→ 2+
1 ) = 69 W.u.,log ft � 5.8 (β− from (4+, 5+)),(7Li,p2nγ), (t,p), (t,pγ), (n,n′γ), (p,p′), (α,α′), Coul. ex., (n,n′),(d,d′)
2+3 1464 2.9 ps B(M1/E2→ 2+
1 ) = 0.0035/0.28 W.u., (δ = −0.27),B(E2→ 4+
1 ) = 36 W.u.,log ft = 5.77 (β− from 1+),(t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), Coul. ex., (n,n′), (d,d′)
0+3 1505 log ft = 5.7 (β− from 1+),
(t,p), (t,pγ), (n,n′γ), (p,p′), (d,d′)3−
1 1908 14 ps B(E1→ 2+2 ) = 2.5× 10−5 W.u.,
B(E1→ 2+1 ) = 2.7× 10−6 W.u.,
B(E2→ 0+1 ) = 35 W.u.,
(t,p), (t,pγ), (n,n′γ), (p,p′), (α,α′), Coul. ex., (d,6Li), (n,n′), (d,d′)0+
4 2037 log ft = 5.37 (β− from 1+),(t,p), (t,pγ), (γ,γ′), (n,n′γ), (p,p′), (α,α′), (d,d′)
0+5 2086 log ft = 5.16 (β− from 1+), (n,n′γ)
4+2 2103 (t,p), (t,pγ), (n,n′γ), (p,p′), (α,α′), (d,d′)
1−1 2156 (p,p′), (d,d′)
2+4 2286 (t,p), (t,pγ), (n,n′γ), (p,p′), (d,d′)
3−2 2370 (t,p), (t,pγ), (n,n′γ), (p,p′), (d,d′)
1−2 2432 (p,p′), (α,α′)
4+3 2464 (α, α′)
1−3 6419 9.04 ps (M1/E2→ 2+
2 :δ = 0.21), (γ, γ′)1−
4 6518 2.53 fs (γ, γ′)1−
5 7638 3.26 fs (M1/E2→ 2+1 :δ = −0.06), (γ, γ′)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]95
43Tc
524–69
9/2+1 0
1/2−1 39
?
7/2+1 336
?
5/2+1 627
?
?
3/2−1 647
?
5/2−1 668
?
?
13/2+1 882
?
3/2+1 928
?
?
?
11/2+1 957
?
?
7/2+2 1179
?
?
?
9/2−1 1214
?
?
?
11/2+2 1307
?
?
5/2+2 1433
?
?
?
?
?
?
17/2+1 1515
?
15/2+1 1549
?
?
13/2−2 1702
?
?
1/2+1 1949
3/2+2 2086
?
?
?
?
?
7/2+3 2168
?
?
?
?
?
?
19/2+1 2184
?
?
21/2+1 2547
?
?
1/2+2 2769
1/2+3 3119
1/2+4 3197
1/2+5 3339
25/2+1 3516
?
1/2+6 3520
1/2+7 3805
1/2+8 3905
29/2+1 3918
?
1/2+9 4040
27/2+1 4293
?
?
Jπn Sn = 9933 keV, Sp = 4895 keV, ∆ = −86017.446 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–7095
43Tc
52[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93B2, 97A, 99B]
9/2+1 0 20.0 h µ = 5.94 µn, (α,2nγ), (p,γ), (d,n), (3He,d), (p,n), (p,nγ)
1/2−1 39 61 d B(M4→ 9/2+
1 ) = 15.9 W.u., (α,2nγ), (p,γ), (d,n), (3He,d), (p,n),(p,nγ)
7/2+1 336 (M1/E2→ 9/2+
1 :δ = 0.33), log ft = 5.26 (EC from 5/2+),(α,2nγ), (p,γ), (p,n), (p,nγ)
5/2+1 627 (M1/E2→ 7/2+
1 :δ = 0.17), (E2/M3→ 9/2+1 :δ = 0.9),
log ft = 5.75 (EC from 5/2+), (α,2nγ), (p,γ), (p,n), (p,nγ)3/2−
1 647 0.44 ps (α,2nγ), (p,γ), (d,n), (p,n), (p,nγ), (3He,d)5/2−
1 668 (E2/M3→ 1/2−1 :δ = 0.08), (α,2nγ), (p,γ), (p,n), (p,nγ)
13/2+1 882 1.2 ps B(E2/M3→ 9/2+
1 ) = 34/ W.u., (δ = −0.03),(α,2nγ), (p,n), (p,nγ)
3/2+1 928 ≥ 589 fs B(M1/E2→ 5/2+
1 ) < 0.60/ < 360 W.u., (δ = −0.21),B(M1/E2→ 7/2+
1 ) = / < 120 W.u., (δ = 0.15),B(E1→ 1/2−
1 ) < 0.00024 W.u., (α,2nγ), (p,γ), (p,n), (p,nγ)11/2+
1 957 1.3 ps B(M1/E2→ 9/2+1 ) = 0.0035/17 W.u., (δ = −2.1),
(α,2nγ), (p,n), (p,nγ)7/2+
2 1179 0.37 ps B(M1/E2→ 5/2+1 ) = 0.09/14 W.u., (δ = −0.22),
(M1/E2→ 7/2+1 :δ = 0.04), (M1/E2→ 9/2+
1 :δ = 0.41),log ft = 5.44 (EC from 5/2+), (α,2nγ), (p,n), (p,nγ)
9/2−1 1214 ≥ 624 fs B(E2/M3→ 5/2−
1 ) < 510/ W.u., (δ = −0.16),(α,2nγ), (p,n), (p,nγ)
11/2+2 1307 173 fs B(E2→ 7/2+
1 ) = 27 W.u., (α,2nγ), (p,n), (p,nγ)5/2+
2 1433 57 fs B(M1→ 7/2+2 ) = 0.29 W.u., B(E2→ 9/2+
1 ) = 1.49 W.u.,log ft = 4.67 (EC from 5/2+), (p,γ), (d,n), (3He,d), (p,n), (p,nγ)
17/2+1 1515 5 ns (E2/M3→ 13/2+
1 :δ = −0.03), (α,2nγ)15/2+
1 1549 (E2/M3→ 11/2+1 :δ = −0.14), (M1/E2→ 13/2+
1 :δ = 0.76), (α,2nγ)13/2−
2 1702 (E2/M3→ 9/2−1 :δ = 0.02), (α,2nγ)
1/2+1 1949 (d,n), (3He,d)
3/2+2 2086 34 fs B(M1→ 5/2+
2 ) = 0.49 W.u., log ft = 4.65 (EC from 5/2+),(3He,d), (p,n), (p,nγ)
7/2+3 2168 50 fs B(M1→ 5/2+
2 ) = 0.28 W.u., log ft = 4.84 (EC from 5/2+),(p,n), (p,nγ)
19/2+1 2184 0.8 ps (E2/M3→ 15/2+
1 :δ = −0.01), (M1/E2→ 17/2+1 :δ = 0.28), (α,2nγ)
21/2+1 2547 2.1 ps B(M1/E2→ 19/2+
1 ) = 0.14/ W.u., (δ = −0.02),B(E2/M3→ 17/2+
1 ) = 3.2/ W.u., (δ = −0.07), (α,2nγ)1/2+
2 2769 (d,n), (3He,d)1/2+
3 3119 (3He,d)1/2+
4 3197 (d,n), (3He,d)1/2+
5 3339 (3He,d)25/2+
1 3516 >5 ps B(E2/M3→ 21/2+1 ) < 5.2/ W.u., (δ = −0.03), (α,2nγ)
1/2+6 3520 (d,n)
1/2+7 3805 (d,n), (3He,d)
1/2+8 3905 (3He,d), (d,n)
29/2+1 3918 (E2/M3→ 25/2+
1 :δ = −0.07), (α,2nγ)1/2+
9 4040 (d,n)27/2+
1 4293 (α,2nγ)1/2+
10 4740 (d,n)1/2+
11 5220 (d,n)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]96
43Tc
534–71
7+1 0
4+1 34
?
3+1 36
5+1 45
6+1 49
?
2−1 121
?
5+2 177
?
?
?
3−1 227
?
4+2 229
?
?
?
3+2 239
?
3−2 317
?
??
6+2 319
?
?
3−3 322
??
3−4 353
?
?
?
3+3 445
?
?
3+4 458
3+5 493
?
?
?
5+3 506
?
?
?
?
?
?
4+3 530
?
?
?
?
5+4 542
?
4−1 552
?
?
?
?
?
?
3+6 564
?
?
5+5 566
?
?
?
?
?
7+2 575
?
?
?
?
4+4 586
?
?
3−5 620
?
?
?
?
4+5 623
?
?
3−6 627
?
?
?
?
?
4−2 647
?
?
6+3 721
?
?
4−3 733
?
?
?
?
6+4 753
?
?
?
4−4 789
?
?
?
4−5 794
?
?
4−6 801
?
?
?
4+6 815
?
?
?
4−7 867
?
6+5 886
?
?
?
?
?
9+1 927
?
8+1 947
?
?
?
5−1 979
?
?
?
?
?
?
7+3 1041
?
?
8+2 1062
?
?
?
8+3 1139
?
?
?
?
6−1 1152
?
?
?
?
?
?
5+6 1314
?
?
?
?
?
?
?
3−7 1438
?
?
9+2 1448
?
?
?
6−2 1597
?
?
?
10+1 1703
?
?
?
9+3 1862
?
?
11+1 1923
?
11+2 2148
?
?
?
10+2 2214
?
?
12+1 2318
?
?
?
11+3 2397
?
?
13+1 2600
?
10+3 2643
?
12+2 3021
?
Jπn Sn = 7872 keV, Sp = 5399 keV, ∆ = −85817.781 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–7296
43Tc
53[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93P, 97A, 99B]
7+1 0 4.28 d µ = 5.04 µn,
(HI,xnγ), (3He,d)4+
1 34 51.5 m B(M3→ 7+1 ) = 0.223 W.u.,
(HI,xnγ), (3He,d)3+
1 36 (HI,xnγ), (3He,d)5+
1 45 (HI,xnγ), (3He,d)6+
1 49 (HI,xnγ), (3He,d)2−
1 121 25.6 ns B(E1→ 3+1 ) = 1.40× 10−4 W.u., µ = −0.466 µn,
(HI,xnγ), (3He,d)5+
2 177 (HI,xnγ), (3He,d)3−
1 227 <0.35 ns B(M1→ 2+1 ) > 0.038 W.u.,
(HI,xnγ), (3He,d)4+
2 229 (HI,xnγ), (3He,d)3+
2 239 <0.35 ns B(M1→ 4+1 ) > 0.007 W.u.,
(HI,xnγ)3−
2 317 2.0 ns B(M1→ 2−1 ) = 0.00123 W.u.,
B(E1→ 3+1 ) = 8.2× 10−7 W.u.
(HI,xnγ)6+
2 319 (HI,xnγ)3−
3 322 (HI,xnγ)3−
4 353 <0.35 ns B(M1→ 3−1 ) > 0.0017 W.u.,
B(M1→ 2−1 ) > 0.0045 W.u.
(HI,xnγ), (3He,d)3+
3 445 (HI,xnγ)3+
4 458 (HI,xnγ)3+
5 493 (HI,xnγ), (3He,d)5+
3 506 (HI,xnγ), (3He,d)4+
3 530 (HI,xnγ)5+
4 542 (HI,xnγ)4−
1 552 (HI,xnγ)3+
6 564 (HI,xnγ)5+
5 566 (HI,xnγ)7+
2 575 (HI,xnγ)4+
4 586 (HI,xnγ)3−
5 620 (HI,xnγ)4+
5 623 (HI,xnγ), (3He,d)3−
6 627 (HI,xnγ)4−
2 647 (HI,xnγ)6+
3 721 (HI,xnγ)4−
3 733 (HI,xnγ)6+
4 753 (HI,xnγ), (3He,d)4−
4 789 (HI,xnγ)4−
5 794 (HI,xnγ)4−
6 801 (HI,xnγ), (3He,d)4+
6 815 (HI,xnγ), (3He,d)4−
7 867 (HI,xnγ), (3He,d)6+
5 886 (HI,xnγ)9+
1 927 (HI,xnγ), (3He,d)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]96
43Tc
534–73
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93P, 97A, 99B]
8+1 947 (M1/E2→ 7+
2 :δ = 0.11),(HI,xnγ)
5−1 979 (M1/E2→ 3−
2 :δ = −0.3),(HI,xnγ)
7+3 1041 (M1/E2→ 7+
1 :δ = −0.32),(HI,xnγ)
8+2 1062 (M1/E2→ 7+
2 :δ = 0.12),(HI,xnγ)
8+3 1139 (M1/E2→ 7+
1 :δ = −0.27),(HI,xnγ)
6−1 1152 (HI,xnγ)
5+6 1314 (HI,xnγ)
3−7 1438 (HI,xnγ)
9+2 1448 (HI,xnγ)
6−2 1597 (HI,xnγ), (3He,d)
10+1 1703 (HI,xnγ)
9+3 1862 (M1/E2→ 8+
1 :δ = 0.07),(HI,xnγ)
11+1 1923 (HI,xnγ)
11+2 2148 (HI,xnγ)
10+2 2214 (HI,xnγ)
12+1 2318 (M1/E2→ 11+
1 :δ = 0.07),(HI,xnγ)
11+3 2397 (M1/E2→ 10+
2 :δ = 0.11),(HI,xnγ)
13+1 2600 (HI,xnγ)
10+3 2643 (HI,xnγ)
12+2 3021 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
4–7497
43Tc
54[Ref. p. 4–165
9/2+1 0
1/2−1 97
?
7/2+1 216
?
5/2+1 324
?
?
3/2−1 580
?
5/2−1 657
?
?
?
13/2+1 773
?
5/2+2 785
?
?
?
7/2+2 855
?
?
?
3/2−2 947
?
?
?
?
7/2+3 970
?
?
?
?
?
3/2−3 1049
?
?
?
9/2+2 1310
?
?
1/2+1 1537
17/2+1 1655
?
Jπn Sn = 9474 keV, Sp = 5719 keV, ∆ = −87220.574 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]97
43Tc
544–75
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93A, 97A, 99B]
9/2+1 0 2.6 My (6Li,3nγ), (p,γ), (3He,d), (d,n), (p,nγ)
1/2−1 97 90.1 d B(M4→ 9/2+
1 ) = 12.5 W.u., (6Li,3nγ), (p,γ), (3He,d), (d,n), (p,n),(p,nγ)
7/2+1 216 69 ps B(M1/E2→ 9/2+
1 ) = 0.029/43 W.u., (δ = 0.27),log ft = 5.53 (EC from 5/2+), (6Li,3nγ), (p,γ), (3He,d), (d,n), (p,n),(p,nγ)
5/2+1 324 0.39 ns B(M1/E2→ 7/2+
1 ) = 0.00014/30 W.u., (δ = 1.6),B(E2→ 9/2+
1 ) = 14.6 W.u., log ft = 6.31 (EC from 5/2+),(6Li,3nγ), (3He,d), (d,n), (p,n), (p,nγ)
3/2−1 580 (M1/E2→ 1/2−
1 :δ = −0.6), log ft = 9.70 (EC from 5/2+),(3He,d), (d,n), (p,n), (p,nγ)
5/2−1 657 ≥0.76 ps B(E1→ 5/2+
1 ) ≤ 6.8× 10−5 W.u., B(E2→ 1/2−1 ) ≤ 500 W.u.,
log ft = 8.34 (EC from 5/2+),(6Li,3nγ), (p,γ), (3He,d), (d,n), (p,n), (p,nγ)
13/2+1 773 ≥0.35 ps B(E2→ 9/2+
1 ) ≤ 220 W.u., (6Li,3nγ), (p,nγ)5/2+
2 785 0.33 ps B(M1/E2→ 5/2+1 ) = 0.05/90 W.u., (δ = −0.6),
B(M1/E2→ 7/2+1 ) = 0.29/14 W.u., (δ = 0.128),
B(E2→ 9/2+1 ) = 15 W.u., log ft = 6.53 (EC from 5/2+),
(6Li,3nγ), (p,γ), (3He,d), (d,n), (p,n), (p,nγ)7/2+
2 855 ≥0.37 ps B(M1/E2→ 7/2+1 ) ≤ 0.0073/ ≤ 70 W.u., (δ = −2.3),
B(M1/E2→ 9/2+1 ) ≤ 0.077/ ≤ 20 W.u., (δ = 0.3),
log ft = 7.62 (EC from 5/2+), (6Li,3nγ), (p,γ), (p,n), (p,nγ)3/2−
2 947 0.22 ps B(M1→ 5/2−1 ) = 0.08 W.u., B(M1→ 3/2−
1 ) = 0.31 W.u.,B(E1→ 5/2+
1 ) � 0.0002 W.u., (p,γ), (3He,d), (d,n), (p,n), (p,nγ)7/2+
3 970 (M1/E2→ 7/2+1 :δ = −1.2), (M1/E2→ 5/2+
1 :δ = −2.2),log ft = 6.76 (EC from 5/2+), (6Li,3nγ), (p,γ), (p,n), (p,nγ)
3/2−3 1049 ≥0.21 ps (3He,d), (d,n), (p,n), (p,nγ)
9/2+2 1310 (M1/E2→ 9/2+
1 :δ = −0.63), (3He,d), (d,n), (p,nγ)1/2+
1 1537 (3He,d), (d,n)17/2+
1 1655 (6Li,3nγ)1/2+
2 1712 (3He,d), (d,n)1/2+
3 1847 (3He,d), (d,n)1/2+
4 2151 (3He,d), (d,n)1/2+
5 2264 (3He,d), (d,n)1/2+
6 2653 (3He,d), (d,n)1/2+
7 3145 (3He,d), (d,n)1/2+
8 3214 (3He,d), (d,n)5/2+
3 11050 (p,p′), (3He,d), (d,n)1/2+
9 11730 (p,p′)11/2−
1 12550 (3He,d), (d,n)
Landolt-BornsteinNew Series I/18B
4–7699
43Tc
56[Ref. p. 4–165
9/2+1 0
7/2+1 141
?
1/2−1 143
?
?
5/2+1 181
?
?
3/2−1 509
?
5/2−1 612
?
?
9/2+2 625
?
?
?
3/2−2 672
?
7/2+2 720
?
11/2+1 727
?
?
?
5/2+2 762
?
?
?
1/2+1 921
?
?
?
?
3/2−3 1004
?
?
?
3/2+1 1142
?
?
?
3/2+2 1172
?
9/2−1 1177
?
11/2+2 1330
?
1/2+2 1560
17/2+1 1585
13/2−1 1748
?
1/2+3 1911
1/2+4 2281
17/2−1 2330
?
?
19/2−1 2647
?
?
21/2−1 2785
?
?
Jπn Sn = 8967 keV, Sp = 6500.3 keV, ∆ = −87323.307 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]99
43Tc
564–77
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94P, 97A, 99B]
9/2+1 0 211.1 ky µ = 5.6847 µn, Q = −0.129 barn,
(6Li,3nγ), (p,p), (p,p′), (3He,d), (d,d′), Coul. ex.7/2+
1 141 0.19 ns B(M1/E2→ 9/2+1 ) = 0.037/30 W.u., (δ = 0.13), µ = 3.60 µn,
(6Li,3nγ), (3He,d), (d,d′), Coul. ex.1/2−
1 143 6.01 h B(E3→ 7/2+1 ) = 0.0255 W.u., B(M4→ 9/2+
1 ) = 7.6 W.u.,log ft = 7.104 (β− from 1/2+),(6Li,3nγ), (3He,d)
5/2+1 181 3.61 ns B(M1/E2→ 7/2+
1 ) = 0.0076/0.3 W.u., (δ = 0.01),B(E2→ 9/2+
1 ) = 14.3 W.u., µ = 3.291 µn,(6Li,3nγ), (3He,d), (d,d′), Coul. ex.
3/2−1 509 (6Li,3nγ), (3He,d), (d,d′)
5/2−1 612 (6Li,3nγ)
9/2+2 625 (M1/E2→ 9/2+
1 :δ < −1),(6Li,3nγ), (3He,d), (d,d′), Coul. ex.
3/2−2 672 (3He,d), (6Li,3nγ), (d,d′)
7/2+2 720 (6Li,3nγ), (3He,d)
11/2+1 727 1.8 ps B(M1/E2→ 9/2+
1 ) = 0.015/22 W.u., (δ = 0.9),B(E2→ 7/2+
1 ) = 23 W.u.,(6Li,3nγ), (d,d′), Coul. ex.
5/2+2 762 0.7 ps B(M1/E2→ 7/2+
1 ) = 0.10/9 W.u., (δ = 0.19),B(E2→ 9/2+
1 ) = 9 W.u.,(6Li,3nγ), Coul. ex. (d,d′)
1/2+1 921 log ft = 6.209 (β− from 1/2+),
(6Li,3nγ), (3He,d), (d,d′)3/2−
3 1004 log ft = 7.969 (β− from 1/2+)3/2+
1 1142 (M1/E2→ 5/2+2 :δ = 1.3), (3He,d)
3/2+2 1172 (M1/E2→ 5/2+
2 :δ = 0.5),log ft = 8.91 (β− from 1/2+)
9/2−1 1177 (6Li,3nγ)
11/2+2 1330 (6Li,3nγ)
1/2+2 1560 (3He,d)
17/2+1 1585 (6Li,3nγ)
13/2−1 1748 (6Li,3nγ)
1/2+3 1911 (3He,d)
1/2+4 2281 (3He,d)
17/2−1 2330 (6Li,3nγ)
19/2−1 2647 (6Li,3nγ)
21/2−1 2785 (6Li,3nγ)
1/2+5 3115 (3He,d)
Landolt-BornsteinNew Series I/18B
4–7896
44Ru
52[Ref. p. 4–165
0+1 0
2+1 833
?
4+1 1518
?
2+2 1931
?
0+2 2149
?
6+1 2150
?
2+3 2284
?
?
5−1 2588
?
6+2 2892
?
8+1 2950
?
3−1 3076
?
?
?
2+4 3261
?
?
?
?
7−1 3291
?
10+1 3817
?
Jπn Sn = 10694 keV, Sp = 7338 keV, ∆ = −86072.192 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93P, 97A, 99B]
0+1 0 stable (HI,xnγ), (p,p′γ), (α,α′), Coul. ex.
2+1 833 2.81 ps log ft � 6.2 (EC from 3+), Q = −0.13 barn, B(E2→ 0+
1 ) = 18 W.u.,(HI,xnγ), (p,p′γ), Coul. ex., (α,α′)
4+1 1518 6.9 ps log ft > 6.6 (EC from 3+), B(E2→ 2+
1 ) = 21 W.u., (HI,xnγ), (p,p′γ),(α,α′), Coul. ex.
2+2 1931 0.37 ps log ft = 5.9 (EC from 3+),
B(M1/E2→ 2+1 ) = 0.0015/33 W.u., (δ = −5.20), (p,p′γ), Coul. ex.
0+2 2149 0.46 ps B(E2→ 2+
1 ) = W.u., (p,p′γ)6+
1 2150 log ft = 6.3 (EC from (6)+), (HI,xnγ), (p,p′γ), (α,α′)2+
3 2284 log ft = 6.2 (EC from 3+), (M1/E2→ 2+1 :δ = 0.03), (p,p′γ)
5−1 2588 ≥2.8 ps log ft = 6.8 (EC from (6)+), (HI,xnγ), (p,p′γ)
6+2 2892 (HI,xnγ)
8+1 2950 (HI,xnγ)
3−1 3076 (p,p′γ)
2+4 3261 (p,p′γ)
7−1 3291 (HI,xnγ)
10+1 3817 (HI,xnγ)
9−1 3951 (HI,xnγ)
12+1 4418 (HI,xnγ)
10−1 4534 (HI,xnγ)
9−2 4798 (HI,xnγ)
14+1 5680 (HI,xnγ)
11−1 5750 (HI,xnγ)
12−1 6279 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]97
44Ru
534–79
5/2+1 0
3/2+1 189
?
7/2+1 422
?
3/2+2 528
?
?
3/2+3 771
?
?
7/2+2 840
?
?
1/2+1 908
?
?
11/2−1 1879
7/2+3 1932
?
?
?
?
7/2+4 2151
?
?
?
1/2+2 2173
3/2−1 2198
?
?
?
3/2−2 2246
?
?
?
?
1/2+3 2284
1/2+4 2506
3/2−3 2565
?
?
?
?
?
3/2−4 2648
?
?
?
?
1/2+5 2652
1/2+6 2702
7/2+5 2755
?
?
3/2−5 2930
?
?
?
7/2+6 2966
?
3/2−6 3265
?
?
?
?
3/2−7 3375
?
?
3/2−8 3459
?
?
Jπn Sn = 8111.5 keV, Sp = 7582 keV, ∆ = −86112.372 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–8097
44Ru
53[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93A, 97A, 99B]
5/2+1 0 2.9 d µ = (−)0.787 µn, (12C,3nγ), (7Li,3nγ), (α,nγ), (6Li,p2nγ), (α,2nγ),
(d,p)3/2+
1 189 0.23 ns B(M1/E2→ 5/2+1 ) = 0.0122/30 W.u., (δ = 0.30),
log ft = 6.4313 (EC from (1/2)−),(12C,3nγ), (α,nγ), (6Li,p2nγ), (α,2nγ), (d,p)
7/2+1 422 34.6 ps log ft = 5.18425 (EC from 9/2+),
(12C,3nγ), (7Li,3nγ), (α,nγ), (6Li,p2nγ), (α,2nγ), (d,p)3/2+
2 528 log ft > 6.9 (EC from (1/2)−),(α,nγ), (6Li,p2nγ), (d,p)
3/2+3 771 log ft = 6.61 (EC from (1/2)−),
(α,nγ), (6Li,p2nγ), (d,p)7/2+
2 840 log ft = 5.78 (EC from 9/2+),(α,nγ), (6Li,p2nγ), (α,2nγ)
1/2+1 908 log ft = 6.7713 (EC from (1/2)−),
(α,nγ), (6Li,p2nγ), (d,p)11/2−
1 1879 (7Li,3nγ), (α,nγ), (6Li,p2nγ), (α,2nγ), (d,p)7/2+
3 1932 log ft = 5.33 (EC from 9/2+),(α,nγ), (6Li,p2nγ)
7/2+4 2151 log ft = 5.3110 (EC from 9/2+)
1/2+2 2173 (d,p)
3/2−1 2198 log ft = 4.71 (EC from (1/2)−)
3/2−2 2246 log ft = 4.74 (EC from (1/2)−)
1/2+3 2284 (d,p)
1/2+4 2506 (d,p)
3/2−3 2565 log ft = 4.79 (EC from (1/2)−)
3/2−4 2648 log ft = 4.84 (EC from (1/2)−)
1/2+5 2652 (d,p)
1/2+6 2702 (d,p)
7/2+5 2755 log ft = 5.3810 (EC from 9/2+)
3/2−5 2930 log ft = 5.17 (EC from (1/2)−)
7/2+6 2966 log ft = 5.5014 (EC from 9/2+)
3/2−6 3265 log ft = 5.2919 (EC from (1/2)−)
3/2−7 3375 log ft = 4.4410 (EC from 9/2+)
3/2−8 3459 log ft = 5.0613 (EC from 9/2+)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]98
44Ru
544–81
0+1 0
2+1 652
?
0+2 1322
?
4+1 1398
?
2+2 1414
?
?
3+1 1797
?
?
?
3+2 2013
?
?
6+1 2223
4+2 2267
?
?
8+1 3126
?
Jπn Sn = 10183 keV, Sp = 8293 keV, ∆ = −88224.474 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98S2, 97A, 99B]
0+1 0 stable (36S,p2nγ), (3He,2nγ), (α,4nγ), (3He,n), (p,p′), (p,p′γ), Coul. ex.,
(�p,t), (p,t)2+
1 652 6.42 ps B(E2→ 0+1 ) = 27.8 W.u., log ft = 5.41 (EC from (2)+),
µ = 0.8 µn, Q = (−0.2 or − 0.01) barn,(36S,p2nγ), (3He,2nγ), (α,4nγ), (p,p′), (p,p′γ), Coul. ex., (�p,t), (p,t)
0+2 1322 (3He,2nγ), (α,4nγ), (3He,n), (p,p′), (p,p′γ)
4+1 1398 2.3 ps B(E2→ 2+
1 ) = 40 W.u., log ft = 14.02 (β− from (6)+),log ft > 4.6 (EC from (5)+), (36S,p2nγ), (3He,2nγ), (α,4nγ), (p,p′),(p,p′γ), Coul. ex., (�p,t), (p,t)
2+2 1414 1.2 ps B(E2/M3→ 2+
1 ) = 0.00016/45 W.u., (δ = 13.0),B(E2→ 0+
1 ) = 1.0 W.u., log ft = 6.56 (EC from (2)+),(3He,2nγ), (α,4nγ), (p,p′), (p,p′γ), Coul. ex., (�p,t), (p,t)
3+1 1797 (M1/E2→ 2+
2 :δ = 0.40), (M1/E2→ 2+1 :δ < −0.20),
(3He,2nγ), (α,4nγ), (p,p′), (p,p′γ)3+
2 2013 (E2/M3→ 2+2 :δ = 2.80), (3He,2nγ), (α,4nγ), (p,p′), (p,p′γ)
6+1 2223 (36S,p2nγ), (3He,2nγ), (α,4nγ)
4+2 2267 (E2/M3→ 3+
2 :δ = 3.5), (M1/E2→ 3+1 :δ = −0.8),
(3He,2nγ), (α,4nγ)8+
1 3126 (36S,p2nγ), (3He,2nγ), (α,4nγ)
Landolt-BornsteinNew Series I/18B
4–8299
44Ru
55[Ref. p. 4–165
5/2+1 0
3/2+1 90
?
7/2+1 341
?
?
7/2+2 618
?
?
?
9/2+1 720
?
?
?
11/2+1 1049
?
?
?
11/2−1 1070
?
?
5/2+2 1201
?
?
7/2+3 1261
?
?
?
?
9/2+2 1278
?
?
?
?
7/2−1 1291
?
11/2+2 1320
?
?
?
13/2+1 1497
?
?
?
9/2+3 1499
?
?
?
15/2−1 1572
?
7/2+4 1685
?
9/2−1 1718
?
13/2−1 1862
?
11/2−2 1945
?
13/2+2 1966
?
15/2+1 2021
?
19/2−1 2269
?
17/2+1 2401
?
23/2−1 3201
?
Jπn Sn = 7464 keV, Sp = 8478 keV, ∆ = −87616.958 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]99
44Ru
554–83
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94P, 97A, 99B]
5/2+1 0 stable log ft = 12.32 (β− from 9/2+), log ft = 9.39 (β− from 1/2−),
log1u ft > 11.6 (β+ from 1/2−), µ = −0.641 µn, Q = 0.79 barn,(11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ), Coul. ex., (34S,4p7nγ)
3/2+1 90 20.5 ns B(M1/E2→ 5/2+
1 ) = 0.000174/49.7 W.u., (δ = −1.56),log ft = 15.78 (β− from 9/2+), log ft = 8.66 (β− from 1/2−),log ft = 8.2 (β+ from 1/2−), µ = 0.284 µn,Q = 0.231 barn,(α,nγ), (3He,2nγ), (α,3nγ), Coul. ex.
7/2+1 341 B(M1/E2→ 5/2+
1 ) = /0.58 W.u., (δ = −0.02),log ft = 5.19 (β+ from 9/2+), (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ),Coul. ex., (34S,4p7nγ)
7/2+2 618 0.7 ps B(M1/E2→ 5/2+
1 ) = 0.014/3.6 W.u., (δ = −0.32),log ft = 5.68 (β+ from 9/2+), (α,nγ), Coul. ex., (3He,2nγ),(11B,p2nγ), (α,3nγ)
9/2+1 720 2.25 ps B(M1/E2→ 7/2+
1 ) = 0.0025/ < 3.3 W.u., (δ = 0.30),B(E2→ 5/2+
1 ) = 28 W.u., log ft = 6.83 (β+ from 9/2+),(11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ), Coul. ex., (34S,4p7nγ)
11/2+1 1049 4.6 ps B(M1/E2→ 9/2+
1 ) = 0.011/2.7 W.u., (δ = 0.17),B(E2→ 7/2+
1 ) = 22 W.u., log ft = 7.76 (β+ from 9/2+),(11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ), (34S,4p7nγ)
11/2−1 1070 2.8 ns B(E1/M2→ 9/2+
1 ) = 2.42× 10−6/ W.u., (δ = −0.15),B(M2→ 7/2+
1 ) = 0.139 W.u., (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ),(34S,4p7nγ)
5/2+2 1201 (M1/E2→ 7/2+
1 : δ = −2.40), (M1/E2→ 5/2+1 : δ = −0.90),
(α,nγ), (3He,2nγ)7/2+
3 1261 (M1/E2→ 5/2+1 : δ = −0.07), (α,nγ), (3He,2nγ)
9/2+2 1278 (M1/E2→ 7/2+
1 : δ = −0.23), log ft = 5.79 (β+ from 9/2+), (α,nγ),(3He,2nγ)
7/2−1 1291 (3He,2nγ)
11/2+2 1320 2.5 ps B(M1/E2→ 9/2+
1 ) = 0.006/11 W.u., (δ = 0.80),B(E2→ 7/2+
2 ) = 33 W.u., (α,nγ), (3He,2nγ)13/2+
1 1497 0.6 ps B(E2→ 9/2+1 ) = 114 W.u., (α,nγ), (11B,p2nγ), (3He,2nγ), (α,3nγ),
(34S,4p7nγ)9/2+
3 1499 0.25 ps B(M1/E2→ 7/2+1 ) = 0.00024/17 W.u., (δ = −10.00),
B(E2→ 5/2+1 ) = 1.8 W.u., log ft = 6.38 (β+ from 9/2+), (α,nγ),
(3He,2nγ)15/2−
1 1572 (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ), (34S,4p7nγ)7/2+
4 1685 (M1/E2→ 9/2+1 : δ = −0.45), (3He,2nγ)
9/2−1 1718 (M1/E2→ 11/2−
1 : δ = 0.30), (α,nγ), (3He,2nγ)13/2−
1 1862 0.49 ps B(M1/E2→ 11/2−1 ) = 0.09/ < 11 W.u., (δ = 0.18), (α,nγ), (3He,2nγ)
11/2−2 1945 (M1/E2→ 11/2−
1 : δ = 1.37), (α,nγ), (3He,2nγ)13/2+
2 1966 (M1/E2→ 11/2+1 : δ = 0.39), (3He,2nγ)
15/2+1 2021 0.35 ps B(E2→ 11/2+
1 ) = 70 W.u., (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ),(34S,4p7nγ)
19/2−1 2269 (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ), (34S,4p7nγ)
17/2+1 2401 0.63 ps B(E2→ 13/2+
1 ) = 55 W.u., (11B,p2nγ), (α,nγ), (3He,2nγ), (α,3nγ),(34S,4p7nγ)
23/2−1 3201 (α,3nγ), (34S,4p7nγ)
Landolt-BornsteinNew Series I/18B
4–84100
44Ru
56[Ref. p. 4–165
0+1 0
2+1 540
?
0+2 1130
?
4+1 1226
?
2+2 1362
?
?
0+3 1741
?
?
2+3 1865
?
?
?
?
?
6+1 2076
?
3−1 2167
?
?
?
?
?
2−1 2469
?
?
?
?
?
5−1 2528
?
2−2 2916
?
?
?
?
?
7−1 2953
?
?
6−1 2965
?
?
8+1 3062
?
7−2 3140
?
?
?
8−1 3356
?
?
?
9−1 3505
?
?
?
?
10+1 4085
?
Jπn Sn = 9673.44 keV, Sp = 9184.5 keV, ∆ = −89218.795 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]100
44Ru
564–85
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97S, 97A, 99B]
0+1 0 stable log ft = 4.6 (β− from 1+), log ft = 8.54 (EC from 1−),
(3He,d), (n,γ), (34S,2α2nγ), (α,4nγ), (α,2nγ), (α,α′), Coul. ex., (p,d),(p,t), (p,α), (n,n′γ), (n,n′), (p,p′), (d,p)
2+1 540 12.53 ps B(E2→ 0+
1 ) = 35.8 W.u., log ft = 6.5 (β− from 1+),log ft = 8.39 (EC from 1−), µ = 0.96 µn, Q = (−0.43 or −0.20) barn,(3He,d), (n,γ), (34S,2α2nγ), (α,4nγ), (α,2nγ), (α,α′), Coul. ex., (p,d),(p,t), (p,α), (n,n′γ), (n,n′), (p,p′), (d,p)
0+2 1130 8.2 ps B(E2→ 2+
1 ) = 35 W.u., log ft = 5.01 (β− from 1+),log ft = 8.66 (EC from 1−), (3He,d), (n,γ), (α,4nγ), (α,2nγ),Coul. ex., (p,d), (p,t), (p,α), (n,n′γ), (n,n′)
4+1 1226 2.6 ps B(E2→ 2+
1 ) = 52 W.u., log ft � 5.8 (EC from (5)+),(3He,d), (n,γ), (34S,2α2nγ), (α,4nγ), (α,2nγ), (α,α′), Coul. ex., (p,d),(p,t), (n,n′γ), (n,n′)
2+2 1362 1.25 ps B(M1/E2→ 2+
1 ) = 0.0016/23 W.u., (δ = 3.7),B(E2→ 0+
1 ) = 1.47 W.u., log ft = 7.1 (β− from 1+),log ft = 8.48 (EC from 1−), (3He,d), (n,γ), (α,4nγ), (α,2nγ), (α,α′),Coul. ex., (p,d), (p,t), (p,α), (n,n′γ), (n,n′), (p,p′), (d,p)
0+3 1741 log ft = 6.3 (β− from 1+), log ft = 8.87 (EC from 1−),
(3He,d), (n,γ), (p,d), (p,t), (n,n′γ), (n,n′)2+
3 1865 log ft = 6.5 (β− from 1+), (3He,d), (n,γ), (α,4nγ), (α,2nγ), (p,t)6+
1 2076 (3He,d), (n,γ), (34S,2α2nγ), (α,4nγ), (α,2nγ)3−
1 2167 30 ps B(E1→ 2+3 ) = 4.1× 10−5 W.u.,
B(E1→ 2+2 ) = 1.5× 10−7 W.u.,
B(E1→ 2+1 ) = 2.0× 10−6 W.u.,
B(E3→ 0+1 ) = 13 W.u.,
(n,γ), (α,4nγ), (α,2nγ), (α,α′), Coul. ex., (p,p′)2−
1 2469 (M1/E2→ 3−1 :δ = 1.2), log ft = 5.91 (EC from 1−), (n,γ)
5−1 2528 (E1/M2→ 4+
1 :δ = −0.07), (n,γ), (α,4nγ), (α,2nγ)2−
2 2916 log ft = 4.94 (EC from 1−), (n,γ)7−
1 2953 (α,4nγ), (α,2nγ),6−
1 2965 (M1/E2→ 5+1 :δ = 2.8), (E1/M2→ 6+
1 :δ = 0.4),(α,4nγ), (α,2nγ)
8+1 3062 (34S,2α2nγ), (α,4nγ), (α,2nγ), (3He,d)
7−2 3140 (α,4nγ), (α,2nγ)
8−1 3356 (M1/E2→ 7−
1 :δ = 1.7), (α,4nγ), (α,2nγ)9−
1 3505 (M1/E2→ 8−1 :δ = −1.5), (α,4nγ), (α,2nγ)
10+1 4085 (34S,2α2nγ), (α,4nγ), (α,2nγ)
Landolt-BornsteinNew Series I/18B
4–86101
44Ru
57[Ref. p. 4–165
5/2+1 0
3/2+1 127
?
7/2+1 307
?
?
5/2+2 311
?
?
1/2+1 325
?
?
3/2+2 422
?
?
?
?
?
11/2−1 528
?
3/2+3 535
7/2+2 545
?
?
?
?
1/2+2 624
?
?
9/2+1 720
?
?
?
?
9/2+2 929
?
?
?
?
15/2−1 958
?
3/2+4 973
11/2+1 1001
?
?
1/2+3 1098
1/2+4 1111
1/2+5 1227
1/2+6 1276
13/2+1 1501
?
5/2+3 1587
?
19/2−1 1622
?
1/2+7 1714
1/2+8 1758
11/2−2 1774
?
3/2+5 1843
1/2+9 1858
15/2+1 1862
?
3/2+6 1880
1/2+10 1936
3/2+7 1971
1/2+11 2057
17/2+1 2174
?
23/2−1 2473
?
19/2+1 2824
?
1/2+12 3228
27/2−1 3476
?
31/2−1 4614
?
35/2−1 5849
?
Jπn Sn = 6802.1 keV, Sp = 9222.2 keV, ∆ = −87949.584 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]101
44Ru
574–87
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98B1, 97A, 99B]
5/2+1 0 stable log ft = 8.8 (EC from 1/2−), µ = −0.7188 µn, Q = −0.457 barn,
Coul. ex., (d,p), (p,d), (d,t), (n,γ), (3He,2nγ), (α,3nγ), (α,nγ),(7Li,pxnγ)
3/2+1 127 0.655 ns B(M1/E2→ 5/2+
1 ) = 0.022/25 W.u., (δ = 0.148),log ft = 9.05 (EC from 1/2−), µ = −0.210 µn,(α,nγ), (3He,2nγ), (α,3nγ), (n,γ), (d,p), (p,d), (d,t), Coul. ex.
7/2+1 307 0.053 ns B(M1/E2→ 5/2+
1 ) = 0.014/ W.u., (δ = −0.10),B(E2→ 3/2+
1 ) = 14 W.u., log ft = 4.78 (β− from 9/2+),log ft = 5.02 (EC from 9/2+),(α,nγ), (3He,2nγ), (α,3nγ), (d,p), (p,d), Coul. ex.
5/2+2 311 ≤0.15 ns B(M1→ 5/2+
1 ) = 0.0007 W.u., log ft = 7.6 (β− from 9/2+),Coul. ex., (p,d), (3He,2nγ), (α,3nγ), (α,nγ)
1/2+1 325 0.20 ns B(M1/E2→ 3/2+
1 ) = 0.013/ W.u., (δ = 0.05),B(E2→ 5/2+
1 ) = 5 W.u.,Coul. ex., (p,d), (3He,2nγ), (α,3nγ), (α,nγ), (d,p), (d,t)
3/2+2 422 ≥1.4 ps Coul. ex., (d,p), (p,d), (d,t), (3He,2nγ), (α,3nγ), (α,nγ)
11/2−1 528 17.5 µs B(M2→ 7/2+
1 ) = 0.126 W.u.,(3He,2nγ), (α,3nγ), (α,nγ), (d,p), (p,d), (d,t)
3/2+3 535 (n,γ), (d,p), (p,d), (d,t)
7/2+2 545 1.5 ps B(M1→ 7/2+
1 ) = 0.043 W.u., B(M1→ 5/2+2 ) =0.043 W.u.,
B(M1/E2→ 5/2+1 ) = 0.04/120 W.u., (δ = −0.98),
log ft = 5.59 (β− from 9/2+), log ft = 5.37 (EC from 9/2+),(α,nγ), (3He,2nγ, (α,3nγ), Coul. ex., (7Li,pxnγ)
1/2+2 624 ≥1.4 ps (d,p), (p,d), (d,t), Coul. ex.
9/2+1 720 2.1 ps B(E2→ 5/2+
1 ) = 4.74 W.u.,Coul. ex., (α,nγ), (3He,2nγ), (α,3nγ), (p,d), (d,t), (7Li,pxnγ)
9/2+2 929 (M1/E2→ 7/2+
2 : δ = 1.20), (M1/E2→ 7/2+1 : δ = 0.94),
(α,nγ), (α,3nγ), Coul. ex.15/2−
1 958 (α,nγ), (3He,2nγ), (α,3nγ)3/2+
4 973 (n,γ), (d,p), (p,d), (d,t)11/2+
1 1001 (M1/E2→ 9/2+1 : δ = 1.50), log ft = 6.63 (β− from 9/2+),
(α,nγ), (3He,2nγ), (α,3nγ)1/2+
3 1098 (d,p)1/2+
4 1111 (d,p), (p,d), (d,t)1/2+
5 1227 (d,p)1/2+
6 1276 (p,d)13/2+
1 1501 0.59 ps (α,nγ), (3He,2nγ), (α,3nγ), (7Li,pxnγ)5/2+
3 1587 (α,nγ), (d,p), (p,d), (d,t)19/2−
1 1622 >1.2 ps (α,nγ), (3He,2nγ), (α,3nγ)1/2+
7 1714 (d,p), (d,t)1/2+
8 1758 (p,d), (d,t)11/2−
2 1774 2.4 ps (α,nγ), (α,3nγ)3/2+
5 1843 (n,γ), (d,p), (d,t)1/2+
9 1858 (d,p), (d,t)15/2+
1 1862 >1.7 ps (α,nγ), (3He,2nγ), (α,3nγ)3/2+
6 1880 (n,γ), (d,p), (p,d)1/2+
10 1936 (d,p)3/2+
7 1971 (n,γ), (d,p), (p,d), (d,t)1/2+
11 2057 (d,p)
Landolt-BornsteinNew Series I/18B
4–88101
44Ru
57[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98B1, 97A, 99B]
17/2+1 2174 >1.4 ps (α,3nγ), (7Li,pxnγ)
23/2−1 2473 (α,3nγ)
19/2+1 2824 (α,3nγ)
1/2+12 3228 (d,p)
27/2−1 3476 1.0 ps (α,3nγ)
31/2−1 4614 0.42 ps (α,3nγ)
35/2−1 5849 0.35 ps (α,3nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]102
44Ru
584–89
0+1 0
2+1 475
?
0+2 944
?
?
2+2 1103
?
?
4+1 1106
?
3+1 1522
?
?
?
2+3 1581
?
?
?
0+3 1837
?
?
?
6+1 1873
?
2+4 2037
?
?
?
?
3−1 2044
?
?
?
5+1 2219
?
?
?
5−1 2371
?
6−1 2649
?
?
8+1 2703
?
7−1 2704
?
?
9−1 3136
?
10+1 3431
?
11−1 3816
?
12+1 4052
?
14+1 4803
?
Jπn Sn = 9219.59 keV, Sp = 10051 keV, ∆ = −89097.851 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–90102
44Ru
58[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98D, 97A, 99B]
0+1 0 stable log ft = 4.78 (β− from 1+), log ft = 8.97 (EC from 1−, 2−),
Coul. ex., (d,p), (n,γ),(d,d′), (3He,n), (7Li,p4nγ), (7Li,d3nγ),(α,2nγ), (12C,10Be)
2+1 475 18.3 ps B(E2→ 0+
1 ) = 43.9 W.u.,log ft = 5.99 (β− from 1+),log ft = 8.52 (EC from 1−, 2−),µ = 0.71 µn, Q = −0.68 barn,Coul. ex., (d,p), (n,γ), (d,d′), (7Li,p4nγ),(α,2nγ), (3He,n), (7Li,d3nγ), (12C,10Be)
0+2 944 25 ps B(E2→ 2+
1 ) = 35 W.u.,log ft = 6.63 (β− from 1+),log ft = 9.32 (EC from 1−, 2−),Coul. ex., (n,γ)
2+2 1103 4.0 ps B(M1/E2→ 2+
1 ) = /27 W.u., (δ = −60),B(E2→ 0+
1 ) = 1.09 W.u.,log ft = 8.83 (EC from 1−, 2−),Coul. ex., (n,γ), (d,d′), (α,2nγ)
4+1 1106 3.0 ps B(E2→ 2+
1 ) = 66 W.u.,log ft = 10.6 (EC from 1−, 2−),Coul. ex., (n,γ), (d,d′), (7Li,p4nγ), (α,2nγ), (7Li,d3nγ)
3+1 1522 (M1/E2→ 4+
1 :δ = −7.2),(M1/E2→ 2+
1 :δ = −5.7),log ft = 10.0 (EC from 1−, 2−), (n,γ)
2+3 1581 (M1/E2→ 2+
1 :δ = 0.25),log ft = 5.87 (β− from 1+), (n,γ)
0+3 1837 log ft = 6.06 (β− from 1+),
log ft = 9.13 (EC from 1−, 2−), (n,γ)6+
1 1873 (n,γ), (7Li,p4nγ), (α,2nγ), (7Li,d3nγ)2+
4 2037 (M1/E2→ 2+1 :δ = −1.90),
log ft = 9.011 (EC from 1−, 2−), (n,γ)3−
1 2044 Coul. ex., (n,γ), (d,d′), (12C,10Be)5+
1 2219 (M1/E2→ 4+1 :δ = −1.10),
log ft = 6.26 (β− from (4, 5)),log ft = 6.21 (EC from 6(+)), (n,γ)
5−1 2371 (n,γ), (7Li,p4nγ), (α,2nγ), (7Li,d3nγ)
6−1 2649 (7Li,p4nγ), (α,2nγ), (7Li,d3nγ)
8+1 2703 (7Li,p4nγ), (α,2nγ), (7Li,d3nγ)
7−1 2704 (7Li,p4nγ), (7Li,d3nγ), (α,2nγ)
9−1 3136 (7Li,p4nγ), (7Li,d3nγ)
10+1 3431 (7Li,p4nγ), (7Li,d3nγ), (α,2nγ)
11−1 3816 (7Li,p4nγ), (7Li,d3nγ)
12+1 4052 (7Li,p4nγ), (7Li,d3nγ), (α,2nγ)
14+1 4803 (7Li,p4nγ), (7Li,d3nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]103
44Ru
594–91
3/2+1 0
5/2+1 3
?
5/2+2 136
?
?
1/2+1 174
?
?
7/2+1 214
?
?
?
11/2−1 238
?
3/2+2 346
?
?
?
?
7/2+2 404
?
?
?
1/2+2 432
?
?
15/2−1 654
?
1/2+3 737
?
?
?
?
1/2+4 1107
?
Jπn Sn = 6232.41 keV, Sp = 9976 keV, ∆ = −87258.919 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93B1, 97A, 99B]
3/2+1 0 39.26 d log ft = 5.2311 (β− from 5/2+), µ = 0.2000 µn, Q = 0.62 barn,
(d,p), (n,γ), (α,nγ), (7Li,pnγ)5/2+
1 3 (p,d), (d,t), (n,γ), (α,nγ)5/2+
2 136 log ft = 5.66 (β− from 5/2+), (d,p), (p,d), (d,t), (n,γ), (α,nγ)1/2+
1 174 (d,p), (p,d), (d,t), (n,γ), (α,nγ)7/2+
1 214 <15 ns log ft = 6.21 (β− from 5/2+), (d,p), (p,d), (d,t), (n,γ), (α,nγ),(7Li,pnγ)
11/2−1 238 1.69 ms B(M2→ 7/2+
1 ) = 0.12 W.u., (d,p), (p,d), (d,t), (α,nγ), (7Li,pnγ)3/2+
2 346 log ft = 7.6 (β− from 5/2+), (d,p), (p,d), (d,t), (n,γ), (α,nγ)7/2+
2 404 (E2/M1→ 3/2+1 :δ = −1.1), (E2/M1→ 5/2+
2 :δ = −1.1),log ft = 6.8916 (β− from 5/2+), (n,γ), (α,nγ)
1/2+2 432 log ft = 7.6812 (β− from 5/2+), (d,p), (p,d), (d,t), (n,γ), (α,nγ)
15/2−1 654 (α,nγ), (7Li,pnγ)
1/2+3 737 (d,p), (p,d), (d,t), (n,γ)
1/2+4 1107 (d,p), (n,γ)
13/2+1 1200 (α,nγ)
11/2+1 1314 (α,nγ)
19/2+1 2132 (α,nγ), (7Li,pnγ)
Landolt-BornsteinNew Series I/18B
4–92104
44Ru
60[Ref. p. 4–165
0+1 0
2+1 358
?
4+1 889
?
2+2 893
?
?
0+2 988
?
3+1 1242
?
?
?
6+1 1556
3−1 1970
2+3 2035
?
?
2+4 2285
?
?
3−2 2482
?
?
?
?
Jπn Sn = 8904 keV, Sp = 10781 keV, ∆ = −88091.239 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91B2, 97A, 99B]
0+1 0 stable log ft = 4.32 (EC from 1+), (π−,π−x), Coul. ex., (d,d′), (HI,xnγ)
2+1 358 56.4 ps B(E2→ 0+
1 ) = 60 W.u., log ft = 8.1 (β− from (3+)),log ft = 5.42 (EC from 1+), µ = 0.82 µn, Q = −0.70 barn,Coul. ex., (d,d′), (HI,xnγ)
4+1 889 5.6 ps B(E2→ 2+
1 ) = 71 W.u., log ft = 8.34 (β− from (3+)),Coul. ex., (d,d′), (HI,xnγ)
2+2 893 5.0 ps B(M1/E2→ 2+
1 ) = 1.5×−4 /38 W.u., (δ = −9.0),B(E2→ 0+
1 ) = 2.1 W.u., log ft = 8.14 (β− from (3+)),Coul. ex., (d,d′)
0+2 988 7.9 ps B(E2→ 2+
1 ) = 25 W.u., Coul. ex.3+
1 1242 (M1/E2→ 2+1 :δ = 3.2), log ft = 8.18 (β− from (3+))
6+1 1556 (HI,xnγ)
3−1 1970 log ft = 8.02 (β− from (3+)), Coul. ex., (d,d′)
2+3 2035 log ft = 7.62 (β− from (3+)), (d,d′)
2+4 2285 log ft = 8.20 (β− from (3+)), (d,d′)
3−2 2482 log ft = 7.86 (β− from (3+)), (d,d′)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]106
44Ru
524–93
0+1 0
2+1 270
?
2+2 792
?
?
0+2 991
?
?
2+3 1392
?
?
?
Jπn Sn = 8465 keV, Sp = 11320 keV, ∆ = −86324.412 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94D, 97A, 99B]
0+1 0 373.59 d (t,p), (t,pγ), (18O,16Oγ)
2+1 270 log ft = 7.13 (β− from (1, 2)),
(t,p), (t,pγ), (18O,16Oγ)2+
2 792 (M1/E2→ 2+1 :δ = 7.1),
log ft = 7.24 (β− from (1, 2)),(18O,16Oγ), (t,p)
0+2 991 log ft = 7.6510 (β− from (1, 2)),
(t,p), (t,pγ)2+
3 1392 (M1/E2→ 2+1 :δ = 0.24),
log ft = 7.5510 (β− from (1, 2)),
Landolt-BornsteinNew Series I/18B
4–9499
45Rh
54[Ref. p. 4–165
1/2−1 0
9/2+1 64
5/2−1 427
?
13/2+1 842
?
9/2−1 979
?
13/2−1 1659
?
?
17/2+1 1702
?
19/2+1 2195
?
17/2−1 2299
?
21/2+1 2593
?
?
21/2+2 3015
?
21/2−1 3111
?
23/2+1 3149
?
25/2+1 3586
?
27/2+1 4263
?
31/2+1 5319
?
Jπn Sn = 10419 keV, Sp = 4580 keV, ∆ = −85574.384 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94P, 97A, 99B]
1/2−1 0 16.1 d (12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (p,nγ), (p,p)
9/2+1 64 4.7 h µ = 5.668 µn,
(12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (p,nγ)5/2−
1 427 (6Li,3nγ), (p,nγ)13/2+
1 842 2.6 ps B(E2→ 9/2+1 ) = 28 W.u.,
(12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (p,nγ),(16O,α2nγ)
9/2−1 979 (6Li,3nγ), (p,nγ), (16O,α2nγ)
13/2−1 1659 (6Li,3nγ), (16O,α2nγ)
17/2+1 1702 <3.3 ps B(E2→ 13/2+
1 ) > 13 W.u.,(12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (16O,α2nγ)
19/2+1 2195 6.3 ps B(M1→ 17/2+
1 ) = 0.029 W.u.,(12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (16O,α2nγ)
17/2−1 2299 (6Li,3nγ), (16O,α2nγ)
21/2+1 2593 <3.6 ps B(M1→ 19/2+
1 ) > 0.043 W.u.,B(E2→ 17/2+
1 ) > 5.7 W.u.,(12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ)
21/2+2 3015 (16O,α2nγ)
21/2−1 3111 (6Li,3nγ), (16O,α2nγ)
23/2+1 3149 (12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (6Li,3nγ), (16O,α2nγ)
25/2+1 3586 (12C,p3nγ), (32S,3pγ), (16O,α2nγ)
27/2+1 4263 (12C,p2nγ), (11B,3nγ), (12C,p3nγ), (32S,3pγ), (16O,α2nγ)
31/2+1 5319 (6Li,3nγ), (16O,α2nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]101
45Rh
564–95
1/2−1 0
9/2+1 157
?
7/2+1 182
?
5/2−1 355
?
11/2+1 748
?
?
?
7/2+2 748
?
?
?
13/2+1 893
?
?
9/2−1 899
?
7/2+3 1359
?
?
?
Jπn Sn = 9890 keV, Sp = 5478 keV, ∆ = −87408.099 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98B1, 97A, 99B]
1/2−1 0 3.3 y (12C,4npγ), (p,2nγ), (6Li,3nγ), (p,t) (p,nγ)
9/2+1 157 4.34 d B(M4→ 1/2−
1 ) = 2.4 W.u., µ = 5.475 µn,(12C,4npγ), (p,2nγ), (6Li,3nγ), (p,t), (p,nγ)
7/2+1 182 1.91 ns B(M1/E2→ 9/2+
1 ) = 0.033/ W.u., (δ = 0.020),(12C,4npγ), (p,2nγ), (6Li,3nγ), (p,nγ)
5/2−1 355 (12C,4npγ), (p,2nγ), (6Li,3nγ), (p,t), (p,nγ)
11/2+1 747.77 (6Li,3nγ)
7/2+2 747.8 ≤0.2 ns (M1/E2→ 9/2+
1 :δ = 0.68), (12C,4npγ), (p,2nγ), (6Li,3nγ), (p,nγ)13/2+
1 893 (12C,4npγ), (p,2nγ), (6Li,3nγ), (p,nγ)9/2−
1 899 (12C,4npγ), (p,2nγ), (6Li,3nγ), (p,t), (p,nγ)7/2+
3 1359 log ft = 5.9 (EC from 5/2+), (p,nγ)1/2−
2 1531 (p,t)1/2−
3 1997 (p,t)
Landolt-BornsteinNew Series I/18B
4–96103
45Rh
58[Ref. p. 4–165
1/2−1 0
7/2+1 40
?
9/2+1 93
?
3/2−1 295
?
5/2−1 357
?
?
?
5/2+1 537
?
?
?
5/2+2 650
?
?
?
?
11/2+1 658
?
1/2−2 803
?
?
?
13/2+1 821
?
?
7/2−1 848
?
?
5/2−2 880
?
?
?
9/2−1 920
?
?
5/2−3 1107
?
?
3/2−2 1277
?
?
?
?
15/2+1 1525
?
?
13/2−1 1638
?
17/2+1 1717
?
?
17/2−1 2345
?
?
17/2−2 2419
?
Jπn Sn = 9295 keV, Sp = 6216.2 keV, ∆ = −88022.274 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]103
45Rh
584–97
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93B1, 97A, 99B]
1/2−1 0 stable log ft = 9.53 (β− from 3/2+), µ = 0.0884 µn,
(12C,p2nγ), (6Li,3nγ), (7Li,4nγ), (p,p′), (p,p′γ), (d,d′), (n,n′),(n,n′γ), Coul. ex.
7/2+1 40 56.114 m B(E3→ 1/2−
1 ) = 0.00249 W.u.,log ft = 5.85 (EC from 5/2+), µ = 4.54 µn,(6Li,3nγ), (7Li,4nγ), (p,p′), (p,p′γ), (n,n′), (n,n′γ)
9/2+1 93 1.11 ns B(M1→ 7/2+
1 ) = 0.043 W.u., µ = 4.9 µn,(6Li,3nγ), (7Li,4nγ), (p,p′), (n,n′γ)
3/2−1 295 6.7 ps B(M1/E2→ 1/2−
1 ) = 0.12/36 W.u., (δ = −0.17),log ft = 9.35 (β− from 3/2+), log ft = 10.6 (EC from 5/2+),(6Li,3nγ), (7Li,4nγ), (p,p′), (n,n′γ), (p,p′γ), Coul. ex.
5/2−1 357 74 ps B(E1→ 7/2+
1 ) = 7.9× 10−8 W.u., B(E2→ 1/2−1 ) = 44 W.u.,
log ft = 10.68 (β− from 3/2+), log ft = 8.62 (EC from 5/2+),µ = 1.09 µn, Q = −0.41 barn, (6Li,3nγ), (7Li,4nγ), (p,p′), (n,n′γ),(p,p′γ), (12C,p2nγ), Coul. ex., (d,d′)
5/2+1 537 39 ps B(E1→ 3/2−
1 ) = 9.0× 10−8 W.u., B(E2→ 9/2+1 ) = 0.107 W.u.,
B(M1/E2→ 7/2+1 ) = 0.004/2.0 W.u., (δ = −0.368),
log ft = 5.74 (β− from 3/2+), log ft = 7.3 (EC from 5/2+),(6Li,3nγ), (7Li,4nγ), (p,p′), (n,n′γ)
5/2+2 650 ≤0.1 ns (M1/E2→ 7/2+
1 :δ = 0.09),(p,p′), (p,p′γ), (n,n′γ)
11/2+1 658 (M1/E2→ 9/2+
1 :δ = 0.15),(6Li,3nγ), (7Li,4nγ), (p,p′γ)
1/2−2 803 0.120 ps B(M1→ 1/2−
1 ) = 0.263 W.u.,(p,p′), (n,n′γ), Coul. ex.
13/2+1 821 (6Li,3nγ), (7Li,4nγ)
7/2−1 848 1.9 ps B(E2→ 3/2−
1 ) = 34 W.u., µ = 2.0 µn,(6Li,3nγ), (7Li,4nγ), (n,n′γ), (p,p′), Coul. ex.
5/2−2 880 2.2 ps B(M1/E2→ 5/2−
1 ) = 0.02/4 W.u., (δ = −0.25),B(M1/E2→ 3/2−
1 ) = 0.014/2.7 W.u., (δ = −0.27),(p,p′), (p,p′γ), (d,d′), (n,n′γ), Coul. ex.
9/2−1 920 5.6 ps B(E2→ 5/2−
1 ) = 46 W.u.,(M1/E2→ 7/2−
1 :δ = −2.6), µ = 2.8 µn,(12C,p2nγ), (6Li,3nγ), (7Li,4nγ), (p,p′), (n,n′γ), Coul. ex.
5/2−3 1107 (M1/E2→ 5/2−
1 :δ = −0.80),(p,p′), (n,n′γ), Coul. ex.
3/2−2 1277 0.60 ps (M1/E2→ 1/2−
1 :δ = −0.60),(p,p′), (p,p′γ), (n,n′γ), Coul. ex., (γ,γ′)
15/2+1 1525 (M1/E2→ 13/2+
1 :δ = 0.10),(6Li,3nγ), (7Li,4nγ)
13/2−1 1638 (12C,p2nγ), (6Li,3nγ), (7Li,4nγ)
17/2+1 1717 (6Li,3nγ), (7Li,4nγ)
17/2−1 2345 (12C,p2nγ), (6Li,3nγ), (7Li,4nγ)
17/2−2 2419 (6Li,3nγ), (7Li,4nγ)
Landolt-BornsteinNew Series I/18B
4–98105
45Rh
60[Ref. p. 4–165
7/2+1 0
1/2−1 130
?
9/2+1 149
?
3/2−1 393
?
5/2−1 456
?
?
3/2+1 469
?
?
5/2+1 499
?
?
7/2+2 639
?
?
?
5/2+2 724
?
?
?
?
3/2−2 762
?
?
1/2+1 786
?
?
?
?
3/2+2 806
?
?
?
?
?
?
9/2+2 830
5/2−2 866
7/2−1 898
5/2+3 969
?
?
?
?
?
?
?
?
?
?
1/2−2 1297
3/2+3 1345
?
?
?
?
?
?
?
?
3/2+4 1377
?
?
?
?
?
?
?
?
Jπn Sn = 8970 keV, Sp = 7044 keV, ∆ = −87846.909 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]105
45Rh
604–99
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93D, 97A, 99B]
7/2+1 0 35.36 h µ = 4.452 µn, (t,p), (p,α), (t,α), (3He,d)
1/2−1 130 45 s B(E3→ 7/2+
1 ) = 0.0133 W.u.,log ft = 8.1322 (β− from 3/2+),(t,p), (p,α), (t,α), (3He,d)
9/2+1 149 ≤ 0.3 ns B(M1/E2→ 7/2+
1 ) > 0.017/ > 75 W.u., (δ = 0.34),(p,α), (t,α), (3He,d)
3/2−1 393 (M1/E2→ 1/2−
1 :δ = −0.16),log ft = 8.6 (β− from 3/2+),(t,p), (p,α), (t,α), (3He,d)
5/2−1 456 B(E2→ 1/2−
1 ) > 2.1 W.u.,(t,p), (p,α), (t,α), (3He,d)
3/2+1 469 ≤0.4 ns (t,p), (t,α), (3He,d)
5/2+1 499 log ft = 8.4 (β− from 3/2+),
(p,α), (t,α), (3He,d)7/2+
2 639 (M1/E2→ 9/2+1 :δ = 0.25),
(β− from 3/2+)5/2+
2 724 ≤0.2 ns B(M1/E2→ 5/2+1 ) > 1.2× 10−5/ > 0.21 W.u.,
B(M1/E2→ 3/2+1 ) > 4.5× 10−6/ > 0.061 W.u.,
B(E2→ 9/2+1 ) > 0.027 W.u.,
B(M1/E2→ 7/2+1 ) > 0.00028/ > 0.0012 W.u., (δ = −0.12),
log ft = 6.175 (β− from 3/2+),(p,α), (t,α), (3He,d)
3/2−2 762 log ft = 8.50 (β− from 3/2+),
(t,p), (t,α), (3He,d)1/2+
1 786 ≤0.4 ns B(M1/E2→ 3/2+1 ) > 0.0011/ > 0.34 W.u., (δ = −0.20),
B(E2→ 5/2+1 ) ≥ 0.042 W.u.,
B(E1→ 3/2−1 ) > 2.7× 10−6 W.u.,
(3He,d)3/2+
2 806 ≤0.2 ns B(E1→ 5/2−1 ) > 1.9× 10−6 W.u.,
B(E1→ 3/2−1 ) > 2.5× 10−6 W.u.,
B(E1→ 1/2−1 ) > 4.0× 10−6 W.u.,
log ft = 6.46415 (β− from 3/2+),(3He,d)
9/2+2 830 (t,p), (t,α)
5/2−2 866 (t,p), (p,α), (t,α), (3He,d)
7/2−1 898 (t,p), (p,α), (3He,d)
5/2+3 969 (E2/M1→ 3/2+
1 :δ = 0.7),(3He,d)
1/2−2 1297 (t,p), (t,α)
3/2+3 1345 (M1/E2→ 3/2+
1 :δ = 1.3),(β− from 3/2+)
3/2+4 1377 (β− from 3/2+)
3/2−3 1462 (t,p), (t,α)
3/2+5 6640 (p,p)
1/2+2 6775 (p,p)
Landolt-BornsteinNew Series I/18B
4–100100
46Pd
54[Ref. p. 4–165
0+1 0
2+1 666
?
4+1 1416
?
6+1 2189
?
8+1 2988
?
8−1 3178
?
?
10+1 3869
?
Jπn Sn = 11111 keV, Sp = 6942 keV, ∆ = −85227.407 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97S, 97A, 99B]
0+1 0 3.63 d (12C,3nγ), (37Cl,p2nγ)
2+1 666 log ft > 6.1 (EC from (2)+)
(12C,3nγ), (37Cl,p2nγ)4+
1 1416 (12C,3nγ), (37Cl,p2nγ)6+
1 2189 log ft = 6.1 (EC from (5)+)(12C,3nγ), (37Cl,p2nγ)
8+1 2988 (12C,3nγ), (37Cl,p2nγ)
8−1 3178 0.9 ns (12C,3nγ), (37Cl,p2nγ)
10+1 3869 (12C,3nγ), (37Cl,p2nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]102
46Pd
564–101
0+1 0
2+1 556
?
4+1 1276
?
2+2 1534
?
?
?
0+2 1593
?
?
?
0+3 1658
?
?
2+3 1944
?
?
?
6+1 2111
?
3+1 2112
?
4+2 2138
?
?
?
?
5−1 2474
?
?
6−1 2914
?
8+1 3013
?
7−1 3188
?
?
8+2 3340
?
?
7−2 3390
?
8−1 3671
?
?
9−1 3728
?
?
?
?
10+1 3993
?
10−1 4318
?
?
11−1 4433
?
?
12+1 5055
?
12−1 5094
?
?
13−1 5326
?
14−1 5985
?
?
14+1 6139
?
14+2 6180
?
15−1 6345
?
16−1 6988
?
?
16+1 7429
?
17−1 7461
?
18−1 8063
?
?
18+1 8707
?
19−1 8738
?
20−1 9214
?
20+1 9893
?
21−1 10178
?
20+2 10223
?
22−1 10540
?
22+1 11886
?
24−1 12025
?
24+1 13593
?
Jπn Sn = 10569 keV, Sp = 7807 keV, ∆ = −87925.833 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–102102
46Pd
56[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98D, 97A, 99B]
0+1 0 stable log ft = 9.56 (β− from (1−, 2−)), (α,nγ), (α,2nγ), Coul. ex., (p,p′γ),
(p,2nγ), (HI,xnγ)2+
1 556 11.5 ps B(E2→ 0+1 ) = 32.6 W.u., log ft = 9.52 (β− from (1−, 2−)),
log ft = 6.9 (EC from 2+), µ = 0.82 µn, Q = −0.20 barn,(α,nγ), (α,2nγ), Coul. ex., (p,p′γ), (p,2nγ), (HI,xnγ)
4+1 1276 2.04 ps B(E2→ 2+
1 ) = 50.9 W.u., log ft = 6.26 (EC from 5+),(α,nγ), (α,2nγ), Coul. ex., (p,p′γ), (p,2nγ), (HI,xnγ)
2+2 1534 0.65 ps B(M1/E2→ 2+
1 ) = 0.002/15 W.u., (δ = 2.8),B(E2→ 2+
1 ) = 4.2 W.u., log ft = 6.63 (EC from 2+),(α,nγ), (α,2nγ), Coul. ex., (p,p′γ), (HI,xnγ)
0+2 1593 14.5 ns Coul. ex., (p,p′γ), (p,2nγ)
0+3 1658 0.87 ps Coul. ex., (p,p′γ)
2+3 1944 1.9 ps B(M1/E2→ 2+
1 ) = 5× 10−5/1.6 W.u., (δ = 8.1), Coul. ex., (p,p′γ)6+
1 2111 log ft = 6.31 (EC from 5+), (α,nγ), (α,2nγ), (p,p′γ), (p,2nγ),(HI,xnγ)
3+1 2112 (M1/E2→ 2+
1 :δ = 15.0), (α,nγ), (α,2nγ), Coul. ex., (p,p′γ), (HI,xnγ)4+
2 2138 0.52 ps log ft = 5.94 (EC from 5+), (α,nγ), (α,2nγ), Coul. ex., (p,p′γ),(HI,xnγ)
5−1 2474 (E1/M2→ 4+
2 :δ = −0.06), (E1/M2→ 4+1 :δ = −0.04), (α,nγ), (α,2nγ),
(HI,xnγ)6−
1 2914 (M1/E2→ 5−1 :δ = 0.32), (α,nγ), (α,2nγ), (HI,xnγ)
8+1 3013 (α,nγ), (α,2nγ), (HI,xnγ)
7−1 3188 (M1/E2→ 6−
1 :δ = 0.20), (α,nγ), (α,2nγ), (HI,xnγ)8+
2 3340 (M1/E2→ 8+1 :δ = −0.27), (α,nγ), (α,2nγ), (HI,xnγ)
7−2 3390 (E1/M2→ 6+
1 :δ = −0.05), (HI,xnγ)8−
1 3671 (M1/E2→ 7−1 :δ = 1.5), (α,nγ), (α,2nγ), (HI,xnγ)
9−1 3728 (E1/M2→ 8+
2 :δ = −0.13), (E1/M2→ 8+1 :δ = −0.03), (HI,xnγ)
10+1 3993 (α,nγ), (α,2nγ), (HI,xnγ)
10−1 4318 (M1/E2→ 9−
1 :δ = 0.14), (HI,xnγ)11−
1 4433 (HI,xnγ)12+
1 5055 (HI,xnγ)12−
1 5094 (HI,xnγ)13−
1 5326 (HI,xnγ)14−
1 5985 (HI,xnγ)14+
1 6139 (HI,xnγ)14+
2 6180 (HI,xnγ)15−
1 6345 (HI,xnγ)16−
1 6988 (HI,xnγ)16+
1 7429 (HI,xnγ)17−
1 7461 (HI,xnγ)18−
1 8063 (HI,xnγ)18+
1 8707 (HI,xnγ)19−
1 8738 (HI,xnγ)20−
1 9214 (HI,xnγ)20+
1 9893 (HI,xnγ)21−
1 10178 (HI,xnγ)20+
2 10223 (HI,xnγ)22−
1 10540 (HI,xnγ)22+
1 11886 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]103
46Pd
574–103
5/2+1 0
3/2+1 119
?
7/2+1 244
?
?
5/2+2 267
?
?
7/2+2 532
?
?
?
5/2+3 699
?
?
?
?
?
9/2+1 717
?
?
?
?
1/2+1 727
?
?
11/2−1 784
?
?
9/2+2 900
?
?
?
?
?
11/2+1 904
?
?
15/2−1 1261
?
5/2+4 1277
?
?
13/2+1 1527
?
5/2+5 1581
?
?
1/2+2 1640
15/2+1 1777
?
1/2+3 1820
19/2−1 1975
?
19/2+1 2764
?
23/2−1 2822
?
27/2−1 3792
?
Jπn Sn = 7623.9 keV, Sp = 7940 keV, ∆ = −87479.193 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–104103
46Pd
57[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93B1, 97A, 99B]
5/2+1 0 16.991 d log ft = 5.8514 (EC from 7/2+),
(d,p), (p,nγ), (d,t),(3He,α), (HI,xnγ)3/2+
1 119 0.70 ns B(M1/E2→ 5/2+1 ) = 0.015/11.5 W.u., (δ = 0.09),
log ft ≥ 7.3 (EC from 7/2+),(d,p), (p,nγ), (HI,xnγ)
7/2+1 244 (M1/E2→ 5/2+
1 :δ = −0.085),log ft = 6.13 (EC from 7/2+),(d,p), (p,nγ), (d,t),(3He,α), (HI,xnγ)
5/2+2 267 (M1/E2→ 5/2+
1 :δ = −0.14),log ft = 5.25 (EC from 7/2+),(d,p), (p,nγ), (d,t),(3He,α), (HI,xnγ)
7/2+2 532 (M1/E2→ 7/2+
1 :δ = −0.17),(M1/E2→ 5/2+
1 :δ = −0.7),(p,nγ), (HI,xnγ)
5/2+3 699 log ft = 6.9810 (EC from 7/2+),
(d,p), (p,nγ), (d,t),(3He,α)9/2+
1 717 (M1/E2→ 7/2+2 :δ = −0.12),
log ft = 7.4519 (EC from 7/2+),(p,nγ), (HI,xnγ)
1/2+1 727 B(M1/E2→ 3/2+
1 ) = W.u.,log ft = 8.0 (EC from 7/2+),(d,p), (p,nγ), (d,t),(3He,α)
11/2−1 784 25 ns B(E1→ 9/2+
1 ) = 2.4× 10−5 W.u.,B(M2→ 7/2+
1 ) = 0.16 W.u., µ = 1.05 µn,(d,p), (p,nγ), (d,t),(3He,α), (HI,xnγ)
9/2+2 900 log ft = 6.77 (EC from 7/2+),
(p,nγ), (HI,xnγ)11/2+
1 904 (p,nγ), (HI,xnγ)15/2−
1 1261 B(E2→ 11/2−1 ) = W.u.,
(p,nγ), (HI,xnγ)5/2+
4 1277 45 fs B(M1/E2→ 3/2+1 ) = 0.057/8 W.u., (δ = 0.5),
(d,p), (p,nγ)13/2+
1 1527 (HI,xnγ)5/2+
5 1581 42 fs B(M1/E2→ 7/2+1 ) = 0.07/35 W.u., (δ = 0.98),
B(M1/E2→ 5/2+1 ) = 0.028/6 W.u., (δ = 0.8),
log ft = 7.06 (EC from 7/2+),(p,nγ), (d,t),(3He,α)
1/2+2 1640 (d,t),(3He,α)
15/2+1 1777 (HI,xnγ)
1/2+3 1820 (d,t),(3He,α)
19/2−1 1975 (HI,xnγ)
19/2+1 2764 (HI,xnγ)
23/2−1 2822 (HI,xnγ)
27/2−1 3792 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]104
46Pd
584–105
0+1 0
2+1 556
?
4+1 1324
?
0+2 1334
?
?
2+2 1342
?
?
0+3 1793
?
?
2+3 1794
?
?
?
3+1 1821
?
?
?
4+2 2082
?
?
?
0+4 2103
0+5 2139
?
4+3 2182
?
?
?
2+4 2245
?
?
6+1 2250
?
4+4 2265
?
?
?
?
?
4−1 2299
?
?
?
?
5−1 2491
?
?
?
?
2+5 2521
?
?
4+5 2570
?
4+6 2643
?
?
?
5−2 2668
?
4+7 2678
?
2+6 2695
?
4+8 2767
?
?
4+9 2775
?
?
4+10 2801
?
6−1 2901
?
?
?
?
7−1 2988
?
?
?
4+11 2994
?
?
?
4+12 3105
?
?
?
?
?
4+13 3137
?
?
?
8−1 3152
?
?
4+14 3158
?
?
?
?
8+1 3221
?
4+15 3281
?
?
?
4+16 3285
?
4+17 3362
9−1 3368
?
?
4+18 3474
?
?
4+19 3666
4+20 3738
10−1 3770
?
?
4+21 3787
4+22 3934
10+1 4023
?
11−1 4048
?
12+1 4635
?
12−1 4649
?
13−1 4963
?
14+1 5432
?
14−1 5681
?
15−1 6022
?
16+1 6358
?
18+1 7422?
Jπn Sn = 10014 keV, Sp = 8659 keV, ∆ = −89390.890 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–106104
46Pd
58[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91B2, 97A, 99B]
0+1 0 stable log ft = 4.55 (β− from 1+), Coul. ex., (d,t), (p,t), (p,α), (p,p′),
(p,p′γ), (n,n′γ), (α,4nγ), (13C,3nγ), (48Ca,6n2pγ)2+
1 556 9.9 ps B(E2→ 0+1 ) = 36 W.u., log ft = 5.8 (β− from 1+),
log ft = 5.82 (EC from 2+), µ = 0.92 µn, Q = −0.47 barn,Coul. ex., (d,t), (p,t), (p,α), (p,p′), (p,p′γ), (n,n′γ), (α,4nγ),(13C,3nγ), (48Ca,6n2pγ)
4+1 1324 1.5 ps B(E2→ 2+
1 ) = 49 W.u., log ft = 7.3 (β− from 4+, 5+),log ft = 6.8 (EC from 5+), Coul. ex., (d,t), (p,t), (p,p′), (p,p′γ),(n,n′γ), (α,4nγ), (13C,3nγ), (48Ca,6n2pγ),
0+2 1334 5.2 ps B(E2→ 2+
1 ) = 13.2 W.u., log ft = 7.36 (β− from 1+),(d,t), (p,t), (p,α), (p,p′), (p,p′γ), (n,n′γ)
2+2 1342 1.60 ps B(E2→ 2+
1 ) = 21.8 W.u., B(E2→ 0+1 ) = 1.2 W.u.,
log ft = 8.7 (β− from 1+), log ft = 6.86 (EC from 2+),Coul. ex., (d,t), (p,t), (p,p′), (p,p′γ), (n,n′γ), (α,4nγ), (13C,3nγ)
0+3 1793 <0.25 ps B(E2→ 2+
1 ) > 25 W.u., log ft = 5.5 (β− from 1+),Coul. ex., (d,t), (p,t), (p,α)
2+3 1794 <1.4 ps B(E2→ 0+
1 ) > 0.066 W.u., log ft = 6.3 (β− from 1+),Coul. ex., (d,t), (p,p′), (p,p′γ), (n,n′γ)
3+1 1821 (M1/E2→ 2+
1 :δ = 0.23), log ft = 7.31 (EC from 5+),log ft = 7.00 (EC from 2+), (d,t), (p,α), (p,p′γ), (n,n′γ), (α,4nγ),(13C,3nγ)
4+2 2082 1.2 ps B(E2→ 2+
2 ) = 25 W.u., (M1/E2→ 4+1 :δ = −0.84),
B(E2→ 2+1 ) = 0.6 W.u., log ft = 6.1 (β− from 4+, 5+),
log ft = 5.48 (EC from 5+), Coul. ex., (d,t), (p,t), (p,p′), (p,p′γ),(n,n′γ), (α,4nγ), (13C,3nγ)
0+4 2103 (p,p′)
0+5 2139 (p,t), (p,p′), (n,n′γ)
4+3 2182 (M1/E2→ 4+
1 :δ = 0.45), log ft = 6.2 (β− from 4+, 5+),log ft = 5.46 (EC from 5+), (d,t), (p,t), (p,p′), (p,p′γ), (n,n′γ),(13C,3nγ)
2+4 2245 log ft = 6.5 (EC from 2+), (d,t), (p,t), (p,p′), (n,n′γ)
6+1 2250 log ft = 6.5 (EC from 5+), (p,p′γ), (n,n′γ), (α,4nγ), (13C,3nγ),
(48Ca,6n2pγ)4+
4 2265 (M1/E2→ 4+1 :δ = −0.64), log ft = 5.8 (β− from 4+, 5+),
log ft = 5.05 (EC from 5+), (d,t), (p,p′), (p,p′γ), (n,n′γ), (13C,3nγ),(α,4nγ)
4−1 2299 (E1/M2→ 4+
1 :δ = 0.50), log ft = 7.01 (EC from 5+),log ft = 6.89 (EC from 2+), (n,n′γ), (13C,3nγ)
5−1 2491 (13C,3nγ)
2+5 2521 log ft = 6.95 (EC from 2+), (p,t), (p,p′), (n,n′γ)
4+5 2570 (d,t), (p,t), (p,p′), (p,p′γ), (n,n′γ)
4+6 2643 (d,t), (p,t), (p,p′), (n,n′γ)
5−2 2668 (E1/M2→ 4+
1 :δ = −0.06), (13C,3nγ)4+
7 2678 log ft = 7.61 (EC from 5+), (d,t)2+
6 2695 (d,t), (p,p′)4+
8 2767 log ft = 6.91 (EC from 5+), (p,t), (n,n′γ)4+
9 2775 (p,p′), (n,n′γ)4+
10 2801 log ft = 7.93 (EC from 5+), log ft = 7.32 (EC from 2+),(d,t), (p,t), (p,p′), (n,n′γ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]104
46Pd
584–107
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91B2, 97A, 99B]
6−1 2901 (M1/E2→ 5−
1 :δ = −0.02), (E1/M2→ 6+1 :δ = 0.18),
(13C,3nγ)7−
1 2988 (E1/M2→ 6+1 :δ = −0.04), (13C,3nγ)
4+11 2994 (d,t), (p,p′), (n,n′γ)
4+12 3105 log ft = 5.37 (EC from 5+), (d,t), (p,p′γ), (n,n′γ)
4+13 3137 (d,t), (p,p′), (n,n′γ)
8−1 3152 (13C,3nγ)
4+14 3158 (p,p′), (p,p′γ)
8+1 3221 (α,4nγ), (13C,3nγ), (48Ca,6n2pγ)
4+15 3281 (p,p′), (n,n′γ)
4+16 3285 (p,p′)
4+17 3362 (p,p′)
9−1 3368 (13C,3nγ)
4+18 3474 (p,p′)
4+19 3666 (p,p′)
4+20 3738 (p,p′)
10−1 3770 (M1/E2→ 9−
1 :δ = −1.0), (13C,3nγ)4+
21 3787 (p,p′)4+
22 3934 (p,p′)10+
1 4023 (13C,3nγ), (48Ca,6n2pγ)11−
1 4048 (13C,3nγ)12+
1 4635 (13C,3nγ), (48Ca,6n2pγ)12−
1 4649 (13C,3nγ)13−
1 4963 (13C,3nγ)14+
1 5432 (13C,3nγ), (48Ca,6n2pγ)14−
1 5681 (13C,3nγ)15−
1 6022 (13C,3nγ)16+
1 6358 (13C,3nγ), (48Ca,6n2pγ)18+
1 7422 (13C,3nγ), (48Ca,6n2pγ)
Landolt-BornsteinNew Series I/18B
4–108105
46Pd
59[Ref. p. 4–165
5/2+1 0
3/2+1 281
?
7/2+1 306
?
5/2+2 319
?
?
1/2+1 345
?
?
11/2−1 489
?
3/2+2 561
?
?
7/2−1 645
?
?
?
1/2+2 673
?
?
?
?
9/2+1 782
?
5/2+3 929
?
?
?
3/2−1 1088
?
?
?
?
?
?
?
Jπn Sn = 7094.1 keV, Sp = 8754 keV, ∆ = −88413.628 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93D, 97A, 99B]
5/2+1 0 stable log ft = 5.728 (β− from 7/2+), log1u ft = 9.59 (EC from 1/2−),
log ft = 6.2 (EC from 7/2+), µ = −0.642 µn, Q = 0.66 barn, (d,p),(d,t), (12C,3nγ), (α,3nγ), Coul. ex., (γ,γ), (n,n′γ), (p,d), (48Ca,α3n)
3/2+1 281 67 ps µ = −0.074 µn, B(M1/E2→ 5/2+
1 ) = 0.015/0.98 W.u., (δ = 0.078),(α,3nγ), (d,p), (d,t), Coul. ex., (n,n′γ), (p,d)
7/2+1 306 >69 ps (M1/E2→ 5/2+
1 : δ = 0.05), log ft = 5.76 (β− from 7/2+),log ft = 6.45 (EC from 7/2+), (12C,3nγ), (α,3nγ), Coul. ex., (n,n′γ),(p,d), (48Ca,α3n)
5/2+2 319 39 ps µ = 0.95 µn, B(M1/E2→ 3/2+
1 ) = 0.0112/ < 300 W.u., (δ < 0.22),B(M1/E2→ 5/2+
1 ) = 0.016/1.5 W.u., (δ = 0.103),log ft = 5.11 (β− from 7/2+), log ft = 5.76 (EC from 7/2+), (d,p),(d,t), (12C,3nγ), Coul. ex., (γ,γ), (n,n′γ), (p,d)
1/2+1 345 0.88 ns B(M1/E2→ 3/2+
1 ) = 0.015/ < 9.5 W.u., (δ = −0.025),B(E2→ 5/2+
1 ) = 3.5 W.u., log ft = 7.03 (EC from 1/2−), (d,p), (d,t),Coul. ex., (n,n′γ), (p,d)
11/2−1 489 36.1 µs B(M2→ 7/2+
1 ) = 0.13 W.u., (12C,3nγ), (α,3nγ), (d,p), (d,t), (n,n′γ),(p,d), (48Ca,α3n)
3/2+2 561 1.9 ps (α,3nγ), (d,p), (d,t), Coul. ex., (n,n′γ), (p,d)
7/2−1 645 126 ps log ft = 8.9 (EC from 1/2−), µ = −1.49 µn,
B(E2→ 11/2−1 ) = 68 W.u., B(E1→ 5/2+
2 ) = 1.4× 10−5 W.u.,B(E1/M2→ 5/2+
1 ) = 1.8× 10−5/0.019 W.u., (δ = −0.012),1/2+
2 673 >2 ps (M1/E2→ 3/2+1 : δ = 0.08), log ft = 8.03 (EC from 1/2−), (d,p),
(d,t), Coul. ex., (n,n′γ), (p,d)9/2+
1 782 1.5 ps B(E2→ 5/2+1 ) = 20 W.u., log ft = 7.41 (EC from 7/2+),
(12C,3nγ), (α,3nγ), Coul. ex., (n,n′γ), (p,d)5/2+
3 929 log ft = 5.87 (EC from 7/2+), (n,n′γ), (p,d)3/2−
1 1088 log ft = 6.38 (EC from 1/2−), (p,d)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]106
46Pd
604–109
0+1 0
2+1 512
?
2+2 1128
?
?
0+2 1134
?
?
4+1 1229
?
3+1 1558
?
?
?
2+3 1562
?
?
?
?
0+3 1706
?
?
2+4 1909
?
?
?
4+2 1932
?
?
?
?
0+4 2001
?
?
?
?
6+1 2076
?
4+3 2077
?
?
?
3−1 2084
?
?
?
?
2+5 2242
?
?
?
?
?
?
0+5 2278
?
?
?
4+4 2283
?
?
4−1 2306
?
?
?
?
?
?
2+6 2309
?
?
?
?
4+5 2351
?
?
?
?
?
5+1 2366
?
?
?
2+7 2439
?
?
?
?
1−1 2495
2+8 2500
?
?
?
2−1 2500
?
?
?
5−1 2580
0+6 2624
?
?
?
4+6 2649
?
4+7 2746
5+2 2757
?
?
?
?
?
?
?
?
2+9 2784
?
?
?
2+10 2821
?
?
?
?
?
0+7 2828
?
?
0+8 2878
?
?
2+11 2902
?
?
?
2+12 2918
?
?
?
?
?
4+8 2930
5+3 2952
?
?
?
?
?
?
?
?
8+1 2963
?
3−2 2969
?
4+9 3043
1+1 3055
?
?
?
2+13 3069
2+14 3161
?
?
3−3 3217
0+9 3221
?
?
2+15 3250
?
2+16 3252
?
Jπn Sn = 9561.5 keV, Sp = 9345.9 keV, ∆ = −89904.912 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–110106
46Pd
60[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94D, 97A, 99B]
0+1 0 stable log ft = 4.92 (EC from 1+), (d,p), (n,γ), (p,p′), (d,d′), (e,e′), (γ, γ′),
(α,2nγ), (13C,3nγ)2+
1 512 12.1 ps B(E2→ 0+1 ) = 44.7 W.u., log ft = 5.86 (β− from 1+),
log ft = 5.24 (EC from 1+), µ = 0.80 µn, Q = −0.51 barn,(d,p), (n,γ), (p,p′), (d,d′), (e,e′), (γ, γ′), (α,2nγ), (13C,3nγ)
2+2 1128 3.12 ps B(M1/E2→ 2+
1 ) = 0.00022/44 W.u., (δ = −9.4),B(E2→ 0+
1 ) = 1.17 W.u., log ft = 6.55 (β− from 1+), µ = 0.60 µn,(d,p), (n,γ), (p,p′), (d,d′), (e,e′), (α,2nγ), (13C,3nγ)
0+2 1134 6.8 ps B(E2→ 2+
1 ) = 30 W.u., log ft = 5.35 (β− from 1+),log ft = 6.5 (EC from 1+), (n,γ)
4+1 1229 1.34 ps B(E2→ 2+
1 ) = 73 W.u., (d,p), (n,γ), (p,p′), (d,d′), (e,e′), (α,2nγ),(13C,3nγ)
3+1 1558 (M1/E2→ 2+
2 :δ = −7.9), (M1/E2→ 2+1 :δ = −3.8),
(n,γ), (α,2nγ), (13C,3nγ)2+
3 1562 (M1/E2→ 2+1 :δ = 0.24), log ft = 5.76 (β− from 1+),
log ft = 6.5 (EC from 1+), (n,γ), (p,p′), (d,d′)0+
3 1706 log ft = 7.05 (β− from 1+), log ft = 7.0 (EC from 1+), (n,γ), (p,p′),(d,d′)
2+4 1909 log ft = 7.9 (EC from 1+), (d,p), (n,γ), (p,p′), (d,d′), (e,e′)
4+2 1932 (M1/E2→ 4+
1 :δ = −2.3), log ft > 7.7 (β− from (6)+), (d,p), (n,γ),(p,p′), (d,d′), (e,e′), (α,2nγ), (13C,3nγ)
0+4 2001 log ft = 5.91 (β− from 1+), log ft = 6.1 (EC from 1+),
(n,γ), (p,p′), (d,d′), (e,e′)6+
1 2076 log ft = 7.84 (β− from (6)+), log ft = 8.02 (EC from 6+),(n,γ), (α,2nγ), (13C,3nγ)
4+3 2077 (n,γ), (p,p′), (d,d′), (e,e′)
3−1 2084 1.2 ps log ft > 8.0 (β− from (6)+), (d,p), (n,γ), (e,e′), (α,2nγ), (13C,3nγ)
2+5 2242 (M1/E2→ 2+
2 :δ = 1.5), log ft = 6.69 (β− from 1+),log ft = 6.9 (EC from 1+), (n,γ), (p,p′), (d,d′), (e,e′)
0+5 2278 log ft = 6.55 (β− from 1+), log ft = 7.6 (EC from 1+),
(n,γ), (p,p′), (d,d′), (e,e′)4+
4 2283 (d,p), (n,γ), (p,p′), (d,d′), (e,e′)4−
1 2306 2.0 ns B(M1/E2→ 3−1 ) = 0.00022/0.48 W.u., (δ = −0.11),
log ft > 7.3 (β− from (6)+), (n,γ), (e,e′), (α,2nγ), (13C,3nγ)2+
6 2309 (M1/E2→ 2+2 :δ = −0.06), (M1/E2→ 2+
1 :δ = 0.25),log ft = 6.55 (β− from 1+), log ft = 6.8 (EC from 1+),(d,p), (n,γ), (e,e′), (γ, γ′)
4+5 2351 (M1/E2→ 3+
1 :δ = −7.5), log ft > 7.2 (β− from (6)+),(d,p), (n,γ), (e,e′), (γ, γ′), (α,2nγ)
5+1 2366 (M1/E2→ 3+
1 :δ = 1.0), (n,γ), (α,2nγ)2+
7 2439 (M1/E2→ 2+1 :δ = −0.07), log ft = 6.67 (β− from 1+),
log ft = 7.8 (EC from 1+), (d,p), (n,γ), (e,e′)1−
1 2495 (p,p′)2+
8 2500 (d,p), (e,e′)2−
1 2500.3 (E1/M2→ 2+1 :δ = −0.05), log ft = 6.45 (β− from 1+),
log ft = 8.3 (EC from 1+), (d,p), (n,γ), (e,e′)5−
1 2580 (p,p′), (d,d′)0+
6 2624 log ft = 5.76 (β− from 1+), log ft = 7.2 (EC from 1+),(n,γ)
4+6 2649 (d,p), (n,γ), (p,p′), (d,d′)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]106
46Pd
604–111
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94D, 97A, 99B]
4+7 2746 (p,p′), (d,d′)
5+2 2757 <3.6 ns B(M1/E2→ 5+
1 ) > 2.1× 10−6/ > 0.012 W.u.,B(M1/E2→ 4+
5 ) > 1.1× 10−6/ > 0.063 W.u., (δ = −3.2),B(E1→ 4−
1 ) > 2.8× 10−7 W.u., B(E2→ 3+1 ) > 2.6× 10−4 W.u.,
B(M1/E2→ 4+4 ) > 2.0× 10−8/ > 0.0021 W.u., (δ = −4.00),
B(M1/E2→ 4+2 ) > 3.5× 10−8/ > 0.0023 W.u., (δ = −6.50),
B(M1/E2→ 4+1 ) > 4.1× 10−8/ > 9.7× 10−5 W.u., (δ = −2.46),
log ft = 5.21 (β− from (6)+), log ft = 5.08 (EC from 6+), (d,p),(α,2nγ)
2+9 2784 (d,p), (n,γ), (e,e′)
2+10 2821 log ft = 6.39 (β− from 1+), (n,γ), (p,p′), (d,d′), (e,e′)
0+7 2828 log ft = 6.44 (β− from 1+), (d,p), (n,γ), (e,e′)
0+8 2878 log ft = 5.77 (β− from 1+), log ft = 6.6 (EC from 1+), (d,p), (n,γ)
2+11 2902 (M1/E2→ 2+
1 :δ = −0.1), log ft = 6.25 (β− from 1+),(d,p), (n,γ), (e,e′)
2+12 2918 (M1/E2→ 2+
1 :δ = −0.05), log ft = 5.83 (β− from 1+),(d,p), (n,γ), (e,e′)
4+8 2930 (p,p′), (d,d′)
5+3 2952 <2.0 ns B(M1/E2→ 4+
5 ) > 6.0× 10−7/ > 0.021 W.u., (δ = −3.00),B(E1→ 4−
1 ) > 1.0× 10−7 W.u., B(E1→ 3+1 ) > 3.4× 10−4 W.u.,
B(M1/E2→ 4+1 ) > 1.5× 10−9/ > 6.9× 10−5W.u., (δ = −2.50),
log ft = 5.61 (β− from (6)+), log ft = 5.08 (EC from 6+), (d,p)8+
1 2963 (α,2nγ), (13C,3nγ)3−
2 2969 log ft = 7.52 (β− from 1+), (n,γ), (p,p′), (d,d′)4+
9 3043 (n,γ), (p,p′), (d,d′)1+
1 3055 (M1/E2→ 2+1 :δ = 0.07), log ft = 5.73 (β− from 1+),
(d,p), (n,γ), (e,e′)2+
13 3069 (p,p′), (d,d′)2+
14 3161 log ft = 6.55 (β− from 1+), (p,p′), (d,d′)3−
3 3217 (p,p′), (d,d′)0+
9 3221 log ft = 5.51 (β− from 1+), (n,γ), (e,e′)2+
15 3250 (p,p′), (d,d′)2+
16 3252 (p,p′), (d,d′)3−
4 3275 (p,p′), (d,d′)0+
10 3320.5 log ft = 5.63 (β− from 1+), (n,γ)5−
2 3321 (p,p′), (d,d′)4+
10 3397 (p,p′), (d,d′)3−
5 3414 (p,p′), (d,d′)2+
17 3449 (p,p′), (d,d′)2+
18 3490 (p,p′), (d,d′)10+
1 3533 (α,2nγ), (13C,3nγ)5−
3 3575 (p,p′), (d,d′)2+
19 3647 (p,p′), (d,d′)3−
6 3761 (p,p′), (d,d′)3−
7 3825 (p,p′), (d,d′)3−
8 3879 (p,p′), (d,d′)3−
9 3903 (p,p′), (d,d′)2+
20 3938 (p,p′), (d,d′)4+
11 3998 (p,p′), (d,d′)
Landolt-BornsteinNew Series I/18B
4–112106
46Pd
60[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94D, 97A, 99B]
4+12 4042 (p,p′), (d,d′)
2+21 4054 (e,e′)
12+1 4088 (13C,3nγ)
4+13 4106 (p,p′), (d,d′)
3−10 4134 (p,p′), (d,d′)
3−11 4156 (p,p′), (d,d′)
4+14 4224 (p,p′), (d,d′)
14+1 4893 (13C,3nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]107
46Pd
614–113
5/2+1 0
1/2+1 116
?
11/2−1 215
?
5/2+2 303
?
7/2+1 313
?
7/2+2 367
?
3/2+1 382
?
?
1/2+2 412
5/2+3 568
?
?
5/2+4 670
?
?
?
?
?
?
15/2−1 688
?
1/2+3 696
?
9/2+1 697
?
?
1/2+4 889
11/2+1 956
?
9/2+2 1102
?
?
?
?
1/2+5 1120
1/2+6 1167
13/2+1 1375
?
19/2−1 1445
?
1/2+7 1509
1/2+8 1670
15/2+1 1678
?
1/2+9 2014
1/2+10 2119
17/2+1 2148
?
1/2+11 2276
23/2−1 2350
?
19/2+1 2375
?
21/2+1 2559
?
?
23/2+1 2890
?
?
25/2+1 3011
?
?
27/2−1 3307
?
27/2+1 3507
?
?
29/2+1 3712
?
31/2−1 4253
?
31/2+1 4338
?
?
33/2+1 4739
?
35/2−1 5236
?
Jπn Sn = 6539 keV, Sp = 9297 keV, ∆ = −88372.264 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–114107
46Pd
61[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91B1, 97A, 99B]
5/2+1 0 6.5 My log ft = 6.1 (β− from 7/2+), (d,p), (d,t), (α,nγ), (HI,xnγ)
1/2+1 116 0.85 µs B(E2→ 5/2+
1 ) = 0.58 W.u., (d,p), (d,t), (α,nγ)11/2−
1 215 21.3 s B(E3→ 5/2+1 ) = 0.00272 W.u., (d,p), (d,t), (α,nγ), (HI,xnγ)
5/2+2 303 log ft = 5.0 (β− from 7/2+), (d,p), (d,t), (α,nγ)
7/2+1 313 (M1/E2→ 5/2+
1 :δ = −0.00), log ft = 6.2 (β− from 7/2+), (d,p), (d,t),(α,nγ), (HI,xnγ)
7/2+2 367 (M1/E2→ 5/2+
1 :δ = −0.16), (d,p), (d,t), (α,nγ)3/2+
1 382 (d,p), (d,t)1/2+
2 412 (d,p), (d,t)5/2+
3 568 (d,p), (d,t)5/2+
4 670 (M1/E2→ 5/2+1 :δ = −0.10), log ft = 5.3 (β− from 7/2+), (d,p), (d,t),
(α,nγ)15/2−
1 688 B(E2→ 11/2−1 ) = W.u., (α,nγ), (HI,xnγ)
1/2+3 696 (d,p), (d,t), (α,nγ)
9/2+1 697 (HI,xnγ)
1/2+4 889 (d,p), (d,t)
11/2+1 956 B(E2→ 7/2+
1 ) = W.u., (α,nγ), (HI,xnγ)9/2+
2 1102 (M1/E2→ 7/2+1 :δ = −1.80), (α,nγ)
1/2+5 1120 (d,t)
1/2+6 1167 (d,t)
13/2+1 1375 (HI,xnγ)
19/2−1 1445 B(E2→ 15/2−
1 ) = W.u., (α,nγ), (HI,xnγ)1/2+
7 1509 (d,p), (d,t)1/2+
8 1670 (d,p), (d,t)15/2+
1 1678 (HI,xnγ)1/2+
9 2014 (d,p)1/2+
10 2119 (d,p)17/2+
1 2148 (HI,xnγ)1/2+
11 2276 (d,p)23/2−
1 2350 (HI,xnγ)19/2+
1 2375 (HI,xnγ)21/2+
1 2559 (HI,xnγ)23/2+
1 2890 (HI,xnγ)25/2+
1 3011 (HI,xnγ)27/2−
1 3307 (HI,xnγ)27/2+
1 3507 (HI,xnγ)29/2+
1 3712 (HI,xnγ)31/2−
1 4253 (HI,xnγ)31/2+
1 4338 (HI,xnγ)33/2+
1 4739 (HI,xnγ)35/2−
1 5236 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]108
46Pd
624–115
0+1 0
2+1 434
?
2+2 931
?
?
4+1 1048
?
?
0+2 1053
?
?
?
0+3 1314
?
?
2+3 1441
?
?
?
?
?
6+1 1771
?
4+2 1957
?
?
3−1 2047
?
?
?
2+4 2218
?
?
?
5−1 2325
?
2+5 2391
?
?
?
4+3 2466
4+4 2540
?
?
8+1 2548
?
4+5 2637
2+6 2720
?
10+1 3256
?
10+2 3351
?
12+1 3797
?
14+1 4640
?
16+1 5689
?
Jπn Sn = 9221 keV, Sp = 9949 keV, ∆ = −89521.729 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–116108
46Pd
62[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B3, 97A, 99B]
0+1 0 stable log ft = 5.5 (β− from 1+), log ft = 4.7 (EC from 1+),
Coul. ex., (p,t), (t,p), (p,p′), (e,e′), (d,d′), (d,3He),(n,n′γ), (µ−,xnypγ), (HI,xnγ)
2+1 434 23.9 ps B(E2→ 0+
1 ) = 49.5 W.u., log ft = 5.7 (β− from 1+),log ft = 5.46 (EC from 1+), µ = 0.72 µn, Q = −0.58 barn,Coul. ex., (p,t), (t,p), (p,p′), (e,e′), (d,d′), (d,3He),(n,n′γ), (µ−,xnypγ), (HI,xnγ)
2+2 931 6.2 ps B(M1/E2→ 2+
1 ) = 0.0022/71 W.u., (δ = −3.1),B(E2→ 0+
1 ) = 0.82 W.u., log ft = 6.0 (β− from 1+),Coul. ex., (p,t), (t,p), (p,p′), (e,e′), (d,d′), (d,3He),(µ−,xnypγ), (n,n′γ)
4+1 1048 2.8 ps B(E2→ 2+
1 ) = 73 W.u., B(E2→ 2+2 ) < 2.6 W.u.,
Coul. ex., (p,t), (p,p′), (d,d′), (n,n′γ),(µ−,xnypγ), (HI,xnγ)
0+2 1053 4.0 ps B(E2→ 2+
1 ) = 52 W.u., B(E2→ 2+2 ) = 47 W.u.,
log ft = 5.6 (β− from 1+), log ft = 4.89 (EC from 1+),Coul. ex., (p,t), (t,p), (p,p′), (d,d′), (d,3He), (n,n′γ)
0+3 1314 >25 ps log ft = 6.37 (EC from 1+), (p,t), (p,p′), (d,3He), (n,n′γ)
2+3 1441 4.8 ps B(E2→ 0+
1 ) = 0.094 W.u., B(E2→ 0+2 ) = 59 W.u.,
B(E2→ 4+1 ) < 13 W.u., B(E2→ 2+
1 ) = 1.7 W.u.,B(E2→ 2+
2 ) = 11 W.u., log ft = 5.46 (EC from 1+),Coul. ex., (p,p′), (d,d′), (n,n′γ)
6+1 1771 0.88 ps B(E2→ 4+
1 ) = 107 W.u., log ft = 6.8 (β− from (5+)),log ft = 8.68 (EC from 6+), Coul. ex., (d,d′), (n,n′γ), (HI,xnγ)
4+2 1957 4.7 ps B(E2→ 2+
2 ) = 2.9 W.u., B(E2→ 4+1 ) < 1.8 W.u.,
Coul. ex., (p,t), (t,p)3−
1 2047 <1 ps B(E1→ 2+1 ) > 6.2 × 10−6 W.u., Coul. ex., (p,t), (t,p), (p,p′), (e,e′),
(d,d′), (n,n′γ)2+
4 2218 (t,p), (p,p′), (n,n′γ)5−
1 2325 (t,p), (p,p′), (HI,xnγ)2+
5 2391 (t,p), (p,p′), (n,n′γ)4+
3 2466 (t,p), (p,p′)4+
4 2540 (t,p), (d,d′), (n,n′γ)8+
1 2548 0.44 ps B(E2→ 6+1 ) = 148 W.u., Coul. ex., (HI,xnγ)
4+5 2637 (t,p), (p,p′)
2+6 2720 (t,p), (p,p′), (n,n′γ)
10+1 3256 (HI,xnγ)
10+2 3351 (HI,xnγ)
12+1 3797 (HI,xnγ)
14+1 4640 (HI,xnγ)
16+1 5689 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]109
46Pd
634–117
5/2+1 0
1/2+1 113
?
11/2−1 189
?
1/2+2 266
?
?
7/2+1 276
?
9/2−1 287
?
3/2+1 291
?
?
3/2+2 325
?
?
5/2+2 327
?
5/2−1 340
?
1/2+3 404
7/2+2 426
?
?
3/2+3 434
??
?
?
3/2+4 492
?
?
?
?
5/2+3 541
??
?
?
?
?
5/2−2 605
?
?
?
1/2+4 623
?
?
?
?
?
?
?
3/2−1 673
?
?
?
1/2+5 742
3/2+5 811
?
?
?
?
5/2+4 846
5/2+5 911
?
?
?
?
3/2−2 941
?
?
?
?
?
1/2+6 945
?
?
?
1/2+7 954
?
?
?
5/2+6 982
?
?
?
?
3/2+6 1054
?
?
1/2+8 1066
5/2+7 1091
3/2+7 1148
1/2+9 1233
?
?
Jπn Sn = 6153.3 keV, Sp = 9880 keV, ∆ = −87603.705 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–118109
46Pd
63[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91B3, 97A, 99B]
5/2+1 0 13.7012 h log ft = 5.7 (β− from 7/2+), (d,p), (d,t), (n,γ)
1/2+1 113 380 ns B(E2→ 5/2+
1 ) = 1.33 W.u., (d,p), (d,t), (n,γ)11/2−
1 189 4.696 m B(E3→ 5/2+1 ) = 3.92× 10−4 W.u.,
(d,p), (d,t), (n,γ)1/2+
2 266 (d,p), (d,t), (n,γ)7/2+
1 276 log ft = 6.7415 (β− from 7/2+), (n,γ)9/2−
1 287 (n,γ)3/2+
1 291 (d,p), (d,t), (n,γ)3/2+
2 325 (d,t), (n,γ)5/2+
2 327 log ft = 4.82 (β− from 7/2+), (d,t), (n,γ)5/2−
1 340 (d,t), (n,γ)1/2+
3 404 (d,p)7/2+
2 426 log ft = 5.64 (β− from 7/2+), (d,p), (d,t), (n,γ)3/2+
3 434 (d,p), (n,γ)3/2+
4 492 log ft = 6.18 (β− from 7/2+), (d,p), (d,t), (n,γ)5/2+
3 541 log ft = 5.49 (β− from 7/2+), (d,p), (d,t), (n,γ)5/2−
2 605 (n,γ)1/2+
4 623 (d,p), (d,t), (n,γ)3/2−
1 673 (d,p), (d,t), (n,γ)1/2+
5 742 (d,p), (d,t)3/2+
5 811 (d,p), (d,t), (n,γ)5/2+
4 846 (n,γ), (d,p)5/2+
5 911 (d,p), (d,t), (n,γ)3/2−
2 941 (d,p), (d,t), (n,γ)1/2+
6 945 (d,t), (n,γ)1/2+
7 954 (d,p), (n,γ)5/2+
6 982 (d,p), (d,t), (n,γ)3/2+
6 1054 (d,p), (d,t), (n,γ)1/2+
8 1066 (d,t), (n,γ)5/2+
7 1091 (d,p), (d,t), (n,γ)3/2+
7 1148 (d,p), (d,t), (n,γ)1/2+
9 1233 (d,p), (d,t), (n,γ)1/2+
10 1348 (d,p), (d,t), (n,γ)5/2+
8 1371 (d,t), (n,γ)1/2+
11 1479 (d,p), (d,t), (n,γ)1/2+
12 1537 (d,t), (n,γ)1/2+
13 1684 (d,p), (n,γ)1/2+
14 1692 (d,t)1/2+
15 1785 (d,p), (d,t), (n,γ)1/2+
16 1800 (d,p)1/2+
17 1848 (d,t)1/2+
18 2014 (d,t)1/2+
19 2120 (d,t), (n,γ)1/2+
20 2188 (d,t)1/2+
21 2282 (d,t)1/2+
22 2380 (d,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]110
46Pd
644–119
0+1 0
2+1 374
?
2+2 814
?
?
4+1 921
?
0+2 947
?
0+3 1171
?
?
3−1 2038
?
?
1−1 2125
?
?
2+3 2135
?
3−2 2276
?
?
5−1 2295
4+2 2431
3−3 2447
?
1−2 2474
?
?
3−4 2491
1−3 2499
?
Jπn Sn = 8804 keV, Sp = 10612 keV, ∆ = −88349.971 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–120110
46Pd
64[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92D, 97A, 99B]
0+1 0 stable log ft = 5.25 (β− from 1+), log ft = 4.08 (EC from 1+), Coul. ex.,
(t,p), (p,p′), (e,e′), (p,p′γ), (n,n′γ)2+
1 374 43 ps B(E2→ 0+1 ) = 58 W.u., log ft = 5.14 (β− from 1+),
log ft ≥ 4.8 (EC from 1+), µ = 0.62 µn, Q = −0.72 barn, Coul. ex.,(t,p), (p,p′), (e,e′), (p,p′γ), (n,n′γ)
2+2 814 10.3 ps B(M1/E2→ 2+
1 ) = 0.0006/57 W.u., (δ = −4.6),B(E2→ 0+
1 ) = 0.82 W.u., log ft > 5.7 (β− from 1+), Coul. ex., (t,p),(p,p′), (e,e′), (p,p′γ), (n,n′γ)
4+1 921 3.7 ps B(E2→ 2+
1 ) = 99 W.u., Coul. ex., (t,p), (p,p′), (p,p′γ), (n,n′γ)0+
2 947 8.0 ps B(E2→ 2+1 ) = 37 W.u., log ft > 6.2 (β− from 1+), Coul. ex., (t,p),
(p,p′), (p,p′γ), (n,n′γ)0+
3 1171 log ft > 5.5 (β− from 1+), Coul. ex., (t,p), (p,p′), (p,p′γ), (n,n′γ)3−
1 2038 Coul. ex., (t,p), (p,p′), (e,e′), (p,p′γ), (n,n′γ)1−
1 2125 (p,p′), (e,e′), (p,p′γ), (n,n′γ)2+
3 2135 (t,p), (e,e′), (p,p′γ)3−
2 2276 (p,p′), (e,e′), (n,n′γ)5−
1 2295 (t,p), (p,p′)4+
2 2431 (t,p)3−
3 2447 (p,p′), (e,e′), (p,p′γ), (n,n′γ)1−
2 2474 (p,p′), (n,n′γ)3−
4 2491 (t,p)1−
3 2499 (p,p′), (n,n′γ)2+
4 2517 (t,p), (p,p′)1−
4 2608 (p,p′)2+
5 2658 (t,p)4+
3 2693 (t,p)1−
5 2764 (t,p), (p,p′)2+
6 2820 (e,e′)1−
6 2845 (p,p′)3−
5 2893 (p,p′)3−
6 2994 (p,p′)3−
7 3010 (p,p′)3−
8 3058 (p,p′)3−
9 3119 (p,p′)3−
10 3152 (p,p′)1−
7 3168 (p,p′)3−
11 3259 (p,p′)1−
8 3280 (p,p′)3−
12 3484 (p,p′)3−
13 3511 (p,p′)3−
14 3614 (p,p′)3−
15 3769 (p,p′)3−
16 3799 (p,p′)3−
17 3869 (p,p′)3−
18 3916 (p,p′)3−
19 4154 (p,p′)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]112
46Pd
664–121
0+1 0
2+1 349
?
0+2 1126
?
?
Jπn Sn = 8380 keV, Sp = 11300 keV, ∆ = −86337.113 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96D2, 97A, 99B]
0+1 0 21.03 h log ft = 5.3 (β− from 1+),
SF, (t,p), (t,pγ)2+
1 349 84 ps B(E2→ 0+1 ) = 41 W.u., log ft = 5.7 (β− from 1+),
SF, (t,p), (t,pγ)0+
2 1126 log ft = 6.2 (β− from 1+),(t,p), (t,pγ)
Landolt-BornsteinNew Series I/18B
4–122105
47Ag
58[Ref. p. 4–165
1/2−1 0
7/2+1 25
?
9/2+1 53
?
3/2−1 347
?
?
5/2−1 433
?
?
3/2−2 878
?
?
7/2−1 1024
?
?
1/2+1 1295
?
?
?
5/2+1 1328
?
?
3/2+1 1558
?
?
?
?
?
?
1/2+2 1587
?
?
?
7/2+2 1795
?
?
?
1/2−2 1959
5/2+2 1986
?
?
?
?
1/2−3 2127
3/2+2 2156
?
?
?
3/2+3 2250
?
?
?
?
?
5/2+3 2257
?
?
?
?
?
?
5/2+4 2276
?
3/2+4 2308
?
?
?
?
?
?
5/2+5 2315
?
?
?
?
?
5/2+6 2326
?
?
?
?
?
?
3/2+5 2333
?
?
?
?
?
?
3/2+6 2401
?
?
?
?
?
?
3/2+7 2423
?
?
?
?
3/2+8 2429
?
?
?
?
Jπn Sn = 10030 keV, Sp = 4969 keV, ∆ = −87068.376 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]105
47Ag
584–123
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93D, 97A, 99B]
1/2−1 0 41.29 d log ft = 5.30 (EC from 5/2+), µ = 0.1014 µn,
(p,t), (p,nγ), (3He,d), (α,2nγ), (16O,p2nγ), (14N,d)7/2+
1 25 7.23 m B(E3→ 1/2−1 ) = 0.0255 W.u., µ = 4.414 µn,
(16O,p2nγ), (p,nγ), (α,2nγ)9/2+
1 53 2.33 ns B(M1/E2→ 7/2+1 ) = 0.0234/52 W.u., (δ = 0.044),
(16O,p2nγ), (p,t), (p,nγ), (3He,d), (α,2nγ)3/2−
1 347 (M1/E2→ 1/2−1 :δ = 0.10),
(16O,p2nγ), (p,t), (p,nγ), (3He,d), (α,2nγ)5/2−
1 433 (16O,p2nγ), (p,t), (p,nγ), (3He,d), (α,2nγ)3/2−
2 878 log ft = 7.6517 (EC from 5/2+),(p,t), (p,nγ), (3He,d)
7/2−1 1024 54 ps B(M1/E2→ 2+
1 ) = 0.0014/ < 14 W.u., (δ = 0.02),(p,t), (α,2nγ)
1/2+1 1295 24 ps (p,nγ), (3He,d)
5/2+1 1328 83 ps (p,t), (p,nγ), (3He,d), (α,2nγ)
3/2+1 1558 15 ps B(M1→ 1/2+
1 ) = 0.0052 W.u.,B(E1→ 5/2−
1 ) = 4.7× 10−7 W.u.,B(E1→ 3/2−
1 ) = 8.0× 10−7 W.u.,B(E1→ 1/2−
1 ) = 3.9× 10−6 W.u.,log ft = 5.64 (EC from 5/2+),(p,nγ), (3He,d)
1/2+2 1587 33 ps B(M1→ 1/2+
1 ) = 0.0080 W.u.,B(E1→ 3/2−
1 ) = 1.9× 10−6 W.u.,B(E1→ 1/2−
1 ) = 6.4× 10−7 W.u.,(3He,d)
7/2+2 1795 (3He,d)
1/2−2 1959 (p,t)
5/2+2 1986 log ft = 5.09 (EC from 5/2+), (p,nγ), (3He,d)
1/2−3 2127 (p,t)
3/2+2 2156 log ft = 5.53 (EC from 5/2+), (p,t)
3/2+3 2250 log ft = 5.02 (EC from 5/2+), (3He,d)
5/2+3 2257 log ft = 5.14 (EC from 5/2+), (3He,d)
5/2+4 2276 log ft = 6.4810 (EC from 5/2+), (p,t)
3/2+4 2308 log ft = 5.25 (EC from 5/2+)
5/2+5 2315 log ft = 5.28 (EC from 5/2+), (p,t)
5/2+6 2326 log ft = 4.15 (EC from 5/2+), (p,nγ)
3/2+5 2333 log ft = 4.39 (EC from 5/2+), (3He,d)
3/2+6 2401 log ft = 5.09 (EC from 5/2+),
3/2+7 2423 log ft = 5.05 (EC from 5/2+), (p,nγ), (3He,d)
3/2+8 2429 log ft = 5.33 (EC from 5/2+), (3He,d)
1/2−4 2521 (p,t)
5/2+7 5969 (p,p), (p,n)
1/2+3 6286 (p,p), (p,n)
3/2+9 6629 (p,p), (p,n)
1/2+4 6966 (p,p), (p,n)
3/2−3 7071 (p,p), (p,n)
Landolt-BornsteinNew Series I/18B
4–124107
47Ag
60[Ref. p. 4–165
1/2−1 0
7/2+1 93
?
3/2−1 325
?
5/2−1 423
?
?
?
3/2−2 787
?
?
?
5/2+1 922
?
?
5/2−2 950
?
?
?
?
?
29/2+1 4968
31/2+1 5258
?
33/2+1 5575
?
?
35/2+1 5945
?
?
37/2+1 6377
?
?
39/2+1 6888
?
?
41/2+1 7442
?
?
43/2+1 8047
?
?
45/2+1 8718
?
?
Jπn Sn = 9537 keV, Sp = 5790 keV, ∆ = −88405.269 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]107
47Ag
604–125
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91B1, 97A, 99B]
1/2−1 0 stable log1u ft = 9.9 (β− from 5/2+), µ = −0.11357 µn,
Coul. ex., (p,t), (p,p′), (α, α′), (γ, γ′), (3He,d), (14N,3nγ), (6Li,3nγ),(7Li,4nγ), (γ,γ′)
7/2+1 93 44.3 s B(E3→ 1/2−
1 ) = 0.031 W.u.,log ft = 4.94 (EC from 5/2+), Q = 0.98 barn,Coul. ex., (3He,d), (14N,3nγ), (6Li,3nγ), (7Li,4nγ)
3/2−1 325 5.0 ps B(M1/E2→ 1/2−
1 ) = 0.12/42 W.u., (δ = −0.21),log ft = 9.1 (EC from 5/2+), µ = 0.94 µn,(6Li,3nγ), (7Li,4nγ), (3He,d), (p,p′), (α,α′), Coul. ex., (p,t)
5/2−1 423 29.8 ps B(M1/E2→ 3/2−
1 ) = 0.033/11.1 W.u., (δ = −0.059),B(E1→ 7/2+
1 ) = 2.7× 10−7 W.u.,B(E2→ 1/2−
1 ) = 43 W.u.,log ft = 8.4 (EC from 5/2+), µ = 0.93 µn,(14N,3nγ), (6Li,3nγ), (7Li,4nγ), (3He,d), (γ,γ′), (p,p′), (α,α′),Coul. ex., (p,p)
3/2−2 787 0.27 ps B(M1/E2→ 3/2−
1 ) = 0.23/ < 7.4 W.u., (δ = −0.01),B(M1/E2→ 1/2−
1 ) = 0.11/0.5 W.u., (δ = −0.06),log ft = 9.0 (EC from 5/2+),(3He,d), (γ,γ′), (α,α′), Coul. ex., (p,t)
5/2+1 922 ≤0.6 ns B(E1→ 3/2−
1 ) > 7.5× 10−8 W.u.,B(M1→ 7/2+
1 ) > 4.4× 10−4 W.u.,log ft = 6.7 (EC from 5/2+), (3He,d)
5/2−2 950 1.36 ps B(M1/E2→ 5/2−
1 ) = 0.053/9.5 W.u., (δ = −0.24),B(M1/E2→ 3/2−
1 ) = 0.024/4.2 W.u., (δ = −0.28),B(E1→ 7/2+
1 ) = 3.6× 10−6 W.u., B(E2→ 1/2−1 ) = 2.3 W.u.,
log ft = 8.1 (EC from 5/2+),(γ,γ′), (p,p′), (α,α′), Coul. ex., (p,t)
1/2+1 1142 (3He,d), (α,α′)
1/2−2 1615 (p,t)
1/2−3 1653 (α,α′), (p,t)
1/2+2 1820 (3He,d)
1/2−4 1851 (p,t)
5/2+2 2026 (p,t), (3He,d)
29/2+1 4968 (HI,xnγ)
31/2+1 5258 (HI,xnγ)
33/2+1 5575 (HI,xnγ)
35/2+1 5945 (HI,xnγ)
37/2+1 6377 (HI,xnγ)
39/2+1 6888 (HI,xnγ)
41/2+1 7442 (HI,xnγ)
43/2+1 8047 (HI,xnγ)
45/2+1 8718 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
4–126108
47Ag
61[Ref. p. 4–165
1+1 0
2−1 79
?
6+1 109
?
1+2 193
?
?
2+1 207
?
?
3+1 215
?
?
2+2 295
?
?
?
3+2 324
?
?
3−1 338
?
?
1−1 379
?
?
?
?
3+3 408
?
?
?
0−1 466
?
?
?
2−2 508
?
?
?
?
?
?
3−2 517
?
?
?
?
3−3 543
?
?
?
2+3 564
?
?
?
?
?
?
?
1−2 607
?
?
?
?
?
?
?
3+4 616
?
?
?
?
2−3 617
?
?
?
?
?
?
?
?
?
?
3−4 656
?
?
?
1−3 679
?
?
?
?
?
?
2−4 765
?
?
?
?
?
?
?
?
?
?
?
3−5 800
2−5 804
?
?
?
?
?
2−6 819
?
?
?
?
?
?
?
3+5 869
?
?
?
2+4 881
?
?
?
?
?
1−4 900
?
?
?
?
?
3−6 942
?
?
2−7 960
?
?
?
?
?
?
2−8 974
?
?
?
?
?
?
?
3+6 1034
?
?
?
2+5 1107
?
?
3+7 1109
?
?
?
1+3 1112
?
?
?
?
1+4 1144
?
?
?
?
Jπn Sn = 7269.6 keV, Sp = 6520 keV, ∆ = −87603.546 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]108
47Ag
614–127
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B3, 97A, 99B]
1+1 0 2.37 m µ = 2.6884 µn, (n,γ), (p,nγ)
2−1 79 1.2 ns B(E1→ 1+
1 ) = 3.8× 10−4 W.u., (d,p), (n,γ), (p,nγ)6+
1 109 418 y B(M4→ 1+1 ) = 0.46 W.u., µ = 3.580 µn, Q = 1.32 barn, (n,γ)
1+2 193 <0.5 ns B(M1/E2→ 2+
1 ) > 0.005/ > 3.6 W.u., (δ = −0.21),B(E1→ 2−
1 ) > 9× 10−6 W.u., (n,γ), (p,nγ)2+
1 207 <0.2 ns (n,γ), (p,nγ)3+
1 215 45.8 ns B(E1→ 2−1 ) = 5.1× 10−8 W.u., B(E2→ 1+
1 ) = 0.78 W.u.,µ = 3.888 µn, (d,p), (n,γ), (p,nγ), (HI,xnγ)
2+2 295 <0.14 ns B(M1/E2→ 2+
1 ) > 0.0015/ W.u., (δ = 0.20),B(M1/E2→ 1+
1 ) > 0.0045/ W.u., (δ = 0.07),B(M1→ 1+
2 ) > 0.0022 W.u., (n,γ), (p,nγ)3+
2 324 (n,γ), (p,nγ)3−
1 338 <0.11 ns B(M1/E2→ 2−1 ) > 0.011/ W.u., (δ = 0.60),
B(E1→ 2+1 ) > 6.7× 10−6 W.u., (d,p), (n,γ), (p,nγ)
1−1 379 <0.14 ns B(M1/E2→ 2−
1 ) > 0.005/ W.u., (δ = 0.11),(d,p), (n,γ), (p,nγ)
3+3 408 <0.14 ns B(M1/E2→ 2+
1 ) > 0.007/ W.u., (δ = 0.2),B(M1→ 2+
2 ) > 0.049 W.u., (n,γ)0−
1 466 (d,p), (n,γ), (p,nγ)2−
2 508 <0.2 ns B(M1/E2→ 1−1 ) > 0.0029/ W.u., (δ = 0.4),
B(M1/E2→ 3−1 ) > 0.0027/ W.u., (δ = 0.2),
B(E1→ 1+1 ) > 5.0× 10−6 W.u., (n,γ)
3−2 517 <0.14 ns B(M1→ 3−
1 ) > 0.018 W.u., (d,p), (n,γ), (n,γ)3−
3 543 (M1/E2→ 3−1 :δ = 0.40), (d,p), (n,γ)
2+3 564 <0.14 ns B(M1/E2→ 3+
2 ) > 0.0040/ W.u., (δ = 0.3),B(M1/E2→ 2+
2 ) > 0.0011/ W.u., (δ = 0.6),B(M1→ 3+
3 ) > 0.0060 W.u., (n,γ), (p,nγ)1−
2 607 B(M1/E2→ 2+2 ) > 0.0011/ W.u., (δ = 0.6),
(d,p), (n,γ), (p,nγ)3+
4 616 (M1/E2→ 3+3 :δ = 0.6), (n,γ)
2−3 617 (M1/E2→ 3−
1 :δ = 0.80), (n,γ)3−
4 656 (d,p), (n,γ)1−
3 679 (d,p), (n,γ)2−
4 765 (d,p), (n,γ)3−
5 800 (n,γ)2−
5 804 (d,p), (n,γ)2−
6 819 (d,p), (n,γ)3+
5 869 (n,γ)2+
4 881 (n,γ)1−
4 900 (M1/E2→ 2−4 :δ = 0.50), (d,p), (n,γ)
3−6 942 (d,p), (n,γ)
2−7 960 (n,γ)
2−8 974 (d,p), (n,γ)
3+6 1034 (n,γ)
2+5 1107 (d,p), (n,γ)
3+7 1109 (d,p), (n,γ)
1+3 1112 (d,p), (n,γ)
1+4 1144 (n,γ)
Landolt-BornsteinNew Series I/18B
4–128109
47Ag
62[Ref. p. 4–165
1/2−1 0
7/2+1 88
?
3/2−1 311
?
5/2−1 415
?
?
3/2−2 702
?
?
?
1/2+1 706
5/2+1 735
?
?
5/2−2 863
?
?
?
5/2+2 869
?
?
?
7/2+2 911
7/2−1 912
?
?
Jπn Sn = 9187 keV, Sp = 6486.9 keV, ∆ = −88719.654 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91B3, 97A, 99B]
1/2−1 0 stable µ = −0.130563 µn, (t,p), (3He,d), (γ,γ), (p,p′), (α,α′), Coul. ex.,
(d,3He), (p,α)7/2+
1 88 39.6 s B(E3→ 1/2−1 ) = 0.037 W.u., log ft = 6.13 (β− from 5/2+),
log ft = 5.98 (EC from 5/2+), µ = 4.4 µn, Q = 1.02 barn,Coul. ex., (p,α)
3/2−1 311 5.9 ps B(M1/E2→ 1/2−
1 ) = 0.118/37 W.u., (δ = 0.20),log ft = 9.44 (β− from 5/2+), µ = 0.95 µn, Q = −0.7 barn, (t,p),(3He,d), (γ,γ), (p,p′), (α,α′), Coul. ex., (d,3He), (p,α)
5/2−1 415 32.6 ps B(M1/E2→ 3/2−
1 ) = 0.031/ W.u., (δ = 0.04),B(E2→ 1/2−
1 ) = 28 W.u., log ft = 9.77 (β− from 5/2+), µ = 0.95 µn,Q = −0.16 barn, (t,p), (3He,d), (γ,γ), (p,p′), (α,α′), Coul. ex., (p,α)
3/2−2 702 0.5 ps B(M1/E2→ 3/2−
1 ) = 0.15/10 W.u., (δ = 0.241),B(M1/E2→ 1/2−
1 ) = 0.09/0.14 W.u., (δ = 0.029),log ft = 9.11 (β− from 5/2+), (t,p), (p,p′), Coul. ex., (d,3He), (p,α)
1/2+1 706 (3He,d),
5/2+1 735 (E1/M2→ 3/2−
1 : δ = −0.27), log ft = 8.11 (β− from 5/2+), (3He,d),(d,3He),
5/2−2 863 1.3 ps B(M1/E2→ 5/2−
1 ) = 0.1/2.5 W.u., (δ = 0.16),B(M1/E2→ 3/2−
1 ) = 0.035/7 W.u., (δ = 0.28),B(E2→ 1/2−
1 ) = 2.0 W.u., (t,p), (p,p′), Coul. ex., (p,α)5/2+
2 869 (E1/M2→ 3/2−1 : δ = −0.26), log ft = 7.74 (β− from 5/2+), (3He,d),
(α,α′)7/2+
2 911 log ft = 8.51 (β− from 5/2+), (t,p), (3He,d)7/2−
1 912 (p,p′), Coul. ex., (p,α)1/2−
2 1260 (t,p), (3He,d), (p,p′), (α,α′), (d,3He)1/2+
2 1430 (3He,d), (γ,γ)3/2−
3 1500 (t,p), (3He,d), (γ,γ), (α,α′), (d,3He), (p,α)1/2−
3 1613 (t,p)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]110
47Ag
634–129
1+1 0
2−1 1
6+1 118
?
3+1 119
?
?
2+1 199
?
?
Jπn Sn = 6809.20 keV, Sp = 7142.7 keV, ∆ = −87457.530 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92D, 97A, 99B]
1+1 0 24.6 s µ = 2.7271 µn, Q = 0.24 barn,
(n,γ), (p,nγ)2−
1 1 660 ns (d,p), (n,γ), (p,nγ), (d,pγ)6+
1 118 249.79 d B(M4→ 2−1 ) = 0.0165 W.u.,
µ = 3.607 µn, Q = 1.44 barn,(IT decay)
3+1 119 36.7 ns (E1/M2→ 2−
1 :δ = 0.034), µ = 3.768 µn,(n,γ), (p,nγ), (d,pγ)
2+1 199 <0.08 ns (M1/E2→ 1+
1 :δ = 0.017),(n,γ), (p,nγ)
Landolt-BornsteinNew Series I/18B
4–130111
47Ag
64[Ref. p. 4–165
1/2−1 0
7/2+1 60
?
9/2+1 130
?
3/2−1 290
?
3/2+1 377
?
?
?
5/2−1 391
?
?
1/2+1 405
?
7/2+2 546
?
?
?
5/2+1 569
?
?
?
?
5/2+2 569
?
?
?
?
5/2+3 607
?
?
?
?
3/2−2 642
?
?
?
9/2+2 683
?
?
5/2−2 809
?
?
?
7/2−1 846
?
?
9/2+3 877
?
?
11/2+1 959
?
?
5/2−3 987
?
?
?
9/2+4 1013
?
?
?
9/2−1 1024
?
?
3/2+2 1062
?
?
?
?
?
1/2−2 1082
11/2+2 1125
?
?
7/2−2 1153
?
?
?
?
5/2+4 1180
?
?
?
?
?
?
3/2+3 1210
?
?
?
?
9/2+5 1277
?
7/2−3 1377
?
?
?
5/2−4 1418
?
1/2+2 1443
1/2+3 1476
5/2+5 1603
?
?
3/2+4 1621
?
?
Jπn Sn = 8831.2 keV, Sp = 7156 keV, ∆ = −88217.425 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]111
47Ag
644–131
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96D1, 97A, 99B]
1/2−1 0 7.45 d µ = −0.146 µn, (t,p), (3He,d), (d,3He), (3He,pnγ)
7/2+1 60 64.8 s B(E3→ 1/2−
1 ) = 0.046W.u., log ft = 5.85 (β− from 5/2+), (3He,pnγ)9/2+
1 130 1.22 ns B(M1/E2→ 7/2+1 ) = 0.024/ W.u., (δ < 0.12),
log ft = 8.19 (β− from 11/2−),(3He,d), (d,3He), (3He,pnγ)
3/2−1 290 log ft = 8.3 (β− from 5/2+),
(t,p), (3He,d), (d,3He), (3He,pnγ)3/2+
1 377 16 ns B(E1→ 3/2−1 ) = 7.3× 10−9 W.u., B(E2→ 7/2+
1 ) = 0.0109 W.u.,B(E1→ 1/2−
1 ) = 3.2× 10−7 W.u.,(3He,d), (d,3He), (3He,pnγ)
5/2−1 391 log ft � 9.1 (β− from 5/2+), (d,3He), (3He,pnγ)
1/2+1 405 (3He,d), (d,3He), (3He,pnγ)
7/2+2 546 log ft � 8.5 (β− from 5/2+), log ft = 8.7 (β− from 11/2−),
(3He,d), (3He,pnγ)5/2+
1 568.67 log ft = 8.2 (β− from 5/2+) (3He,pnγ)5/2+
2 568.8 log ft = 8.2 (β− from 5/2+) (3He,d), (d,3He), (3He,pnγ)5/2+
3 607 log ft = 7.7 (β− from 5/2+), (3He,d), (3He,pnγ)3/2−
2 642 (t,p), (3He,d), (d,3He), (3He,pnγ)9/2+
2 683 (3He,d), (3He,pnγ)5/2−
2 809 log ft � 8.8 (β− from 5/2+) (t,p), (d,3He), (3He,pnγ)7/2−
1 846 (t,p), (3He,pnγ)9/2+
3 877 (3He,d), (3He,pnγ)11/2+
1 959 B(E2→ 7/2+2 ) = W.u., log ft = 8.05 (β− from 11/2−),
(t,p), (3He,pnγ)5/2−
3 987 (t,p), (3He,pnγ)9/2+
4 1013 (3He,d), (3He,pnγ)9/2−
1 1024 log ft = 8.5 (β− from 11/2−), (t,p), (3He,pnγ)3/2+
2 1062 (3He,pnγ)1/2−
2 1082 (t,p), (3He,d)11/2+
2 1125 (3He,pnγ)7/2−
2 1153 (3He,pnγ)5/2+
4 1180 (3He,d), (d,3He), (3He,pnγ)3/2+
3 1210 log ft = 7.5 (β− from 5/2+), (3He,d), (3He,pnγ)9/2+
5 1277 (3He,pnγ)7/2−
3 1377 (3He,pnγ)5/2−
4 1418 (t,p), (3He,pnγ)1/2+
2 1443 (3He,d)1/2+
3 1476 (3He,d)5/2+
5 1603 log ft � 7.3 (β− from 5/2+), (t,p), (3He,pnγ)3/2+
4 1621 log ft � 7.6 (β− from 5/2+), (3He,d), (3He,pnγ)1/2−
3 1719 (t,p)1/2+
4 1941 (3He,d)5/2+
6 1985 (t,p), (3He,d)7/2+
3 2093 (t,p), (3He,d)
Landolt-BornsteinNew Series I/18B
4–132106
48Cd
58[Ref. p. 4–165
0+1 0
2+1 633
?
4+1 1494
?
2+2 1717
?
?
0+2 1795
?
4+2 2105
?
?
?
0+3 2144
?
?
?
4+3 2305
?
?
5+1 2331
?
?
2+3 2371
?
?
?
?
3−1 2379
?
6+1 2492
?
?
6+2 2503
?
0+4 2561
?
2+4 2566
?
5−1 2629
?
?
?
2+5 2630
?
?
6+3 2925
?
?
8+1 3044
?
?
7+1 3084
?
?
?
7+2 3126
?
?
6−1 3320
?
?
3+1 3329
?
8+2 3367
?
?
?
?
2+6 3394
?
8−1 3508
?
?
?
?
9−1 3679
?
?
?
10−1 4106
?
?
Jπn Sn = 10875 keV, Sp = 7354 keV, ∆ = −87133.792 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94D, 97A, 99B]
0+1 0 stable Coul. ex., (p,p′), (p,p′γ), (n,n′γ), (p,2nγ), (α,2nγ), (16O,p2nγ),
(16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ), (α,α), (α,α′)2+
1 633 7.27 ps B(E2→ 0+1 ) = 25.8 W.u., log ft > 7 (EC from 7+),
log ft = 6.2 (EC from (2)+), µ = 0.80 µn, Q = −0.28 barn,Coul. ex., (p,p′), (p,p′γ), (n,n′γ), (p,2nγ), (α,2nγ), (16O,p2nγ),(16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ), (α,α), (α,α′)
4+1 1494 0.87 ps B(E2→ 2+
1 ) = 46 W.u., Coul. ex., (p,p′), (p,p′γ), (n,n′γ), (p,2nγ),(α,2nγ), (16O,p2nγ), (16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ),(α,α), (α,α′)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]106
48Cd
584–133
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94D, 97A, 99B]
2+2 1717 0.31 ps B(M1/E2→ 2+
1 ) = 0.0075/11 W.u., (δ = −1.44),B(E2→ 2+
1 ) = 2.4 W.u., log ft = 6.49 (EC from (2)+),Coul. ex., (p,p′), (p,p′γ), (n,n′γ), (p,2nγ), (α,2nγ), (13C,3nγ),(12C,3nγ), (α,α), (α,α′)
0+2 1795 log ft = 7.21 (EC from (2)+), (p,p′γ), (p,2nγ)
4+2 2105 ≤2 ps B(E2→ 2+
2 ) > 42 W.u., B(E2→ 2+1 ) > 0.5 W.u.,
B(M1/E2→ 4+1 ) > 0.026/ > 5.2 W.u., (δ = −0.31),
log ft = 6.67 (EC from (2)+), (p,p′), (p,p′γ), (n,n′γ), (p,2nγ),(α,2nγ), (16O,p2nγ), (16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ),(α,α), (α,α′)
0+3 2144 log ft = 7.46 (EC from (2)+), (p,p′γ), (n,n′γ), (p,2nγ)
4+3 2305 (M1/E2→ 4+
2 :δ = −0.17), log ft = 7.13 (EC from 7+),(p,p′γ), (n,n′γ), (p,2nγ), (13C,3nγ), (12C,3nγ), (α,α), (α,α′)
5+1 2331 0.6 ns (p,p′γ), (n,n′γ), (p,2nγ), (α,2nγ), (16O,p2nγ), (13C,3nγ), (12C,3nγ)
2+3 2371 (p,p′γ), (n,n′γ), (p,2nγ), (α,2nγ), (α,α), (α,α′)
3−1 2379 (E1/M2→ 2+
1 :δ = −0.005), log ft = 6.83 (EC from (2)+),(p,p′), (p,p′γ), (n,n′γ), (p,2nγ)
6+1 2492 log ft = 5.94 (EC from 7+), (n,n′γ), (α,2nγ), (16O,p2nγ), (16O,4nγ),
(13C,3nγ), (12C,3nγ), (30Si,6nγ), (α,α), (α,α′)6+
2 2503 B(E2→ 4+1 ) > 0.036 W.u., log ft = 6.04 (EC from 7+),
(n,n′γ), (α,2nγ), (16O,p2nγ), (16O,4nγ), (13C,3nγ), (12C,3nγ),(30Si,6nγ)
0+4 2561 (n,n′γ)
2+4 2566 (M1/E2→ 2+
1 :δ = 2.5), log ft = 6.02 (EC from (2)+),(n,n′γ), (α,2nγ)
5−1 2629 5 ps B(E1/M2→ 4+
1 ) = 7× 10−6/ < 0.15 W.u., (δ = −0.04),B(E1→ 5+
1 ) = 6× 10−5 W.u., log1u ft = 7.93 (EC from 7+),(n,n′γ), (16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ), (α,α), (α,α′)
2+5 2630 log ft = 6.50024 (EC from (2)+), (n,n′γ)
6+3 2925 log ft = 6.15 (EC from 7+), (α,2nγ), (13C,3nγ), (12C,3nγ)
8+1 3044 0.39 ns B(E2→ 6+
2 ) = 0.42 W.u., B(E2→ 6+1 ) = 0.6 W.u.,
log ft = 5.02 (EC from 7+), (α,2nγ), (16O,p2nγ), (13C,3nγ),(12C,3nγ)
7+1 3084 (M1/E2→ 6+
2 :δ = −0.39), log ft = 5.81 (EC from 7+),(16O,p2nγ), (16O,4nγ), (13C,3nγ), (12C,3nγ)
7+2 3126 log ft = 6.12 (EC from 7+), (13C,3nγ), (12C,3nγ)
6−1 3320 (M1/E2→ 5−
1 :δ = 0.73), (n,n′γ), (α,2nγ), (16O,p2nγ), (16O,4nγ),(13C,3nγ), (12C,3nγ), (30Si,6nγ)
3+1 3329 (n,n′γ)
8+2 3367 (α,2nγ), (16O,p2nγ), (16O,4nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ)
2+6 3394 (n,n′γ)
8−1 3508 1.5 ns (α,2nγ), (16O,p2nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ)
9−1 3679 0.7 ns (M1/E2→ 8−
1 :δ = 0.15), (16O,p2nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ)10−
1 4106 ≤4 ps B(E2→ 8−1 ) ≥ 62 W.u., (M1/E2→ 9−
1 :δ = −0.15),(n,n′γ), (α,2nγ), (13C,3nγ), (12C,3nγ), (30Si,6nγ)
12+1 5241 (α,2nγ), (12C,3nγ), (30Si,6nγ)
Landolt-BornsteinNew Series I/18B
4–134108
48Cd
60[Ref. p. 4–165
0+1 0
2+1 633
?
4+1 1508
?
2+2 1602
?
?
0+2 1721
?
0+3 1913
?
?
?
3+1 2146
?
?
?
2+3 2163
?
?
3−1 2202
?
?
4+2 2239
?
?
?
2+4 2366
?
?
2+5 2486
?
?
?
6+1 2541
?
5+1 2565
?
?
5−1 2602
?
4+3 2646
?
?
?
1−1 2678
?
5−2 2707
?
4+4 2739
?
3+2 2763
?
?
6+2 2808
?
?
?
?
2+6 2817
?
?
6−1 2975
?
?
?
6+3 2994
?
?
7−1 3058
?
?
?
3+3 3082
?
2+7 3195
?
?
8−1 3224
?
?
7−2 3249
?
?
8−2 3475
?
?
?
9−1 3485
?
?
8+1 3683
?
9−2 3738
?
?
6+4 3816
?
?
?
?
8+2 3861
?
?
?
10−1 3872
?
10+1 4153
?
?
?
?
?
11−1 4188
?
10−2 4197
?
6+5 4513
11−2 4569
?
?
12+1 4709
?
10+2 4756
?
12−1 4826
?
12−2 5125
?
13−1 5180
?
14+1 5503
?
13−2 5574
?
?
11−3 5589
12+2 5592
?
?
?
12−3 5640
?
?
?
?
?
13−3 5761
?
?
?
?
14−1 5983
?
14−2 6077
?
?
14+2 6124
?
?
?
14−3 6252
?
?
15−1 6404
?
16+1 6459
?
15−2 6599
?
16+2 6891
?
?
Jπn Sn = 10336 keV, Sp = 8136 keV, ∆ = −89252.572 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]108
48Cd
604–135
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B3, 97A, 99B]
0+1 0 stable log ft = 4.425 (β− from 1+), Coul. ex., (p,p′), (�p,p′), (α, α′), (3He,d),
(3He,n), (d,6Li), (p,p′γ), (n,n′γ), (p,2nγ), (HI,xnγ)2+
1 633 6.86 ps B(E2→ 0+1 ) = 26.4 W.u., log ft = 5.53 (β− from 1+),
log ft = 6.53 (EC from 2+), µ = 0.68 µn, Q = −0.45 barn,Coul. ex., (p,p′), (�p,p′), (α, α′), (3He,d), (d,6Li), (p,p′γ), (n,n′γ),(p,2nγ), (HI,xnγ)
4+1 1508 0.88 ps B(E2→ 2+
1 ) = 40 W.u., Coul. ex., (p,p′), (�p,p′), (α, α′), (3He,d),(d,6Li), (p,p′γ), (n,n′γ), (p,2nγ), (HI,xnγ)
2+2 1602 0.46 ps B(M1/E2→ 2+
1 ) = 0.008/17 W.u., (δ = −1.5),B(E2→ 0+
1 ) = 1.8 W.u., log ft = 6.81 (EC from 2+),Coul. ex., (p,p′), (�p,p′), (α, α′), (3He,d), (d,6Li), (p,p′γ), (n,n′γ),(p,2nγ), (HI,xnγ)
0+2 1721 (3He,d), (3He,n), (d,6Li), (p,p′γ), (n,n′γ), (p,2nγ), (HI,xnγ)
0+3 1913 (3He,d), (3He,n), (d,6Li), (p,p′γ), (n,n′γ), (p,2nγ), (HI,xnγ)
3+1 2146 (M1/E2→ 2+
2 :δ = −1.22), (M1/E2→ 2+1 :δ = −1.84),
(p,p′γ), (n,n′γ), (p,2nγ)2+
3 2163 (M1/E2→ 2+1 :δ = 0.13), log ft = 6.25 (EC from 2+),
(3He,d), (p,p′γ), (n,n′γ), (p,2nγ)3−
1 2202 log ft = 7.1 (EC from 2+), (p,p′), (�p,p′), (α, α′), (3He,d), (d,6Li),(p,p′γ), (n,n′γ), (p,2nγ)
4+2 2239 (M1/E2→ 4+
1 :δ = −0.43), (d,6Li), (p,p′γ), (n,n′γ), (p,2nγ), (HI,xnγ)2+
4 2366 log ft = 6.33 (EC from 2+), (3He,d), (p,p′γ), (n,n′γ), (p,2nγ)2+
5 2486 log ft = 6.37 (EC from 2+), (3He,d), (p,p′γ), (n,n′γ), (p,2nγ)6+
1 2541 log ft = 5.93 (EC from 7+), (d,6Li), (n,n′γ), (HI,xnγ)5+
1 2565 0.2 ps (M1/E2→ 4+1 :δ = 0.08), (HI,xnγ)
5−1 2602 log1u ft = 6.46 (EC from 7+), (d,6Li), (3He,d), (n,n′γ), (HI,xnγ)
4+3 2646 (M1/E2→ 4+
1 :δ = −0.48), (n,n′γ)1−
1 2678 (3He,d), (n,n′γ)5−
2 2707 (E1/M2→ 4+1 :δ = −0.05), (3He,d), (n,n′γ), (d,6Li), (HI,xnγ)
4+4 2739 (d,6Li), (n,n′γ)
3+2 2763 (d,6Li), (n,n′γ)
6+2 2808 (d,6Li), (n,n′γ), (HI,xnγ)
2+6 2817 (n,n′γ),
6−1 2975 0.15 ns (E1/M2→ 5−
1 :δ = 0.56), (HI,xnγ)6+
3 2994 log ft = 5.76 (EC from 7+), (HI,xnγ)7−
1 3058 31 ps B(E2→ 5−2 ) = 30 W.u., B(E2→ 5−
1 ) = 13 W.u.,B(E1→ 6+
1 ) = 2.0 × 10−5 W.u., log ft = 6.54 (EC from 7+), (n,n′γ),(HI,xnγ)
3+3 3082 (n,n′γ),
2+7 3195 (n,n′γ)
8−1 3224 0.49 ns (M1/E2→ 7−
1 :δ = 0.185), (HI,xnγ)7−
2 3249 (HI,xnγ)8−
2 3475 (M1/E2→ 7−2 :δ = −0.14), (M1/E2→ 7−
1 :δ = −0.31), (HI,xnγ)9−
1 3485 47.1 ps B(E2→ 7−1 ) = 12.1 W.u., (M1/E2→ 8−
1 :δ = 0.06), (HI,xnγ)8+
1 3683 (HI,xnγ)9−
2 3738 6.2 ps B(E2→ 7−1 ) = 8.6 W.u., (HI,xnγ)
6+4 3816 logft = 5.65 (EC from 7+)
8+2 3861 (HI,xnγ)
10−1 3872 5.75 ps (HI,xnγ)
Landolt-BornsteinNew Series I/18B
4–136108
48Cd
60[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97B3, 97A, 99B]
10+1 4153 35.4 ps B(E1→ 10−
1 ) = 3.5× 10−5 W.u., B(E2→ 8+1 ) = 4.6 W.u.,
B(E2→ 8+2 ) = 79 W.u., (HI,xnγ)
11−1 4188 3.60 ps B(E2→ 9−
1 ) = 30 W.u., (HI,xnγ)10−
2 4197 5.5 ps B(E2→ 8−2 ) = 16 W.u., (HI,xnγ)
6+5 4513 logft = 5.3 (EC from 7+)
11−2 4569 1.66 ps B(M1→ 10−
1 ) = 0.0038 W.u., B(E2→ 10−1 ) = 6.6 W.u.,
B(E2→ 9−2 ) = 22 W.u., (HI,xnγ)
12+1 4709 10.1 ps B(E2→ 10+
1 ) = 34.5 W.u., (HI,xnγ)10+
2 4756 (HI,xnγ)12−
1 4826 1.11 ps B(E2→ 10−1 ) = 21 W.u., (HI,xnγ)
12−2 5125 2.1 ps B(E2→ 10−
2 ) = 12.8 W.u., (HI,xnγ)13−
1 5180 0.69 ps B(E2→ 11−1 ) = 28 W.u., (HI,xnγ)
14+1 5503 1.52 ps (HI,xnγ)
13−2 5574 (HI,xnγ)
11−3 5589 (HI,xnγ)
12+2 5592 (HI,xnγ)
12−3 5640 (HI,xnγ)
13−3 5761 (HI,xnγ)
14−1 5983 (HI,xnγ)
14−2 6077 <2 ps (HI,xnγ)
14+2 6124 (HI,xnγ), (p,2nγ)
14−3 6252 (HI,xnγ)
15−1 6404 (HI,xnγ)
16+1 6459 <1.4 ps (HI,xnγ)
15−2 6599 <2 ps (HI,xnγ)
16+2 6891 (HI,xnγ)
16−1 7275 (HI,xnγ)
16−2 7386 (HI,xnγ)
18+1 7564 (HI,xnγ)
17−1 7725 (HI,xnγ)
17−2 7741 (HI,xnγ)
18−1 8102 (HI,xnγ)
18−2 8284 (HI,xnγ)
19−1 8585 (HI,xnγ)
19−2 8671 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]109
48Cd
614–137
5/2+1 0
1/2+1 60
?
7/2+1 203
?
5/2+2 348
?
?
11/2−1 463
?
5/2+3 673
?
?
?
5/2+4 722
?
?
?
5/2+5 891
?
?
?
9/2+1 997
?
?
?
7/2+2 1134
?
1/2+2 1418
?
?
13/2+1 1854
13/2+2 2065
19/2−1 2591
17/2+1 2688
19/2−2 2700
23/2−1 2861
21/2+1 2867
21/2−1 2974
?
23/2−2 3411
?
?
25/2+1 3524
?
23/2−3 3616
23/2+1 3621
?
25/2−1 3897
?
?
?
25/2+2 3911
?
?
27/2−1 4297
27/2−2 4459
?
?
27/2−3 4631
29/2+1 4698
?
31/2+1 4725
27/2−4 4875
31/2−1 5051
?
27/2−5 5063
?
31/2+2 5084
29/2−1 5123
?
29/2−2 5280
?
?
?
31/2−2 5400
31/2−3 5441
?
33/2+1 5672
?
33/2−1 5731
?
35/2+1 5776
?
35/2−1 5972
?
31/2+3 6156
?
35/2−2 6165
?
37/2−1 6796
?
39/2−1 7011
?
39/2+1 7078
?
43/2−1 8203
?
43/2+1 8599
?
47/2−1 9570
?
Jπn Sn = 7324 keV, Sp = 8191 keV, ∆ = −88505.359 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–138109
48Cd
61[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91B3, 97A, 99B]
5/2+1 0 462.6 d µ = −0.8278461 µn, Q = 0.69 barn, (d,t), (p,nγ), (α,3nγ), (HI,xnγ)
1/2+1 60 12 µs B(E2→ 5/2+
1 ) = 0.19 W.u., (d,t), (p,nγ)7/2+
1 203 36 ps B(M1→ 5/2+1 ) = 0.068 W.u., log ft = 5.26413 (β+ from 9/2+),
(d,t), (p,nγ), (α,3nγ), (HI,xnγ)5/2+
2 348 (d,t), (p,nγ)11/2−
1 463 10.9 µs B(M2→ 7/2+1 ) = 0.091 W.u., log ft = 8.22 (β+ from 9/2+),
µ = −1.096 µn, Q = −0.92 barn, (d,t), (p,nγ), (α,3nγ), (HI,xnγ)5/2+
3 673 (d,t), (p,nγ)5/2+
4 722 (d,t), (p,nγ)5/2+
5 891 (p,nγ)9/2+
1 997 (p,nγ), (α,3nγ)7/2+
2 1134 log ft = 7.01 (β+ from 9/2+),1/2+
2 1418 (d,t), (p,nγ)13/2+
1 1854 (HI,xnγ)13/2+
2 2065 (HI,xnγ)19/2−
1 2591 (HI,xnγ)17/2+
1 2688 (HI,xnγ)19/2−
2 2700 (HI,xnγ)23/2−
1 2861 (α,3nγ), (HI,xnγ)21/2+
1 2867 (HI,xnγ)21/2−
1 2974 (HI,xnγ)23/2−
2 3411 (HI,xnγ)25/2+
1 3524 (α,3nγ), (HI,xnγ)23/2−
3 3616 (HI,xnγ)23/2+
1 3621 (HI,xnγ)25/2−
1 3897 (HI,xnγ)25/2+
2 3911 (HI,xnγ)27/2−
1 4297 (HI,xnγ)27/2−
2 4459 (HI,xnγ)27/2−
3 4631 (HI,xnγ)29/2+
1 4698 (HI,xnγ)31/2+
1 4725 (HI,xnγ)27/2−
4 4875 (HI,xnγ)31/2−
1 5051 (HI,xnγ)27/2−
5 5063 (HI,xnγ)31/2+
2 5084 (HI,xnγ)29/2−
1 5123 (HI,xnγ)29/2−
2 5280 (HI,xnγ)31/2−
2 5400 (HI,xnγ)31/2−
3 5441 (HI,xnγ)33/2+
1 5672 (HI,xnγ)33/2−
1 5731 (HI,xnγ)35/2+
1 5776 (HI,xnγ)35/2−
1 5972 (HI,xnγ)31/2+
3 6156 (HI,xnγ)35/2−
2 6165 (HI,xnγ)37/2−
1 6796 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]110
48Cd
624–139
0+1 0
2+1 658
?
0+2 1473
?
?
2+2 1476
?
?
4+1 1542
?
0+3 1731
?
?
?
2+3 1783
?
?
0+4 2079
??
?
?
3−1 2079
??
?
?
3+1 2163
?
?
?
4+2 2220
?
?
?
4+3 2251
?
?
?
?
3+2 2433
?
?
?
6+1 2480
?
?
5−1 2540
?
?
4+4 2561
?
?
?
?
5−2 2660
?
?
?
0+5 2662
?
?
6+2 2877
?
?
?
7−1 2879
?
?
?
6−1 2896
?
?
?
5+1 2927
?
?
?
?
?
?
?
?
7−2 3029
?
?
?
?
8−1 3056
?
?
6+3 3065
?
?
6+4 3122
?
?
?
?
?
?
?
6+5 3240
?
?
?
8+1 3275
?
9−1 3346
?
8−2 3427
?
?
6+6 3525
?
?
?
?
?
10+1 3611
?
?
9−2 3683
?
?
?
?
8+2 3792
?
10−1 3823
?
?
10+2 4077
?
12+1 4171
?
11−1 4173
?
10−2 4182
?
?
11−2 4559
?
?
12+2 4888
?
14+1 5026
?
12−1 5092
?
13−1 5248
?
14+2 5674
?
14−1 5967
?
16+1 6100
?
15−1 6180
?
16+2 6574
?
16−1 6673
?
17−1 6990
?
18+1 7324
?
18−1 7523
?
18+2 7651
?
19−1 7942
?
20−1 8629
?
20+1 8646
?
21−1 9102
?
22+1 9960
?
23−1 10491
?
Jπn Sn = 9886 keV, Sp = 8919.6 keV, ∆ = −90349.708 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–140110
48Cd
62[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92D, 97A, 99B]
0+1 0 stable log ft = 4.66 (β− from 1+), Coul. ex., (p,t), (p,p′), (e,e′), (3He,d),
(3He,n), (p,p′γ), (n,n′γ), (18O,4nγ), (α,2nγ)2+
1 658 5.39 ps B(E2→ 0+1 ) = 27.4 W.u., log ft = 5.53 (β− from 1+),
log ft = 5.6 (EC from 2+), µ = 0.56 µn, Q = −0.40 barn,Coul. ex., (p,t), (p,p′), (e,e′), (3He,d), (3He,n), (p,p′γ), (n,n′γ),(18O,4nγ), (α,2nγ)
0+2 1473 log ft = 6.8 (β− from 1+), log ft = 8.12 (EC from 2+),
(p,p′), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)2+
2 1476 0.68 ps B(M1/E2→ 2+1 ) = 0.0135/30 W.u., (δ = −1.36),
B(E2→ 0+1 ) = 1.34 W.u., log ft = 7.39 (β− from 1+),
log ft = 6.97 (EC from 2+),Coul. ex., (p,p′), (e,e′), (3He,d), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)
4+1 1542 0.73 ps B(E2→ 2+
1 ) = 46 W.u., log ft > 11.6 (β− from 6+),log ft = 7.9 (EC from 2+), Coul. ex., (p,t), (p,p′), (e,e′), (3He,d),(3He,n), (p,p′γ), (n,n′γ), (18O,4nγ), (α,2nγ)
0+3 1731 log ft = 8.1 (β− from 1+), log ft = 8.05 (EC from 2+),
Coul. ex., (p,t), (p,p′), (e,e′), (3He,d), (3He,n), (p,p′γ), (n,n′γ),(α,2nγ) (18O,4nγ),
2+3 1783 1.0 ps (M1/E2→ 2+
1 :δ = 0.33), B(E2→ 0+1 ) = 0.27 W.u.,
log ft = 6.9 (β− from 1+), log ft = 6.68 (EC from 2+),(p,p′), (e,e′), (3He,d), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)
0+4 2079 log ft = 6.6 (β− from 1+), (3He,d), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)
3−1 2079 log ft = 7.54 (β− from 1+), log ft = 7.29 (EC from 2+),
Coul. ex., (p,p′), (3He,d), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)3+
1 2163 (M1/E2→ 4+1 :δ = −0.70), (M1/E2→ 2+
2 :δ = −1.76),(M1/E2→ 2+
1 :δ = −1.21), log ft = 7.55 (EC from 2+),(3He,n), (p,p′γ), (n,n′γ), (α,2nγ) (18O,4nγ),
4+2 2220 (M1/E2→ 4+
1 :δ = −0.36), (E2/M3→ 2+1 :δ = −0.10),
(p,p′), (3He,n), (p,p′γ), (n,n′γ), (α,2nγ)4+
3 2251 (M1/E2→ 4+1 :δ = −0.15), log ft = 11.37 (β− from 6+),
(p,p′γ), (n,n′γ), (α,2nγ)3+
2 2433 (n,n′γ), (α,2nγ)6+
1 2480 log ft = 8.29 (β− from 6+), log ft = 6.6 (EC from 7+),(3He,d), (3He,n), (n,n′γ), (α,2nγ) (18O,4nγ),
5−1 2540 log ft ≥ 10.7 (β− from 6+), log1u ft = 7.47 (EC from 7+),
(α,2nγ) (3He,d), (3He,n), (p,p′), (n,n′γ), (18O,4nγ)4+
4 2561 (M1/E2→ 4+1 :δ = −0.56),
(3He,d), (3He,n), (n,n′γ), (α,2nγ)5−
2 2660 (M1/E2→ 5−1 :δ = −0.13), log ft = 10.81 (β− from 6+),
(3He,d), (n,n′γ), (18O,4nγ), (α,2nγ)0+
5 2662 log ft = 4.83 (β− from 1+), (3He,d), (3He,n), (n,n′γ)6+
2 2877 log ft = 8.22 (β− from 6+), log ft = 6.34 (EC from 7+),(3He,n), (n,n′γ), (α,2nγ)
7−1 2879 (18O,4nγ), (α,2nγ)
6−1 2896 (M1/E2→ 5−
2 :δ = −0.09), (M1/E2→ 5−1 :δ = −0.09),
(E1/M2→ 6+1 :δ = −0.15), (18O,4nγ), (α,2nγ)
5+1 2927 (M1/E2→ 6+
1 :δ = −0.38), (M1/E2→ 4+2 :δ = −1.42),
(E2/M3→ 3+1 :δ = −0.10), (M1/E2→ 4+
1 :δ = −0.44),log ft = 5.38 (β− from 6+), log ft = 6.93 (EC from 7+),(p,p′), (α,2nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]110
48Cd
624–141
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92D, 97A, 99B]
7−2 3029 (M1/E2→ 7−
1 :δ = −0.08), (p,p′), (α,2nγ)8−
1 3056 (M1/E2→ 7−1 :δ = −1.03), (18O,4nγ), (α,2nγ)
6+3 3065 (3He,d)
6+4 3122 log ft = 4.79 (EC from 7+), (3He,d)
6+5 3240 log ft = 5.68 (EC from 7+), (3He,d), (α,2nγ)
8+1 3275 log ft = 6.75 (EC from 7+), (18O,4nγ), (p,t), (α,2nγ)
9−1 3346 (18O,4nγ), (p,t), (α,2nγ)
8−2 3427 (M1/E2→ 8−
1 :δ = −0.25), (M1/E2→ 7−1 :δ = −0.14),
(18O,4nγ), (α,2nγ)6+
6 3525 (M1/E2→ 6+1 :δ = 0.31), log ft = 5.19 (EC from 7+), (α,2nγ)
10+1 3611 (18O,4nγ), (α,2nγ)
9−2 3683 (M1/E2→ 8−
2 :δ = −0.12), (M1/E2→ 8−1 :δ = −0.21),
(18O,4nγ), (α,2nγ)8+
2 3792 (p,t), (α,2nγ)10−
1 3823 (M1/E2→ 9−1 :δ = −0.24), (α,2nγ)
10+2 4077 (α,2nγ)
12+1 4171 (18O,4nγ), (α,2nγ)
11−1 4173 (18O,4nγ), (α,2nγ)
10−2 4182 (M1/E2→ 9−
1 :δ = −0.27), (18O,4nγ), (α,2nγ)11−
2 4559 (M1/E2→ 10−1 :δ = −0.07), (α,2nγ)
12+2 4888 (18O,4nγ), (α,2nγ)
14+1 5026 (18O,4nγ), (α,2nγ)
12−1 5092 (18O,4nγ)
13−1 5248 (18O,4nγ)
14+2 5674 (18O,4nγ)
14−1 5967 (18O,4nγ)
16+1 6100 (18O,4nγ)
15−1 6180 (18O,4nγ)
16+2 6574 (18O,4nγ)
16−1 6673 (18O,4nγ)
17−1 6990 (18O,4nγ)
18+1 7324 (18O,4nγ)
18−1 7523 (18O,4nγ)
18+2 7651 (18O,4nγ)
19−1 7942 (18O,4nγ)
20−1 8629 (18O,4nγ)
20+1 8646 (18O,4nγ)
21−1 9102 (18O,4nγ)
22+1 9960 (18O,4nγ)
23−1 10491 (18O,4nγ)
24+1 11317 (18O,4nγ)
26+1 12759 (18O,4nγ)
28+1 14201 (18O,4nγ)
Landolt-BornsteinNew Series I/18B
4–142111
48Cd
63[Ref. p. 4–165
1/2+1 0
5/2+1 245
?
3/2+1 342
?
?
11/2−1 396
?
7/2+1 417
?
5/2+2 620
?
?
?
?
7/2+2 705
5/2+3 753
?
?
?
?
3/2+2 755
?
?
?
7/2+3 854
?
?
3/2+3 856
?
3/2+4 865
?
?
?
3/2+5 867
?
?
?
?
15/2−1 968
?
9/2+1 987
?
?
3/2+6 1017
?
?
?
1/2+2 1020
3/2+7 1078
?
?
?
?
3/2+8 1116
?
?
?
7/2+4 1118
?
?
?
?
?
1/2+3 1186
?
3/2+9 1190
?
?
?
11/2+1 1257
?
?
5/2−1 1327
?
3/2+10 1392
?
?
?
?
1/2+4 1473
?
?
?
?
?
3/2+11 1546
?
?
?
?
3/2+12 1552
?
?
?
?
?
3/2+13 1692
?
?
?
3/2+14 1740
?
?
?
3/2+15 1789
?
?
?
?
3/2+16 1829
?
?
?
?
19/2−1 1852
?
7/2−1 1972
?
23/2−1 2847
?
27/2−1 3763
?
31/2−1 4556
?
35/2−1 5502
?
39/2−1 6649
?
43/2−1 7951
?
47/2−1 9407
?
Jπn Sn = 6975.84 keV, Sp = 9085.6 keV, ∆ = −89254.225 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]111
48Cd
634–143
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91B3, 97A, 99B]
1/2+1 0 stable log ft = 7.3 (β− from 1/2−), µ = −0.5948861 µn,
Coul. ex., (d,p), (d,t), (α,3nγ), (d,d′), (p,p′), (n,n′γ), (3He,2nγ),(γ,γ′), (n,γ), (HI,xnγ)
5/2+1 245 84.5 ns B(E2→ 1/2+
1 ) = 0.2218 W.u., log ft = 9.2 (β− from 1/2−),log ft = 5.51 (β− from 7/2+), µ = −0.7656 µn, Q = 0.77 barn,Coul. ex., (d,p), (d,t), (α,3nγ), (d,d′), (n,n′γ), (3He,2nγ), (n,γ)
3/2+1 342 24 ps B(M1/E2→ 5/2+
1 ) = 0.0205/ W.u., (δ = 0.12),B(M1/E2→ 1/2+
1 ) = 0.01761/11.7 W.u., (δ = 0.36),log ft = 7.8 (β− from 1/2−), µ = −0.03 µn,Coul. ex., (d,p), (d,t), (α,3nγ), (d,d′), (p,p′), (n,n′γ), (3He,2nγ),(n,γ), (n,γ)
11/2−1 396 48.54 m B(E3→ 5/2+
1 ) = 9.7× 10−5 W.u.,µ = −1.1051 µn, Q = −0.85 barn,(d,p), (d,t), (α,3nγ)
7/2+1 417 0.12 ns B(M1/E2→ 3/2+
1 ) = 0.0041/23 W.u., (δ = −0.144),log ft = 5.5 (β− from 7/2+), log ft = 5.0 (EC from 9/2+),Coul. ex., (d,p), (d,t), (α,3nγ), (d,d′), (n,n′γ), (3He,2nγ)
5/2+2 620 9.7 ps B(M1/E2→ 7/2+
1 ) = 0.0019/20 W.u.,(M1/E2→ 5/2+
1 :δ = 2.80), log ft = 9.5 (β− from 1/2−),log ft = 4.79 (β− from 7/2+), µ = 0.28 µn,Coul. ex., (d,p), (d,t), (d,d′), (p,p′), (n,n′γ), (3He,2nγ)
7/2+2 705 (n,n′γ)
5/2+3 753 (M1/E2→ 5/2+
1 :δ = −0.05), log ft = 4.66 (β− from 7/2+),(n,n′γ), (3He,2nγ), (n,γ)
3/2+2 755 log ft = 9.7 (β− from 1/2−),
Coul. ex., (3He,2nγ)7/2+
3 854 (n,n′γ), (3He,2nγ), (n,γ)3/2+
3 856 Coul. ex.3/2+
4 865 log ft = 8.6 (β− from 1/2−),(d,p), (d,t), (n,γ)
3/2+5 867 2.8 ps (M1/E2→ 3/2+
1 :δ = 2.40),(d,p), (d,t), (n,n′γ), (n,γ)
15/2−1 968 (α,3nγ), (n,n′γ), (3He,2nγ), (HI,xnγ)
9/2+1 987 (α,3nγ), (n,n′γ), (3He,2nγ)
3/2+6 1017 (M1/E2→ 1/2+
1 :δ = −3.20),(n,n′γ), (n,γ)
1/2+2 1020 (d,p), (d,t)
3/2+7 1078 (M1/E2→ 5/2+
1 :δ = 0.20), (M1/E2→ 1/2+1 :δ = 0.27),
(n,n′γ), (n,γ)3/2+
8 1116 0.08 ps (M1/E2→ 5/2+1 :δ = 2.80), (M1/E2→ 1/2+
1 :δ = −0.17),Coul. ex., (d,p), (d,t), (n,n′γ), (3He,2nγ), (n,γ)
7/2+4 1118 (n,n′γ), (n,γ)
1/2+3 1186 (d,p), (d,t), (n,γ)
3/2+9 1190 (n,n′γ), (n,γ)
11/2+1 1257 (α,3nγ), (n,n′γ), (3He,2nγ)
5/2−1 1327 (n,n′γ), (n,γ)
3/2+10 1392 (n,n′γ), (n,γ)
1/2+4 1473 (n,n′γ), (n,γ)
3/2+11 1546 (d,p), (d,t), (n,n′γ), (n,γ)
3/2+12 1552 (d,p), (d,t), (n,n′γ), (n,γ)
Landolt-BornsteinNew Series I/18B
4–144111
48Cd
63[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91B3, 97A, 99B]
3/2+13 1692 (d,d′), (p,p′), (n,n′γ)
3/2+14 1740 (n,n′γ), (n,γ)
3/2+15 1789 (d,d′), (n,n′γ), (n,γ)
3/2+16 1829 (n,n′γ), (n,γ)
19/2−1 1852 (α,3nγ), (3He,2nγ), (HI,xnγ)
7/2−1 1972 (n,n′γ), (n,γ)
23/2−1 2847 (α,3nγ), (HI,xnγ)
27/2−1 3763 (α,3nγ), (HI,xnγ)
31/2−1 4556 (α,3nγ), (HI,xnγ)
35/2−1 5502 (HI,xnγ)
39/2−1 6649 (HI,xnγ)
43/2−1 7951 (HI,xnγ)
47/2−1 9407 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]112
48Cd
644–145
0+1 0?
2+1 618
?
0+2 1224
?
?
2+2 1312
?
?
4+1 1416
?
0+3 1433
?
?
?
?
2+3 1469
?
?
?
4+2 1871
?
?
?
?
?
?
?
0+4 1871
?
?
?
?
?
?
?
3−1 2005
?
?
?
3+1 2065
?
?
?
4+3 2082
?
?
?
?
?
2+4 2122
?
2+5 2156
?
?
?
?
6+1 2168
?
?
2+6 2231
?
?
?
?
?
0+5 2301
?
5−1 2373
?
?
?
3+2 2403
?
?
3−2 2416
?
?
?
?
?
4+4 2454
?
4+5 2493
?
0+6 2501
2+7 2507
?
?
?
?
?
5−2 2570
?
?
?
6+2 2572
?
?
?
1−1 2584
4−1 2591
?
?
?
5−3 2632
2+8 2635
0+7 2649
3−3 2649
1−2 2653
5+1 2666
?
?
?
2−1 2667
5−4 2667
2+9 2673
4+6 2711
?
2+10 2724
?
?
?
?
?
2+11 2766
?
5−5 2793
7−1 2794
?
?
?
4+7 2816
6−1 2818
?
?
4+8 2830
0+8 2832
?
4+9 2835
2+12 2850
?
?
?
0+9 2853
3−4 2867
?
?
?
?
?
3+3 2868
8+1 2881
?
0+10 2882
4+10 2892
6+3 2921
?
?
0+11 2924
2+13 2926
5−6 2928
6−2 2932
?
?
7−2 2936
?
?
?
?
Jπn Sn = 9398.1 keV, Sp = 9652.6 keV, ∆ = −90581.047 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–146112
48Cd
64[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96D2, 97A, 99B]
0+1 0 stable log1u ft = 9.76 (β− from (2)−), log ft = 4.7 (EC from 1+), Coul. ex.,
(d,p), (t,p), (n,γ), (p,p′), (d,d′), (�d,t), (γ, γ′), (p,p′γ), (n,n′γ), (�p,p′),(α,2nγ)
2+1 618 6.51 ps B(E2→ 0+
1 ) = 30.2 W.u., log ft = 8.25 (β− from (2)−),log ft = 5.31 (EC from 1+), µ = 0.64 µn, Q = −0.37 barn,Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (d,d′), (�d,t), (γ, γ′), (p,p′γ),(n,n′γ), (�p,p′), (α,2nγ)
0+2 1224 4.2 ps B(E2→ 2+
1 ) = 51 W.u., log1u ft = 10.06 (β− from (2)−),log ft = 5.376 (EC from 1+), Coul. ex., (d,p), (t,p), (n,γ), (p,p′),(d,d′), (γ, γ′), (p,p′γ), (n,n′γ), (�p,p′), (α,2nγ)
2+2 1312 2.0 ps B(M1/E2→ 2+
1 ) = 0.015/15 W.u., (δ = −0.77),B(E2→ 2+
1 ) = 0.60 W.u., log ft = 8.86 (β− from (2)−),log ft = 7.17 (EC from 1+), Coul. ex., (t,p), (p,p′), (d,d′), (�d,t),(γ, γ′), (p,p′γ), (n,n′γ), (�p,p′), (α,2nγ)
4+1 1416 0.90 ps B(E2→ 2+
1 ) = 61 W.u., log1u ft = 10.89 (β− from (2)−), (t,p), (n,γ),(p,p′), (d,d′), (�d,t), (p,p′γ), (n,n′γ), (�p,p′), (α,2nγ)
0+3 1433 1.9 ns B(E2→ 2+
2 ) = 80 W.u., B(E2→ 2+1 ) = 0.0099 W.u.,
log1u ft = 11.11 (β− from (2)−), log ft = 5.90 (EC from 1+), (d,p),(t,p), (p,p′), (d,d′), (γ, γ′), (p,p′γ), (n,n′γ), (α,2nγ)
2+3 1469 2.7 ps B(M1/E2→ 2+
1 ) = 0.0078/0.42 W.u., (δ = 0.22),B(E2→ 0+
1 ) = 0.34 W.u., log ft = 8.91 (β− from (2)−),log ft = 5.9 (EC from 1+), Coul. ex., (d,p), (�d,t), (t,p), (n,γ), (p,p′),(d,d′), (γ, γ′), (p,p′γ), (n,n′γ), (α,2nγ)
4+2 1870.75 (d,d′), (n,n′γ), (α,2nγ)
0+4 1871 log1u ft = 9.18 (β− from (2)−), log ft = 5.51 (EC from 1+), (d,p),
(�d,t), (t,p), (p,p′), (d,d′), (γ, γ′), (p,p′γ), (n,n′γ)3−
1 2005 (E1/M2→ 2+1 :δ = −0.06), log ft = 7.84 (β− from (2)−), Coul. ex.,
(d,p), (t,p), (p,p′), (d,d′), (�d,t), (γ, γ′), (p,p′γ), (n,n′γ), (�p,p′), (α,2nγ)3+
1 2065 (M1/E2→ 2+2 :δ = 0.07), (M1/E2→ 2+
1 :δ = −0.03),log ft = 9.69 (β− from (2)−), (d,d′), (�d,t), (p,p′γ), (n,n′γ), (α,2nγ)
4+3 2082 (M1/E2→ 4+
1 :δ = −0.47), (t,p), (p,p′), (d,d′), (�d,t), (γ, γ′), (p,p′γ),(n,n′γ), (α,2nγ)
2+4 2122 log ft = 5.82 (EC from 1+), (d,p), (�d,t), (t,p), (p,p′), (d,d′), (γ, γ′),
(n,n′γ), (α,2nγ)2+
5 2156 log ft = 8.66 (β− from (2)−), log ft = 6.302 (EC from 1+), (d,p),(t,p), (p,p′), (d,d′), (�d,t), (γ, γ′), (n,n′γ), (α,2nγ)
6+1 2168 (n,n′γ), (α,2nγ)
2+6 2231 (M1/E2→ 2+
1 :δ = −0.60), (d,p), (�d,t), (t,p), (p,p′), (γ, γ′), (n,n′γ),(α,2nγ)
0+5 2301 log ft = 5.78 (EC from 1+), (d,p), (t,p), (p,p′), (d,d′), (�d,t), (γ, γ′),
(n,n′γ)5−
1 2373 (E1/M2→ 4+3 :δ = −0.06), (E1/M2→ 4+
1 :δ = −0.02), (d,p), (t,p),(p,p′), (d,d′), (�d,t), (n,n′γ), (�p,p′), (α,2nγ)
3+2 2403 (M1/E2→ 2+
1 :δ = −0.25), (M1/E2→ 2+4 :δ = 0.33), (�d,t), (n,n′γ),
(α,2nγ)3−
2 2416 log ft = 8.02 (β− from (2)−), (p,p′), (d,d′), (�d,t), (n,n′γ), (�p,p′),(α,2nγ)
4+4 2454 (t,p), (p,p′), (d,d′), (�d,t), (n,n′γ), (α,2nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]112
48Cd
644–147
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96D2, 97A, 99B]
4+5 2493 (p,p′), (d,d′), (�d,t), (n,n′γ), (α,2nγ)
0+6 2501 (�d,t)
2+7 2507 log ft = 7.91 (β− from (2)−), (�d,t), (d,p), (t,p), (p,p′), (d,d′), (γ, γ′),
(n,n′γ), (�p,p′)5−
2 2570 (E1/M2→ 4+1 :δ = −0.13), (�d,t), (t,p), (α,2nγ)
6+2 2572 (t,p), (p,p′), (d,d′), (α,2nγ)
1−1 2584 (p,p′)
4−1 2591 (M1/E2→ 3−
1 :δ = 0.27), (E1/M2→ 3+1 :δ = 0.03), (�d,t), (p,p′), (α,2nγ)
5−3 2632 (p,p′)
2+8 2635 (d,p), (�d,t), (d,d′)
0+7 2649 (�d,t), (d,d′)
3−3 2649 (p,p′), (d,d′)
1−2 2653 (d,p), (p,p′), (d,d′)
5+1 2666 (α,2nγ)
2−1 2667 (p,p′)
5−4 2667 (d,d′)
2+9 2673 (d,d′)
4+6 2711 (M1/E2→ 4+
1 :δ = −0.33), (p,p′), (�d,t), (d,d′), (α,2nγ)2+
10 2724 log ft = 7.39 (β− from (2)−), (d,p), (p,p′), (�d,t), (d,d′), (γ, γ′),(n,n′γ), (α,2nγ)
2+11 2766 log ft = 8.77 (β− from (2)−), (d,p), (t,p), (p,p′), (d,d′), (�d,t), (n,n′γ)
5−5 2793 (p,p′), (d,d′)
7−1 2794 (E1/M2→ 6+
1 :δ = −0.01), (α,2nγ)4+
7 2816 (p,p′), (d,d′)6−
1 2818 (M1/E2→ 5+1 :δ = −0.45), (M1/E2→ 5+
2 :δ = −0.03), (�d,t), (α,2nγ)4+
8 2830 (d,d′)0+
8 2832 (d,p), (t,p), (d,d′), (�d,t), (γ, γ′), (�p,p′)4+
9 2835 (p,p′), (d,d′)2+
12 2850 (p,p′), (d,d′), (γ, γ′)0+
9 2853 (�d,t)3−
4 2867 log ft = 7.95 (β− from (2)−), (t,p), (p,p′), (d,d′)3+
3 2868 (�d,t)8+
1 2881 (α,2nγ)0+
10 2882 (�d,t), (d,d′)4+
10 2892 (p,p′), (�d,t), (d,d′)6+
3 2921 (α,2nγ)0+
11 2924 (�d,t)2+
13 2926 (d,d′)5−
6 2928 (p,p′)6−
2 2932 (d,d′), (α,2nγ)7−
2 2936 (E1/M2→ 6+1 :δ = −0.01), (M1/E2→ 7−
1 :δ = −0.52), (α,2nγ)2+
14 2942 (d,p), (p,p′), (d,d′)2+
15 2949 (�d,t), (d,d′)4−
2 2960 (�d,t)3−
5 2962 (p,p′)2+
16 2967 (p,p′), (d,d′)2+
17 2980 (�d,t), (d,d′)
Landolt-BornsteinNew Series I/18B
4–148112
48Cd
64[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96D2, 97A, 99B]
6+4 3028 (�d,t), (α,2nγ)
1−3 3046 (p,p′)
3−6 3065 (d,d′)
4+11 3068 log ft = 8.81 (β− from (2)−), (d,p), (t,p), (p,p′)
8−1 3093 (M1/E2→ 7−
1 :δ = 0.55), (M1/E2→ 7−2 :δ = −0.59), (α,2nγ)
4+12 3100 (p,p′), (d,d′)
2+18 3101 (�d,t)
2+19 3108 (�d,t), (d,p), (t,p), (γ, γ′)
3−7 3131 (d,d′)
3−8 3175 (�d,t), (t,p)
8+2 3176.62 (M1/E2→ 8+
1 :δ = −0.14), (α,2nγ)2+
20 3177 (�d,t), (p,p′), (d,d′)4+
13 3205 (p,p′), (�d,t), (d,d′)8+
3 3231 (α,2nγ)7+
1 3239 (M1/E2→ 6+1 :δ = −7.20), (α,2nγ)
2+21 3242 (d,p), (t,p), (d,d′), (�d,t), (γ, γ′)
7−3 3248 (M1/E2→ 7−
2 :δ = −0.10), (M1/E2→ 6−2 :δ = 0.28), (α,2nγ)
4+14 3265 (p,p′), (�d,t), (d,d′)
7−4 3292 (d,d′), (α,2nγ)
2+22 3296 (�d,t)
6+5 3302 (t,p)
9−1 3318 (M1/E2→ 8−
1 :δ = 0.30), (α,2nγ)10+
1 3323 (α,2nγ)3−
9 3326 (p,p′)5−
7 3329 (p,p′), (d,d′)2+
23 3340 (�d,t), (d,p), (t,p)3−
10 3344 (p,p′)2+
24 3350 (d,d′)0+
12 3352 (�d,t)2+
25 3359 (�d,t), (p,p′)2+
26 3366 (d,d′)7−
5 3376 (M1/E2→ 6−2 :δ = −0.37), (α,2nγ)
2+27 3380 (�d,t), (d,d′)
8+4 3399 (α,2nγ)
4+15 3415 (t,p), (p,p′)
4+16 3417 (d,d′)
6+6 3452 (p,p′)
8−2 3529 (M1/E2→ 7−
2 :δ = 1.00), (M1/E2→ 7−1 :δ = −0.11),
(M1/E2→ 8−1 :δ = −0.30), (α,2nγ)
4+17 3534 (p,p′)
8+5 3543 (α,2nγ)
4+18 3543 (d,d′)
3−11 3560 (p,p′), (d,d′)
9−2 3571 (M1/E2→ 8−
1 :δ = −0.10), (α,2nγ)3−
12 3586 (p,p′)3−
13 3616 (p,p′), (d,d′)8−
3 3659 (M1/E2→ 9−1 :δ = −0.18), (δ = −0.18), (α,2nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]112
48Cd
644–149
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96D2, 97A, 99B]
3−14 3667 (p,p′), (d,d′)
10+2 3684 (α,2nγ)
7−6 3685 (M1/E2→ 7−
5 :δ = −0.29), (α,2nγ)4+
19 3691 (p,p′), (d,d′)2+
28 3717 (d,d′)8+
6 3737 (α,2nγ)4+
20 3748 (p,p′)4+
21 3764 (p,p′)4+
22 3800 (p,p′)10−
1 3810 (M1/E2→ 9−2 :δ = −0.80), (α,2nγ)
3−15 3815 (p,p′)
4+23 3835 (p,p′)
4+24 3863 (p,p′)
9+1 3914 (M1/E2→ 8+
1 :δ = 0.09), (M1/E2→ 8+4 :δ = 0.31), (α,2nγ)
0+13 3920 (d,d′)
12+1 3931 (α,2nγ)
4+25 3945 (p,p′)
9+2 3967 (M1/E2→ 10+
1 :δ = −0.16), (α,2nγ)10+
3 3990 (M1/E2→ 10+2 :δ = −0.50), (α,2nγ)
3−16 4010 (p,p′)
3−17 4034 (p,p′)
4+26 4060 (p,p′)
4+27 4118 (p,p′)
10+4 4126 (α,2nγ)
3−18 4172 (p,p′)
10+5 4175 (α,2nγ)
7−7 4221 (p,p′)
3−19 4248 (p,p′)
3−20 4279 (p,p′)
10+6 4283 (α,2nγ)
9−3 4284 (α,2nγ)
11−1 4285 (α,2nγ)
4+28 4320 (p,p′)
7−8 4338 (p,p′)
4+29 4364 (p,p′)
11+1 4383 (E1/M2→ 10+
1 :δ = 0.75), (E1/M2→ 12+1 :δ = 0.05), (α,2nγ)
3−21 4385 (p,p′)
10−2 4385 (α,2nγ)
11−2 4468 (α,2nγ)
3−22 4468 (p,p′)
3−23 4499 (p,p′)
12+2 4587 (α,2nγ)
11+2 4687 (α,2nγ)
14+1 4872 (α,2nγ)
1−4 7632 5.4 fs B(E1/M2→ 2+
3 ) = 4.4× 10−6/(0.001) W.u., (δ = 0.05),B(E1/M2→ 2+
1 ) = 1.8× 10−5/0.006W.u., (δ = 0.06),B(E1→ 2+
4 ) = 2.3× 10−6W.u., B(E1→ 4+3 ) = 1.6× 10−6W.u.,
B(E1→ 0+1 ) = 6.7× 10−5W.u., B(E1→ 0+
2 ) = 8.2× 10−6W.u.,B(E1→ 0+
3 ) = 2.5× 10−6W.u., B(E1→ 0+4 ) = 1.6× 10−5W.u., (γ, γ′)
Landolt-BornsteinNew Series I/18B
4–150113
48Cd
65[Ref. p. 4–165
1/2+1 0
11/2−1 264
?
3/2+1 299
?
5/2+1 316
?
?
7/2+1 459
?
7/2−1 522
?
?
5/2+2 584
?
?
?
?
9/2−1 638
?
?
3/2+2 681
?
?
?
?
5/2+3 709
?
?
?
?
1/2+2 760
15/2−1 815
?
7/2+2 817
?
?
?
5/2−1 855
?
?
?
15/2−2 870
?
1/2+3 884
?
?
3/2+3 898
?
?
?
?
9/2+1 940
?
?
1/2+4 988
?
?
3/2+4 1003
?
?
?
7/2+3 1048
?
?
?
?
3/2+5 1050
?
?
?
7/2−2 1051
?
?
?
13/2−1 1109
?
?
?
9/2+2 1125
?
?
?
?
?
3/2+6 1126
?
?
?
3/2−1 1195
?
?
?
?
13/2−2 1210
?
11/2+1 1215
?
?
3/2+7 1268
?
?
3/2+8 1280
?
?
?
?
?
11/2−2 1347
?
7/2+4 1368
?
?
?
?
?
3/2+9 1479
?
?
?
?
7/2+5 1505
?
7/2−3 1576
?
?
5/2+4 1607
?
?
?
?
11/2−3 1657
?
3/2+10 1675
?
?
?
11/2+2 1733
?
?
?
9/2−2 1779
?
?
7/2−4 1892
?
?
?
7/2−5 2113
?
?
3/2−2 2174
?
?
?
3/2−3 2320
?
?
Jπn Sn = 6540.2 keV, Sp = 9714 keV, ∆ = −89049.931 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]113
48Cd
654–151
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98B2, 97A, 99B]
1/2+1 0 7.7 Py log ft � 7.0 (β− from 1/2−), µ = −0.6223009 µn,
Coul. ex., (d,p), (d,t), (n,γ), (d,d′), (p,p′), (γ,′γ), (p,p′γ), (α,nγ),(n,n′γ)
11/2−1 264 14.1 y B(E5→ 1/2+
1 ) = 0.0499 W.u., µ = −1.0877842 µn, Q = −0.71 barn,(d,p), (d,t), (α,nγ)
3/2+1 299 29 ps B(M1/E2→ 1/2+
1 ) = 0.025/20 W.u., (δ = 0.30),log ft � 7.6 (β− from 1/2−), µ = −0.39 µn,Coul. ex., (d,p), (d,t), (n,γ), (d,d′), (α,nγ), (n,n′γ)
5/2+1 316 10.8 ns B(M1→ 3/2+
1 ) = 0.0083 W.u., B(E2→ 1/2+1 ) = 0.371 W.u.,
log1u ft � 9.3 (β− from 1/2−), log ft � 5.4 (β− from 7/2+),Coul. ex., (d,p), (d,t), (n,γ), (α,nγ), (n,n′γ), (p,p′),(p,p′γ)
7/2+1 459 (M1/E2→ 5/2+
1 :δ = −0.04), log ft � 6.3 (β− from 7/2+),(d,p), (d,t), (α,nγ), (n,n′γ)
7/2−1 522 0.322 ns (α,nγ), (n,n′γ)
5/2+2 584 6.9 ps B(E2→ 1/2+
1 ) = 33 W.u., log1u ft � 10.0 (β− from 1/2−),log ft � 5.5 (β− from 7/2+), µ = 0.15 µn,Coul. ex., (d,p), (d,t), (n,γ), (α,nγ), (n,n′γ)
9/2−1 638 (M1/E2→ 7/2−
1 :δ = −0.25), (α,nγ), (n,n′γ), (p,p′),(p,p′γ)3/2+
2 681 12 fs (M1/E2→ 5/2+1 :δ = −0.02), (M1/E2→ 3/2+
1 :δ = 0.16),B(M1/E2→ 1/2+
1 ) = /22 W.u., (δ = −1.8),log ft � 8.2 (β− from 1/2−), Coul. ex., (d,p), (d,t), (n,γ), (α,nγ),(n,n′γ)
5/2+3 709 (M1/E2→ 7/2+
1 :δ = 0.34), (M1/E2→ 5/2+1 :δ = −0.24),
(M1/E2→ 3/2+1 :δ = −0.10), log1u ft � 10.9 (β− from 1/2−),
log ft � 4.8 (β− from 7/2+), Coul. ex., (α,nγ), (n,n′γ)1/2+
2 760 (d,p), (d,t)15/2−
1 815 (α,nγ)7/2+
2 817 (M1/E2→ 5/2+1 :δ = −0.45), (d,p), (d,t), (α,nγ), (n,n′γ)
5/2−1 855 (M1/E2→ 7/2−
1 :δ = −0.27), (α,nγ), (n,n′γ)15/2−
2 870 (n,n′γ)1/2+
3 884 log ft � 8.4 (β− from 1/2−), (d,p), (d,t), (n,γ), (α,nγ), (n,n′γ)3/2+
3 898 (M1/E2→ 5/2+2 :δ = 0.41), (d,p), (d,t), (α,nγ), (n,n′γ)
9/2+1 940 (α,nγ), (n,n′γ)
1/2+4 988 log ft � 8.1 (β− from 1/2−), (d,p), (d,t), (n,γ), (α,nγ), (n,n′γ)
3/2+4 1003 (M1/E2→ 3/2+
2 :δ = −0.8), (d,p), (d,t), (n,γ), (n,n′γ)7/2+
3 1048 (M1/E2→ 5/2+2 :δ = 0.12), log ft � 5.6 (β− from 7/2+),
(α,nγ), (n,n′γ)3/2+
5 1050 (M1/E2→ 1/2+1 :δ = 0.49), log ft � 8.8 (β− from 1/2−),
(n,γ), (α,nγ), (n,n′γ)7/2−
2 1051 (M1/E2→ 9/2−1 :δ = −0.41), (α,nγ), (n,n′γ)
13/2−1 1109 (α,nγ), (n,n′γ)
9/2+2 1125 (α,nγ), (n,n′γ)
3/2+6 1126 (M1/E2→ 1/2+
1 :δ = −0.02), log ft � 8.6 (β− from 1/2−),(d,p), (d,t), (n,γ), (α,nγ), (n,n′γ)
3/2−1 1195 (M1/E2→ 5/2−
1 :δ = −0.20), (n,γ), (α,nγ), (n,n′γ)13/2−
2 1210 (n,n′γ)11/2+
1 1215 (α,nγ), (n,n′γ)3/2+
7 1268 (α,nγ), (n,n′γ)3/2+
8 1280 (d,p), (d,t), (α,nγ), (n,n′γ)
Landolt-BornsteinNew Series I/18B
4–152113
48Cd
65[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98B2, 97A, 99B]
11/2−2 1347 (α,nγ)
7/2+4 1368 (M1/E2→ 7/2+
2 :δ = −0.006), (α,nγ)3/2+
9 1479 (d,p), (d,t), (n,γ), (n,n′γ)7/2+
5 1505 (α,nγ)7/2−
3 1576 (d,p), (d,t), (n,n′γ)5/2+
4 1607 (d,p), (d,t), (n,n′γ)11/2−
3 1657 (α,nγ), (n,n′γ)3/2+
10 1675 (d,p), (d,t), (n,n′γ)11/2+
2 1733 (α,nγ), (n,n′γ)9/2−
2 1779 (n,n′γ)7/2−
4 1892 (α,nγ), (n,n′γ), (p,p′),(p,p′γ)7/2−
5 2113 (d,p), (d,t), (n,n′γ)3/2−
2 2174 90 fs (d,p), (d,t), (γ, γ′), (n,n′γ)3/2−
3 2320 (d,p), (d,t), (n,n′γ)1/2+
5 2810 (d,p), (d,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]114
48Cd
664–153
0+1 0
2+1 558
?
0+2 1135
?
?
2+2 1210
?
?
?
4+1 1284
?
0+3 1306
?
?
?
?
2+3 1364
?
?
?
?
?
4+2 1732
?
?
?
?
2+4 1842
?
?
?
?
?
?
0+4 1860
?
?
?
3+1 1864
?
?
?
?
?
3−1 1958
?
?
?
?
?
2+5 2048
?
?
?
?
?
?
?
3+2 2205
?
?
?
?
?
?
?
?
?
2+6 2219
?
?
?
?
?
5−1 2299
?
2+7 2317
?
?
?
3−2 2385
?
?
?
?
?
?
3−3 2387
?
4+3 2392
?
?
0+5 2438
?
?
?
1−1 2456
?
?
4−1 2461
?
?
?
?
?
?
2+8 2525
?
?
?
?
?
?
?
?
?
?
?
0+6 2554
?
?
?
2−1 2580
?
?
?
?
?
?
?
0+7 2637
?
?
2+9 2650
?
?
?
?
?
?
?
?
3+3 2701
?
?
?
?
?
?
?
?
2+10 2749
?
?
1−2 2768
?
?
?
3+4 2807
?
?
?
?
2+11 2812
?
?
?
?
?
?
?
?
4+4 2820
?
?
?
4+5 2934
2+12 2953
?
?
1−3 3000
?
?
?
2+13 3002
?
?
0+8 3053
?
?
?
?
1−4 3109
?
?
2+14 3206
?
?
?
?
Jπn Sn = 9042.7 keV, Sp = 10277 keV, ∆ = −90021.317 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–154114
48Cd
66[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95B, 97A, 99B]
0+1 0 stable log ft = 5.1 (β− from 1+), log ft = 4.9 (EC from 1+), Coul. ex.,
(d,p), (t,p), (n,γ), (p,p′), (e,e′), (d,d′), (α, α′), (γ, γ′), (d,3He), (d,6Li),(n,n′γ), (HI,xnγ)
2+1 558 10.2 ps B(E2→ 0+
1 ) = 31.0 W.u., log ft = 5.7 (β− from 1+),µ = 0.58 µn, Q = −0.40 barn, Coul. ex., (d,p), (t,p), (n,γ), (p,p′),(e,e′), (d,d′), (α, α′), (γ, γ′), (d,3He), (d,6Li), (n,n′γ), (HI,xnγ)
0+2 1135 9.9 ps B(E2→ 2+
1 ) = 27.3 W.u., log ft = 6.3 (β− from 1+),log ft = 5.5 (EC from 1+), Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (d,d′),(α, α′), (d,6Li), (n,n′γ)
2+2 1210 3.1 ps B(E2→ 0+
2 ) = 1.8 W.u., B(E2→ 0+1 ) = 0.5 W.u.,
B(M1/E2→ 2+1 ) = /28.4 W.u., (δ = 1.2),
log ft = 6.5 (β− from 1+), Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (e,e′),(d,d′), (α, α′), (d,6Li), (n,n′γ)
4+1 1284 1.39 ps log ft = 7.7 (β− from 1+), log ft = 7.41 (EC from 5+),
Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (d,d′), (α, α′), (γ, γ′), (d,3He),(d,6Li), (n,n′γ), (HI,xnγ)
0+3 1306 4.7 ns B(E2→ 2+
2 ) = 109 W.u., B(E2→ 2+1 ) = 0.0026 W.u.,
log ft = 8.1 (β− from 1+), Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (d,6Li),(n,n′γ)
2+3 1364 5.2 ps B(E2→ 4+
1 ) = 12.9 W.u., B(M1/E2→ 2+2 ) = /31 W.u., (δ = 1.95),
B(E2→ 0+2 ) = 16 W.u., B(E2→ 0+
1 ) = 0.33 W.u.,log ft = 6.9 (β− from 1+), Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (d,d′),(α, α′), (d,3He), (d,6Li), (n,n′γ)
4+2 1732 4.8 ps B(E2→ 2+
3 ) = 11.5 W.u., B(E2→ 2+2 ) = 32 W.u.,
B(E2→ 2+1 ) = 0.41W.u., B(M1/E2→ 4+
1 ) = /12.6W.u., (δ = −1.60),Coul. ex., (t,p), (n,γ), (n,n′γ)
2+4 1842 0.65 ps B(E2→ 2+
3 ) = 107 W.u., B(E2→ 2+2 ) = 4.8 W.u.,
B(M1/E2→ 2+1 ) = /0.38 W.u., (δ = 0.61),
B(E2→ 0+1 ) = 0.19 W.u., log ft = 7.0 (β− from 1+),
Coul. ex., (d,p), (n,γ), (d,6Li), (n,n′γ)0+
4 1860 1.8 ps B(E2→ 2+3 ) = 21 W.u., B(E2→ 2+
1 ) = 2.5 W.u.,log ft = 6.0 (β− from 1+), Coul. ex., (d,p), (t,p), (n,γ), (d,d′), (d,6Li),(n,n′γ)
3+1 1864 (n,γ)
3−1 1958 Coul. ex., (d,p), (t,p), (n,γ), (p,p′), (e,e′), (α, α′), (d,3He), (d,6Li),
(n,n′γ)2+
5 2048 0.38 ps B(E2→ 0+3 ) = 22.6 W.u., B(E2→ 0+
1 ) = 0.11 W.u.,log ft = 7.2 (β− from 1+), Coul. ex., (d,p), (t,p), (n,γ), (n,n′γ)
3+2 2205 (n,γ), (n,n′γ)
2+6 2219 log ft = 6.1 (β− from 1+), (d,p), (t,p), (n,γ), (p,p′), (n,n′γ)
5−1 2299 (n,γ), (p,p′), (d,d′), (α, α′), (d,3He), (n,n′γ)
2+7 2317 (d,d′), (n,n′γ)
3−2 2385 (d,p), (n,γ), (d,3He)
3−3 2387 (E1/M2→ 2+
1 :δ = 0.01), (α, α′), (d,3He), (n,n′γ)4+
3 2392 (t,p), (n,γ), (p,p′), (α, α′), (d,3He)0+
5 2438 (n,γ), (n,n′γ)1−
1 2456 log ft = 7.1 (β− from 1+), (n,γ), (d,3He)4−
1 2461 (n,γ), (d,3He), (n,n′γ)2+
8 2525 (d,p), (n,γ), (p,p′), (n,n′γ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]114
48Cd
664–155
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95B, 97A, 99B]
0+6 2554 log ft = 5.6 (β− from 1+), (d,p), (n,γ), (d,d′)
2−1 2580 (n,γ)
0+7 2637 log ft = 6.7 (β− from 1+), (d,p), (n,γ), (n,n′γ)
2+9 2650 (t,p), (n,γ), (d,d′)
3+3 2701 (n,γ)
2+10 2749 (d,p), (t,p), (n,γ), (n,n′γ)
1−2 2768 (d,p), (n,γ), (p,p′), (d,d′), (d,3He)
3+4 2807 (d,p), (n,γ)
2+11 2812 (M1/E2→ 3+
3 :δ = 0.42), (n,γ), (n,n′γ)4+
4 2820 (t,p), (n,γ)4+
5 2934 (t,p)2+
12 2953 log ft = 6.5 (β− from 1+), (n,γ), (d,d′)1−
3 3000 (n,γ), (d,d′), (n,n′γ)2+
13 3002 (d,p), (n,γ), (d,d′)0+
8 3053 log ft = 6.0 (β− from 1+), (d,p), (t,p), (n,γ), (d,d′), (d,3He)1−
4 3109 (n,γ), (n,n′γ)2+
14 3206 (n,γ)
Landolt-BornsteinNew Series I/18B
4–156115
48Cd
67[Ref. p. 4–165
1/2+1 0
11/2−1 181
3/2+1 229
?
5/2+1 361
?
?
1/2+2 649
?
?
1/2+3 803
1/2+4 963
?
?
1/2+5 1175
3/2−1 2156
?
?
?
?
?
3/2−2 2314
?
?
Jπn Sn = 6140.9 keV, Sp = 10435 keV, ∆ = −88090.859 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92B2, 97A, 99B]
1/2+1 0 53.46 h µ = −0.6484259 µn, log ft = 6.7 (β− from 1/2−),
(d,p), (d,t)11/2−
1 181 44.6 d µ = −1.0410343 µn, Q = −0.54 barn,(d,p), (d,t)
3/2+1 229 (M1/E2→ 1/2+
1 :δ � 2.2),log ft = 7.2 (β− from 1/2−),(d,p), (d,t)
5/2+1 361 log1u ft = 9.2 (β− from 1/2−), (d,p)
1/2+2 649 log ft = 8.0 (β− from 1/2−), (d,p)
1/2+3 803 (d,p)
1/2+4 963 log ft = 8.3 (β− from 1/2−),
(d,p), (d,t)1/2+
5 1175 (d,p)3/2−
1 2156 log ft = 5.5 (β− from 1/2−)3/2−
2 2314 log ft = 5.8 (β− from 1/2−)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]116
48Cd
684–157
0+1 0
2+1 513
?
2+2 1213
?
?
4+1 1219
?
0+2 1283
?
?
0+3 1380
?
2+3 1642
?
?
?
3−1 1922
?
?
0+4 1928
?
2+4 1951
?
?
?
?
?
6+1 2027
?
2+5 2037
?
4+2 2042
?
?
?
5−1 2249
?
?
5−2 2292
?
?
2+6 2293
?
?
4+3 2376
?
?
3+1 2377
?
?
2+7 2435
?
?
2+8 2559
1−1 2720
?
?
?
2+9 2783
?
4+4 3050
1−2 3118
2+10 3217
?
?
?
?
Jπn Sn = 8700.2 keV, Sp = 11020 keV, ∆ = −88719.729 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–158116
48Cd
68[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94B, 97A, 99B]
0+1 0 stable Coul. ex., (t,p), (p,p′), (e,e′), (d,d′), (α, α′), (d,6Li), (p,p′γ), (n,n′γ),
(HI,xnγ)2+
1 513 14.1 ps B(E2→ 0+1 ) = 33.56 W.u., log ft = 7.3 (β− from (2)−),
log ft = 6.11 (β− from (5+)), µ = 0.60 µn, Q = −0.42 barn,Coul. ex., (t,p), (p,p′), (e,e′), (d,d′), (α, α′), (d,6Li), (p,p′γ), (n,n′γ),(HI,xnγ)
2+2 1213 1.9 ps B(M1/E2→ 2+
1 ) = 0.006/21 W.u., (δ = −1.50),B(E2→ 0+
1 ) = 1.10 W.u., log ft = 7.9 (β− from (2)−),log ft = 6.1 (β− from (5+)), Coul. ex., (t,p), (p,p′), (α, α′), (d,6Li),(p,p′γ), (n,n′γ)
4+1 1219 1.7 ps B(E2→ 2+
1 ) = 57 W.u., log1u ft = 9.9 (β− from (2)−),log ft = 6.01 (β− from (5+)), Coul. ex., (t,p), (p,p′), (d,d′), (d,6Li),(p,p′γ), (n,n′γ), (HI,xnγ)
0+2 1283 65 ps B(E2→ 2+
2 ) = 2.08× 104 W.u., B(E2→ 2+1 ) = 0.55 W.u.,
log ft = 8.3 (β− from (2)−), (p,p′), (d,6Li), (p,p′γ), (n,n′γ)0+
3 1380 1.15 ps B(E2→ 2+1 ) = 31 W.u., Coul. ex., (t,p), (p,p′), (α, α′), (d,6Li),
(p,p′γ), (n,n′γ)2+
3 1642 (M1/E2→ 2+1 :δ = 1.1), log ft = 7.7 (β− from (2)−), (p,p′), (d,d′),
(α, α′), (d,6Li), (p,p′γ), (n,n′γ)3−
1 1922 (E1/M2→ 2+1 :δ ≤ 0.39), log ft = 7.6 (β− from (2)−),
log ft = 6.49 (β− from (5+)), Coul. ex., (t,p), (p,p′), (α, α′), (d,6Li),(p,p′γ), (n,n′γ)
0+4 1928 (t,p), (d,d′), (p,p′γ), (n,n′γ)
2+4 1951 (M1/E2→ 2+
1 :δ = −0.54), log ft = 7.9 (β− from (2)−), (t,p), (p,p′γ),(n,n′γ)
6+1 2027 log ft = (β− from 2−), (d,6Li), (p,p′γ), (n,n′γ), (HI,xnγ)
2+5 2037 (n,n′γ)
4+2 2042 (M1/E2→ 2+
2 :δ = −0.37), (p,p′), (n,n′γ)5−
1 2249 log ft = 6.16 (β− from (5+)), (t,p), (p,p′), (d,d′), (d,6Li), (p,p′γ),(n,n′γ)
5−2 2292 (t,p), (p,p′), (d,d′), (d,6Li)
2+6 2293 log ft = 8.3 (β− from (2)−), (t,p), (p,p′), (d,d′), (d,6Li), (n,n′γ)
4+3 2376 (M1/E2→ 4+
1 :δ = −0.07), (t,p), (p,p′), (d,d′), (d,6Li), (p,p′γ), (n,n′γ)3+
1 2377 (p,p′γ), (n,n′γ)2+
7 2435 (t,p), (p,p′), (p,p′γ), (n,n′γ)2+
8 2559 (t,p), (p,p′)1−
1 2720 (t,p), (p,p′), (n,n′γ)2+
9 2783 log ft = 7.9 (β− from (2)−), (t,p), (p,p′)4+
4 3050 (t,p), (p,p′)1−
2 3118 log ft = 7.1 (β− from (2)−), (t,p), (p,p′)2+
10 3217 log ft = 6.6 (β− from (2)−), (t,p)3−
2 3321 (t,p)4+
5 3483 (t,p)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]111
49In
624–159
9/2+1 0
1/2−1 537
?
3/2−1 803
?
5/2+1 1102
?
?
11/2+1 1153
?
1/2+1 1188
?
?
5/2+2 1218
?
?
3/2+1 1345
?
?
?
?
13/2+1 1401
?
?
7/2+1 1500
?
?
9/2+2 1610
?
?
15/2+1 1995
?
?
1/2+2 2085
5/2+3 2212
?
?
?
?
?
13/2−1 2235
?
?
15/2−1 2402
?
?
17/2+1 2462
?
?
17/2−1 2614
?
?
?
1/2+3 2616
1/2+4 2621
?
?
?
21/2+1 2717
?
19/2−1 2738
?
5/2+4 2768
?
?
17/2−2 2769
?
?
1/2+5 2886
1/2+6 3015
21/2−1 3020
?
1/2+7 3028
3/2+2 3130
?
?
1/2+8 3244
1/2+9 3254
23/2−1 3462
?
Jπn Sn = 9988 keV, Sp = 5328 keV, ∆ = −88388.821 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–160111
49In
62[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96D1, 97A, 99B]
9/2+1 0 2.8047 d log ft = 4.7 (EC from 7/2+), µ = 5.503 µn, Q = 0.804 barn,
(p,n), (p,nγ), (3He,d), (d,3He), (α,2nγ), (HI,xnγ)1/2−
1 537 7.7 m B(M4→ 9/2+1 ) = 8.68 W.u., (p,n), (p,nγ), (3He,d), (d,3He), (α,2nγ)
3/2−1 803 log ft > 7.9 (EC from 7/2+), (p,n), (p,nγ), (3He,d), (d,3He), (α,2nγ)
5/2+1 1102 (p,n), (p,nγ), (3He,d), (α,2nγ)
11/2+1 1153 0.31 ps B(M1/E2→ 9/2+
1 ) = 0.040/3.9 W.u., (δ = 0.40),log ft � 7.7 (EC from 7/2+), (p,n), (p,nγ), (α,2nγ), (HI,xnγ)
1/2+1 1188 0.14 ns B(E1→ 1/2−
1 ) = 7.5× 10−6 W.u., log ft � 6.9 (EC from 7/2+),(p,n), (p,nγ), (3He,d)
5/2+2 1218 1.2 ps B(E1→ 3/2−
1 ) = 0.00030 W.u., B(E2→ 9/2+1 ) = 5 W.u.,
(p,nγ), (3He,d), (α,2nγ)3/2+
1 1345 (p,n), (p,nγ), (3He,d), (α,2nγ)13/2+
1 1401 (p,nγ), (α,2nγ), (HI,xnγ)7/2+
1 1500 0.31 ps (p,n), (p,nγ), (3He,d), (α,2nγ)9/2+
2 1610 log ft � 5.5 (EC from 7/2+), (p,n), (p,nγ), (α,2nγ)15/2+
1 1995 0.3 ps B(M1/E2→ 13/2+1 ) = 0.029/17 W.u., (δ = 0.16),
B(E2→ 11/2+1 ) = 21 W.u., (α,2nγ), (HI,xnγ)
1/2+2 2085 (3He,d)
5/2+3 2212 log ft � 4.9 (EC from 7/2+)
13/2−1 2235 0.2 ps (α,2nγ), (HI,xnγ)
15/2−1 2402 0.6 ps B(M1/E2→ 13/2−
1 ) = 0.14/ W.u., (δ = 0.00),B(E1→ 13/2+
1 ) = 0.00048 W.u., (α,2nγ), (p,p),(p,p′), (HI,xnγ)17/2+
1 2462 0.52 ps B(M1/E2→ 15/2+1 ) = 0.31/4 W.u., (δ = 0.06),
B(E2→ 13/2+1 ) = 6.6 W.u., (α,2nγ), (p,p),(p,p′), (HI,xnγ)
17/2−1 2614 (M1/E2→ 15/2−
1 :δ = 0.06), (α,2nγ), (HI,xnγ)1/2+
3 2616 (3He,d)1/2+
4 2621 (p,nγ)21/2+
1 2717 13.7 ns B(E2→ 17/2+1 ) = 1.20 W.u., µ = 5.27 µn, (α,2nγ)
19/2−1 2738 (α,2nγ), (HI,xnγ)
5/2+4 2768 >1.4 ps (3He,d), (HI,xnγ)
17/2−2 2769 (M1/E2→ 15/2−
1 :δ = 0.07), (α,2nγ)1/2+
5 2886 (3He,d)1/2+
6 3015 (3He,d)21/2−
1 3020 >1.4 ps B(M1/E2→ 2+1 ) < 0.71/ < 20 W.u., (δ = 0.02),
(α,2nγ), (HI,xnγ)1/2+
7 3028 (3He,d)3/2+
2 3130 (p,nγ), (3He,d)1/2+
8 3244 (3He,d)1/2+
9 3254 (3He,d)23/2−
1 3462 0.52 ps B(M1/E2→ 21/2−1 ) = 0.49/5 W.u., (δ = 0.05),
(α,2nγ), (HI,xnγ)1/2+
10 11768 (p,p), (p,p′)5/2+
5 12032 (p,p), (p,p′)3/2+
3 12138 (3He,d)5/2+
6 12399 (p,p), (p,p′)1/2+
11 12822 (p,p), (p,p′)1/2+
12 12961 (p,p), (p,p′)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]113
49In
644–161
9/2+1 0
1/2−1 392
?
3/2−1 647
?
?
5/2+1 1024
?
?
3/2+1 1064
?
?
5/2+2 1131
?
?
?
11/2+1 1173
?
7/2+1 1191
?
?
13/2+1 1345
?
?
11/2+2 1690
?
1/2+1 1700
9/2+2 1758
1/2+2 1836
1/2+3 2153
17/2+1 2284
?
17/2+2 2670
?
Jπn Sn = 9443 keV, Sp = 6074 keV, ∆ = −89366.381 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98B2, 97A, 99B]
9/2+1 0 stable log ft = 9.25 (β− from 11/2−), log ft = 23.2 (β− from 1/2+),
log ft = 4.65 (EC from 7/2+), µ = 5.5289 µn, Q = 0.799 barn,(7Li,nγ), (3He,d), (α,t), (p,nγ), (γ,γ′), (d,d′), Coul. ex., (d,3He),(p,t), (p,α)
1/2−1 392 99.476 m log ft = 7.01 (EC from 1/2+), µ = −0.21074 µn,
(3He,d), (α,t), (p,nγ), (γ,γ′), Coul. ex., (d,3He), (p,α)3/2−
1 647 (M1/E2→ 1/2−1 :δ = 0.7), log ft = 8.2 (EC from 1/2+),
(3He,d), (α,t), (p,nγ), (d,3He), (p,α)5/2+
1 1024 3.6 ps B(E1→ 3/2−1 ) = 0.000157 W.u., B(E2→ 9/2+
1 ) = 3.8 W.u.,(3He,d), (α,t), (p,nγ), (γ,γ′), Coul. ex., (p,t), (p,α)
3/2+1 1064 0.58 ns B(E1→ 1/2−
1 ) = 1.64× 10−6 W.u., (3He,d), (α,t), (p,nγ)5/2+
2 1131 0.97 ps B(E1/M2→ 3/2−1 ) = 0.00037/ < 6 W.u., (δ = −0.03),
(7Li,nγ), (3He,d), (α,t), (p,nγ), (γ,γ′), Coul. ex., (p,t)11/2+
1 1173 60 fs B(E1/M2→ 9/2+1 ) = 0.186/24 W.u., (δ = 0.47),
(7Li,nγ), (p,nγ), (γ,γ′), (α,α′), Coul. ex., (p,t)7/2+
1 1191 (M1/E2→ 5/2+1 :δ < 0.89), (7Li,nγ), (3He,d), (α,t), (p,nγ), (d,d′)
13/2+1 1345 0.33 ps B(M1/E2→ 11/2+
1 ) = 0.28/ < 7 W.u., (δ = 0.03), (7Li,nγ), (p,nγ),(p,t), (p,α)
11/2+2 1690 (7Li,nγ), (p,nγ)
1/2+1 1700 (3He,d)
9/2+2 1758 (p,t)
1/2+2 1836 (3He,d)
1/2+3 2153 (3He,d), (p,nγ)
17/2+1 2284 (7Li,nγ), (d,d′)
17/2+2 2670 (7Li,nγ)
Landolt-BornsteinNew Series I/18B
4–162114
49In
65[Ref. p. 4–165
1+1 0
5+1 190
?
8−1 502
?
Jπn Sn = 7274.412 keV, Sp = 6808 keV, ∆ = −88569.457 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95B, 97A, 99B]
1+1 0 71.9 s µ = 2.817 µn, (7Li,3nγ), (d,p), (d,t), (n,γ), (p,nγ)
5+1 190 49.51 d B(E4→ 1+
1 ) = 0.0234 W.u., µ = 4.653 µn,(7Li,3nγ), (d,p), (d,t), (n,γ), (p,nγ)
8−1 502 43.1 ms B(E3→ 5+
1 ) = 0.113 W.u.,(7Li,3nγ), (d,p), (n,γ), (p,nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 4–165]115
49In
664–163
9/2+1 0
1/2−1 336
?
3/2−1 597
?
3/2+1 829
?
?
1/2+1 864
?
?
?
7/2+1 934
?
?
5/2+1 941
?
?
5/2−1 1042
?
?
5/2+2 1078
?
?
?
11/2+1 1133
?
13/2+1 1291
?
?
9/2+2 1449
?
?
?
?
?
7/2+2 1463
?
?
9/2+3 1486
?
?
?
Jπn Sn = 9039 keV, Sp = 6804 keV, ∆ = −89536.747 keV E [keV]
Landolt-BornsteinNew Series I/18B
4–164115
49In
66[Ref. p. 4–165
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92B2, 97A, 99B]
9/2+1 0 441 Ty log ft = 8.85 (β− from 11/2−),
µ = 5.5408 µn, Q = 0.86 barn,Coul. ex., (d,d′), (γ, γ′), (3He,d), (d,3He)
1/2−1 336 4.486 h B(M4→ 9/2+
1 ) = 8.27 W.u.,log ft = 7.1 (β− from 1/2+), µ = −0.24398 µn,Coul. ex., (d,d′), (3He,d), (d,3He), (n,n′γ)
3/2−1 597 ≤0.25 ns B(M1/E2→ 1/2−
1 ) ≥ 0.0047/ W.u., (δ = −0.09),log ft = 8.4 (β− from 1/2+),Coul. ex., (p,α), (d,d′), (γ, γ′), (3He,d), (d,3He), (n,n′γ)
3/2+1 829 5.78 ns B(E1→ 3/2−
1 ) = 3.78× 10−7 W.u.,B(E1→ 1/2−
1 ) = 3.3× 10−7 W.u.,log ft = 7.5 (β− from 1/2+), µ = 0.74 µn, Q = −0.60 barn,(γ, γ′), (3He,d), (n,n′γ)
1/2+1 864 0.91 ns B(M1/E2→ 3/2+
1 ) = 0.0066/121 W.u., (δ = −0.17),B(E1→ 3/2−
1 ) = 4.5× 10−8 W.u.,B(E1→ 1/2−
1 ) = 1.7× 10−6 W.u.,log ft = 6.4 (β− from 1/2+), (n,n′γ)
7/2+1 934 57 ps B(M1/E2→ 9/2+
1 ) = 4.7× 10−4/ W.u., (δ = 0.02),B(E2→ 3/2+
1 ) = 48 W.u., log1u ft � 9.5 (β− from 11/2−),(γ, γ′), (3He,d), (d,3He), (n,n′γ)
5/2+1 941 15.1 ps B(E1→ 3/2−
1 ) = 51 W.u., B(E2→ 9/2+1 ) = 1.32 W.u.,
Coul. ex., (d,d′), (γ, γ′), (n,n′γ)5/2−
1 1042 log1u ft = 11.4 (β− from 1/2+),(p,α), (d,3He), (n,n′γ)
5/2+2 1078 0.99 ps B(M1→ 5/2+
1 ) = 0.10 W.u., B(E1→ 3/2−1 ) = 4.6× 10−4 W.u.,
B(E2→ 9/2+1 ) = 11.1 W.u.,
Coul. ex., (p,α), (d,d′), (γ, γ′), (d,3He), (n,n′γ)11/2+
1 1133 0.065 ps B(M1/E2→ 9/2+1 ) = 0.185/29 W.u., (δ = 0.51),
log ft � 10.1 (β− from 11/2−),Coul. ex., (d,d′), (γ, γ′), (n,n′γ)
13/2+1 1291 0.42 ps B(M1/E2→ 11/2+
1 ) = 0.27/3.3 W.u., (δ = 0.02),B(E2→ 9/2+
1 ) = 11.1 W.u., log ft � 8.4 (β− from 11/2−),Coul. ex., (p,α), (d,d′), (d,3He), (n,n′γ)
9/2+2 1449 0.35 ps B(M1/E2→ 9/2+
1 ) � 0.00019/4.5 W.u., (δ � −8),log ft � 9.2 (β− from 11/2−),Coul. ex., (p,α), (d,d′), (γ, γ′), (3He,d), (d,3He), (n,n′γ)
7/2+2 1463 0.063 ps B(M1/E2→ 5/2+
2 ) � 3.0/39 W.u., (δ � −0.05),B(M1/E2→ 9/2+
1 ) = 0.050/1.7 W.u., (δ = −0.31),Coul. ex., (d,d′), (γ, γ′), (n,n′γ)
9/2+3 1486 0.44 ps B(M1/E2→ 11/2+
1 ) = 0.11/460 W.u., (δ = 0.8),B(M1/E2→ 9/2+
1 ) � 0.0064/2.0 W.u., (δ � −0.95),Coul. ex., (p,α), (d,d′), (γ, γ′), (d,3He)
1/2+2 2815 (3He,d)
Landolt-BornsteinNew Series I/18B
References for chapter 4 4–165
References for chapter 4
88M1 Muller, H.-W., Tepel, J.W.: Nuclear Data Sheets 54 (1988) 527.88M2 Muller, H.-W.: Nuclear Data Sheets 54 (1988) 1.
90M Muller, H.-W.: Nuclear Data Sheets 60 (1990) 835.
91B1 Blachot, J.: Nuclear Data Sheets 62 (1991) 709.91B2 Blachot, J.: Nuclear Data Sheets 64 (1991) 1.91B3 Blachot, J.: Nuclear Data Sheets 64 (1991) 913.91S1 Sievers, H.: Nuclear Data Sheets 62 (1991) 271.91S2 Sievers, H.: Nuclear Data Sheets 62 (1991) 327.
92B1 Baglin, C.M.: Nuclear Data Sheets 66 (1992) 347.92B2 Blachot, J., Marguier, G.: Nuclear Data Sheets 67 (1992) 1.92B3 Browne, E.: Nuclear Data Sheets 66 (1992) 281.92D De Frenne, D., Jacobs, E.: Nuclear Data Sheets 67 (1992) 809.92T Tuli, J.K.: Nuclear Data Sheets 66 (1992) 1.
93A Artna-Cohen, A.: Nuclear Data Sheets 70 (1993) 85.93B1 Blachot, J.: Nuclear Data Sheets 68 (1993) 311.93B2 Burrows, T.W.: Nuclear Data Sheets 68 (1993) 635.93D De Frenne, D., Jacobs, E.: Nuclear Data Sheets 68 (1993) 935.93P Peker, L.K.: Nuclear Data Sheets 68 (1993) 165.
94B Blachot, J., Marguier, G.: Nuclear Data Sheets 73 (1994) 81.94D De Frenne, D., Jacobs, E.: Nuclear Data Sheets 72 (1994) 1.94P Peker, L.K.: Nuclear Data Sheets 73 (1994) 1.
95B Blachot, J., Marguier, G.: Nuclear Data Sheets 75 (1995) 739.95K King, M.M., Chou, W.-T.: Nuclear Data Sheets 76 (1995) 285.
96D1 De Frenne, D., Jacobs, E.: Nuclear Data Sheets 77 (1996) 299.96D2 De Frenne, D., Jacobs, E.: Nuclear Data Sheets 79 (1996) 639.
97A Audi, G., Bersillon, O., Blachot, J., Wapstra, A.H.: Nucl. Phys. A624 (1997) 1.97B1 Baglin, C.M.: Nuclear Data Sheets 80 (1997) 1.97B2 Bhat, M.R.: Nuclear Data Sheets 82 (1997) 547.97B3 Blachot, J.: Nuclear Data Sheets 81 (1997) 599.97B4 Browne, E.: Nuclear Data Sheets 82 (1997) 379.97S Singh, B.: Nuclear Data Sheets 81 (1997) 1.97T Tuli, J.K.: Nuclear Data Sheets 81 (1997) 331.
98B1 Blachot, J.: Nuclear Data Sheets 83 (1998) 1.98B2 Blachot, J.: Nuclear Data Sheets 83 (1998) 647.98D De Frenne, D., Jacobs, E.: Nuclear Data Sheets 83 (1998) 535.98S1 Singh, B.: Nuclear Data Sheets 85 (1998) 1.98S2 Singh, B.: Nuclear Data Sheets 84 (1998) 565.
99B BNL data base: www.nndc.bnl.gov, April 1999
Landolt-BornsteinNew Series I/18B
Chapter 5
Characteristics and structure of levels of the nuclides withZ = 50 to Z = 62
A.I. Vdovin, A.N StorozhenkoBogoliubov Laboratory of Theoretical Physics
Joint Institute for Nuclear ResearchDubna, Russia
5–2112
50Sn
62[Ref. p. 5–167
0+1 0
2+1 1257
?
2+2 2151
?
?
0+2 2191
?
?
4+1 2248
?
3−1 2355
?
4+2 2521
?
6+1 2549
?
0+3 26182+3 2722
?
?
4+3 2784
?
6+2 2927
?
4+4 2946
?
2+4 2967
?
?
?
0+4 29892+5 3093
?
?
5−1 31374+5 3149
?
?
2+6 3249
?
?
4+6 32782+7 3286
?
?
7−1 3354
?
?
6+3 3414
?
?
?
?
4+7 3418
?
8−1 3431
?
0+5 35704+8 35802+8 36549−1 3694
?
8+1 4078
?
10−1 4583
?
10+1 4680
?
10+2 4820
?
11−1 4929
?
12+1 5685
?
?
14+1 6362
?
13−1 6399
?
15−1 7208
?
16+1 7213
?
17−1 8084
?
18+1 8145
?
19−1 9046
?
Jπn Sn = 10786 keV, Sp = 7559 keV, ∆ = −88659 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S2, 96D, 97A, 99BNL]
0+1 0 stable log ft = 4.12 (β− from 1+), Coul.ex., (p,p′), (p,t), (p,p′γ), (p,2nγ),
(d,d′), (3He,nγ), (3He,3nγ), (α, α′), (α,2nγ), (12C,p2nγ), (16O,4nγ)2+1 1257 0.37 ps B(E2→ 0+
1 ) = 15.2 W.u., log ft = 5.14 (EC from 3+),µ = +0.714 µn, Q = −0.03 barn, Coul.ex., (p,p′), (p,t), (p,p′γ),(p,2nγ), (d,d′), (3He,nγ), (α, α′), (α,2nγ), (16O,4nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]112
50Sn
625–3
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S2, 96D, 97A, 99BNL]
2+2 2151 1.4 ps B(E2→ 0+
1 ) = 0.039W.u., log ft = 6.4 (EC from 3+), Coul.ex., (p,p′),(p,p′γ)
0+2 2191 Coul.ex., (p,p′), (p,t), (p,p′γ), (12C,p2nγ)4+1 2248 3.3 ps B(E2→ 2+
1 ) = 5.6 W.u., log ft = 5.59 (EC from 3+), Coul.ex., (p,p′),(p,t), (p,p′γ), (p,2nγ), (d,d′), (3He,nγ), (α,2nγ), (16O,4nγ)
3−1 2355 B(E3→ 0+
1 ) = 16.7W.u., log ft = 6.53 (EC from 3+), Coul.ex., (p,p′),(p,t), (p,p′γ), (d,d′), (α, α′), (α,2nγ)
4+2 2521 log ft = 6.49 (EC from 3+), Coul.ex., (p,p′), (p,t), (p,p′γ), (d,d′),
(α,2nγ)6+1 2549 13.7 ns B(E2→ 4+
1 ) = 0.515 W.u., µ = +0.534 µn, Q = +0.25 barn, (p,p′),(p,t), (p,p′γ), (p,2nγ), (3He,nγ), (α,2nγ), (16O,4nγ)
0+3 2618 (p,p′), (p,t), (p,p′γ)2+3 2722 log ft = 6.56 (EC from 3+), (p,p′), (p,t), (p,p′γ)4+3 2784 log ft = 7.46 (EC from 3+), (p,p′), (p,t), (p,p′γ), (d,d′), (α,2nγ)6+2 2927 (p,p′), (p,t), (p,p′γ), (α,2nγ), (16O,4nγ)4+4 2946 log ft = 6.73 (EC from 3+), (p,p′), (p,p′γ), (α,2nγ)2+4 2967 log ft = 5.75 (EC from 3+), (p,p′), (p,t), (p,p′γ), (d,d′)0+4 2989 (p,p′), (p,t), (p,p′γ)2+5 3093 log ft = 5.98 (EC from 3+), (p,p′), (p,p′γ)5−1 3137 (p,p′), (p,t), (p,p′γ)4+5 3149 log ft = 6.07 (EC from 3+), (p,p′), (p,p′γ), (d,d′)2+6 3249 log ft = 5.78 (EC from 3+), (p,p′), (p,t), (p,p′γ)4+6 3278 (p,p′), (p,t), (p,p′γ)2+7 3286 log ft = 5.83 (EC from 3+), (p,p′), (p,p′γ)7−1 3354 (p,p′), (p,t), (p,p′γ), (p,2nγ), (α,2nγ), (16O,4nγ)6+3 3414 (α,2nγ)4+7 3418 log ft = 5.85 (EC from 3+), (p,p′), (p,t), (p,p′γ)8−1 3431 0.62 ns B(M1/E2→ 7−
1 ) = 0.0356/8 W.u. (δ = 0.04), (d,d′), (α,2nγ),(16O,4nγ)
0+5 3570 (12C,p2nγ)4+8 3580 (p,p′), (p,p′γ)2+8 3654 (p,p′), (p,t), (p,p′γ)9−1 3694 47 ps B(M1/E2→ 8−
1 ) = 0.025/5.7 W.u. (δ = 0.14), (p,p′), (p,p′γ),(α,2nγ), (16O,4nγ)
8+1 4078 (p,p′), (p,p′γ), (α,2nγ)10−
1 4583 < 21 ps B(E2→ 8−1 ) > 0.41 W.u., (α,2nγ)
10+1 4680 (16O,4nγ)
10+2 4820 (p,p′), (p,p′γ), (α,2nγ)
11−1 4929 < 21 ps B(E2→ 9−
1 ) > 0.29 W.u., (p,p′), (p,p′γ), (α,2nγ), (16O,4nγ)12+
1 5685 (α,2nγ)14+
1 6362 (16O,4nγ)13−
1 6399 (16O,4nγ)15−
1 7208 (16O,4nγ)16+
1 7213 (16O,4nγ)17−
1 8084 (16O,4nγ)18+
1 8145 (16O,4nγ)19−
1 9046 (16O,4nγ)
Landolt-BornsteinNew Series I/18B
5–4113
50Sn
63[Ref. p. 5–167
1/2+1 0
7/2+1 77
?
5/2+1 410
?
?
3/2+1 498
?
?
?
11/2−1 738
?
3/2+2 1014
?
?
?
5/2+2 1018
?
?
?
5/2+3 1284
?
?
?
?
1/2+2 1303
3/2+3 1314
?
?
3/2+4 1356
?
5/2+4 1473
?
5/2+5 1539
?
3/2+5 1556
?
?
?
?
?
?
?
5/2+6 1652
?
?
9/2−1 1781
?
?
1/2+3 1821
?
1/2+4 1831
?
5/2+7 1867
?
?
15/2−1 1907
?
13/2−1 1952
?
7/2+2 2040
?
?
?
?
7/2+3 2176
?
?
?
5/2+8 2201
?
5/2+9 2259
?
?
11/2−2 2337
?
7/2+4 2386
?
?
?
7/2+5 2448
?
?
?
1/2+5 2620
17/2−1 2750
19/2−1 2807
?
19/2−2 3091
?
21/2−1 3129
?
21/2−2 3421
?
?
23/2−1 3459
?
?
25/2+1 4059?
Jπn Sn = 7743 keV, Sp = 7624 keV, ∆ = −88330 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97A, 98B, 99BNL]
1/2+1 0 115.09 d µ = −0.8791 µn, (n,γ), (p,d), (p,t), (p,nγ), (p,3nγ), (d,p), (d,t)
(α,nγ), (α,2nγ), (α,3nγ)7/2+
1 77 21.4 m M3/E4→ 1/2+1 : δ = 0.13, log ft > 6.5 (EC from 5/2+), (p,d), (p,t),
(p,nγ), (p,3nγ), (d,p), (d,t), (α,nγ), (α,2nγ), (α,3nγ)5/2+
1 410 M1/E2→ 7/2+1 : δ = −0.08, log ft = 5.9 (EC from 5/2+), (p,d),
(p,nγ), (p,t), (p,3nγ), (d,p), (d,t) (α,nγ), (α,2nγ)3/2+
1 498 >0.35 ps B(M1→ 1/2+1 ) < 0.49 W.u., B(E2→ 1/2+
1 ) < 44 W.u. (δ = 0.12),log ft = 4.67 (EC from 5/2+), (n,γ), (p,d), (p,t), (p,nγ), (p,3nγ),(d,p), (d,t) (α,nγ), (α,2nγ)
11/2−1 738 86 ns M2/E3→ 7/2+
1 : δ < 2.60, B(M2→ 7/2+1 ) = 0.10 W.u., (p,d), (p,nγ),
(α,nγ), (p,3nγ), (d,p), (d,t) (α,2nγ), (α,3nγ)3/2+
2 1014 0.2 ps B(M1/E2→ 1/2+1 ) = 0.038/10 W.u. (δ = 0.5),
log ft = 5.96 (EC from 5/2+), (p,nγ), (d,p), (d,t) (α,nγ), (α,2nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]113
50Sn
635–5
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97A, 98B, 99BNL]
5/2+2 1018 1.0 ps B(M1/E2→ 5/2+
1 ) = 0.05/0.05 W.u. (δ = 3),B(M1/E2→ 7/2+
1 ) = 0.008/1.1 W.u. (δ = 0.5),B(E2→ 1/2+
1 ) = 1.4 W.u., log ft = 5.73 (EC from 5/2+), (p,nγ),(p,t), (p,3nγ), (α,nγ), (α,2nγ)
5/2+3 1284 0.5 ps B(M1/E2→ 5/2+
1 ) = 0.0004/3.0 W.u. (δ = 2.7),B(E2→ 1/2+
1 ) = 8 W.u., log ft = 6.93 (EC from 5/2+), (p,nγ),(p,3nγ), (α,nγ), (α,2nγ)
1/2+2 1303 (p,d)
3/2+3 1314 log ft = 6.98 (EC from 5/2+), (n,γ), (p,nγ), (p,3nγ), (d,p), (d,t)
(α,nγ), (α,2nγ)3/2+
4 1356 0.7 ps B(M1/E2→ 1/2+1 ) = 0.012/0.10 W.u. (δ = 0.14), (p,nγ), (p,3nγ),
(α,nγ), (α,2nγ)5/2+
4 1473 0.8 ps B(E2→ 1/2+1 ) = 3.1 W.u., (p,nγ), (p,3nγ), (α,nγ), (α,2nγ)
5/2+5 1539 0.6 ps M1/E2→ 5/2+
1 : δ = −2.5, (p,nγ), (p,3nγ), (α,nγ), (α,2nγ)3/2+
5 1556 M1/E2→ 1/2+1 : δ = 0.2, log ft = 5.66 (EC from 5/2+), (n,γ), (p,nγ),
(p,3nγ), (d,p), (d,t), (α,nγ), (α,2nγ)5/2+
6 1652 M1/E2→ 7/2+1 : δ = −1.00, log ft = 6.62 (EC from 5/2+), (p,d),
(p,nγ), (α,nγ), (α,2nγ)9/2−
1 1781 0.19 ps M1/E2→ 11/2−1 : δ = −0.50, B(E1→ 7/2+
1 ) = 1.5 × 10−5 W.u.,(p,nγ), (p,3nγ), (α,2nγ)
1/2+3 1821 (p,d), (p,nγ), (α,nγ)
1/2+4 1831 (p,d), (p,nγ), (α,nγ)
5/2+7 1867 0.33 ps B(M1/E2→ 5/2+
3 ) = 0.30/0.30 W.u. (δ = 0.15), (p,nγ), (p,3nγ),(α,nγ), (α,2nγ)
15/2−1 1907 0.8 ps B(E2→ 11/2−
1 ) = 10 W.u., (p,nγ), (p,3nγ), (d,p), (d,t), (α,nγ),(α,2nγ), (α,3nγ)
13/2−1 1952 1.0 ps B(M1/E2→ 11/2−
1 ) = 0.0010/6.1 W.u. (δ = 3.40), (p,nγ), (p,3nγ),(α,nγ), (α,2nγ), (α,3nγ)
7/2+2 2040 0.2 ps M1/E2→ 5/2+
7 : δ = 0.40, B(M1/E2→ 5/2+4 ) = 5/380 W.u. (δ = 6),
B(E2→ 3/2+4 ) = 190 W.u., (p,nγ), (α,nγ), (α,2nγ)
7/2+3 2176 0.3 ps B(M1/E2→ 5/2+
3 ) = 0.029/0.029 W.u. (δ = −0.20),B(M1→ 5/2+
1 ) = 0.0061W.u., B(M1→ 7/2+1 ) = 0.0020W.u., (p,nγ),
(p,3nγ), (α,2nγ)5/2+
8 2201 >0.24 ps B(M1/E2→ 3/2+1 ) = 0.015/0.015 W.u. (δ = −0.50), (p,nγ), (p,3nγ),
(d,p), (d,t), (α,nγ), (α,2nγ)5/2+
9 2259 0.3 ps (p,nγ), (p,3nγ), (α,nγ), (α,2nγ)11/2−
2 2337 0.35 ps B(M1/E2→ 11/2−1 ) = 0.0047/3.3 W.u. (δ = 1.90), (p,nγ), (p,3nγ),
(α,nγ), (α,2nγ)7/2+
4 2386 1.0 ps B(M1/E2→ 5/2+4 ) = 0.019/0.019 W.u. (δ = 0.40), (p,nγ), (α,nγ),
(α,2nγ)7/2+
5 2448 M1/E2→ 5/2+3 : δ = 1.40, (p,nγ), (p,3nγ), (α,nγ), (α,2nγ)
1/2+5 2620 (p,nγ), (p,3nγ), (d,p), (d,t), (α,nγ), (α,2nγ)
17/2−1 2750 0.20 ps B(E2→ 13/2−
1 ) = 270 W.u., (α,2nγ)19/2−
1 2807 0.31 ps B(E2→ 15/2−1 ) = 100 W.u., (p,d), (p,3nγ), (n,γ), (d,p), (d,t),
(α,nγ), (α,2nγ), (α,3nγ)19/2−
2 3091 0.45 ps B(E2→ 15/2−1 ) = 17 W.u., (p,3nγ), (α,2nγ), (α,3nγ)
21/2−1 3129 M1/E2→ 19/2−
1 : δ = 0.15, (p,3nγ), (α,nγ), (α,2nγ), (α,3nγ)21/2−
2 3421 M1/E2→ 21/2−1 : δ = 0.35, M1/E2→ 19/2−
1 : δ = 0.40, (α,2nγ)23/2−
1 3459 M1/E2→ 21/2−1 : δ = 0.16, (α,2nγ), (α,3nγ)
25/2+1 4059 0.69 ns B(E1→ 23/2−
1 ) = 1.4× 10−6 W.u., (α,2nγ), (α,3nγ)
Landolt-BornsteinNew Series I/18B
5–6114
50Sn
64[Ref. p. 5–167
0+1 0
2+1 1300
?
0+2 1953
?
?
0+3 2156
?
4+1 2188
?
2+2 2239
?
?
?
3−1 2275
?
0+4 2421
?
2+3 2454
?
?
?
4+2 2614
?
?
?
4+3 2766
?
5−1 2815
?
?
?
4+4 2860
?
4+5 2905
?
?
?
?
2+4 2916
?
?
2+5 2944
?
?
?
?
?
?
?
0+5 3027
?
7−1 3087
?
6+1 3150
?
?
2+6 3186
?
?
6+2 3188
?
?
?
0+6 32044+6 3208
?
?
?
?
?
5−2 3242
?
0+7 3308
?
2+7 3326
?
?
?
4+7 3357
?
0+8 3423
?
6+3 3471
?
9−1 35113−2 3525
?
?
?
0+9 35482+8 3561
?
?
2+9 37220+10 37592+10 3782
?
?
?
?
?
?
?
8+1 3871
?
2+11 38722+12 39568−1 3971
?
?
4+8 4119
10+1 4139
?
0+11 44138+2 4553
?
10−1 4672
10+2 4673
?
10+3 5214
?
11+1 5300
?
12+1 5548
?
14+1 6341
?
16+1 7205
?
18+1 8143
?
Jπn Sn = 10299 keV, Sp = 8481 keV, ∆ = −90558 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]114
50Sn
645–7
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95B, 97A, 99BNL]
0+1 0 stable log ft = 4.473 (β− from 1+), Coul.ex., (n,n′γ), (p,t), (p,p′γ), (d,d′),
(d,t), (t,p), (3He,n), (α, α′), (α,2nγ), (HI,xnγ)2+1 1300 0.30 ps B(E2→ 0+
1 ) = 15 W.u., log ft = 5.57 (β− from 1+),log ft = 5.216 (β+ from 3+), µ ≥ 0, Coul.ex., (n,n′γ), (p,t), (p,p′γ),(d,d′), (d,t), (t,p), (α,2nγ), (HI,xnγ)
0+2 1953 6.5 ps B(E2→ 2+
1 ) = 22 W.u., log ft > 8.1 (β+ from 3+), Coul.ex., (n,n′γ),(p,t), (p,p′γ), (t,p)
0+3 2156 > 7.6 ps Coul.ex., (n,n′γ), (p,t), (t,p)4+1 2188 > 1.4 ps log ft = 5.97 (β+ from 3+), (n,n′γ), (p,t), (d,d′), (t,p), (α,2nγ),
(HI,xnγ)2+2 2239 M1/E2→ 2+
1 : δ = −7.1+1.9−2 , log ft = 6.33 (β+ from 3+), (n,n′γ),
(HI,xnγ)3−1 2275 1.7 ps B(E1→ 2+
1 ) = 0.00018 W.u., log ft = 6.73 (β+ from 3+), (n,n′γ),(p,t), (t,p), (α,2nγ), (HI,xnγ)
0+4 2421 (n,n′γ), (p,t), (d,t)2+3 2454 log ft = 6.22 (β+ from 3+), (n,n′γ), (p,t)4+2 2614 1.4 ps B(E2→ 2+
2 ) = 50 W.u., B(E2→ 2+1 ) = 3 W.u.,
log ft = 6.9 (β+ from 3+), (n,n′γ), (p,t), (α,2nγ), (HI,xnγ)4+3 2766 1.2 ps B(E2→ 2+
1 ) = 1.6 W.u., log ft = 6.48 (β+ from 3+), (n,n′γ), (α,2nγ),(HI,xnγ)
5−1 2815 > 1.4 ps (n,n′γ), (p,t), (t,p), (α,2nγ), (HI,xnγ)4+4 2860 log ft = 6.79 (β+ from 3+), (n,n′γ), (p,t), (d,d′), (t,p)4+5 2905 M1/E2→ 4+
1 : δ = +2.64, log ft = 5.34 (β+ from 3+), (n,n′γ), (t,p)2+4 2916 M1/E2→ 2+
1 : +0.8 < δ < +1.7, (n,n′γ), (p,t)2+5 2944 M1/E2→ 2+
1 : δ = −0.61, log ft = 5.60 (β+ from 3+), (n,n′γ), (p,t),(t,p)
0+5 3027 (p,t)7−1 3087 733 ns B(E2→ 5−
1 ) = 0.0155 W.u., µ = −0.567 µn, Q = 0.32 barn, (n,n′γ),(p,t), (t,p), (α,2nγ)
6+1 3150 1.1 ps B(E1→ 5−
1 ) = 0.0026 W.u., B(E2→ 4+1 ) = 8 W.u., (n,n′γ), (p,t),
(α,2nγ)2+6 3186 M1/E2→ 2+
1 : δ = −0.27, (n,n′γ), (p,t)6+2 3188 2.2 ps B(E2→ 4+
3 ) = 19 W.u., B(E2→ 4+1 ) = 1.4 W.u., (n,n′γ), (α,2nγ),
(HI,xnγ)0+6 3204 (p,t)4+6 3208 log ft = 5.60 (β+ from 3+), (n,n′γ)5−2 3242 (n,n′γ), (α,2nγ)0+7 3308 (n,n′γ), (p,t)2+7 3326 (n,n′γ), (p,t)4+7 3357 log ft = 5.94 (β+ from 3+), (n,n′γ), (p,t), (t,p)0+8 3423 (n,n′γ), (p,t)6+3 3471 0.5 ps B(E2→ 4+
1 ) = 7 W.u., (n,n′γ), (p,t), (α,2nγ)9−1 3511 > 2 ps (p,t), (3He,n), (α,2nγ), (HI,xnγ)3−2 3525 log ft = 5.95 (β+ from 3+), (α,2nγ)0+9 3548 (p,t)2+8 3561 (n,n′γ)2+9 3722 (p,t)0+10 3759 (p,t)2+10 3782 log ft = 5.44 (β+ from 3+), (p,t)
Landolt-BornsteinNew Series I/18B
5–8114
50Sn
64[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95B, 97A, 99BNL]
8+1 3871 1.0 ps B(E2→ 6+
2 ) = 120 W.u., (α,2nγ), (HI,xnγ)2+11 3872 (p,t)2+12 3956 (p,t)8−1 3971 M1/E2→ 9−
1 : δ = −0.11, M1/E2→ 7−1 : δ = +0.45+0.6
−0.5, (α,2nγ),(HI,xnγ)
4+8 4119 (p,t)10+
1 4139 > 0.7 ps B(E1→ 9−1 ) < 0.0017 W.u., (α,2nγ), (HI,xnγ)
0+11 4413 (p,t)8+2 4553 (α,2nγ)10−
1 4672 (α,2nγ)10+
2 4673 0.60 ps B(E2→ 8+1 ) = 90 W.u., (α,2nγ), (HI,xnγ),
10+3 5214 (α,2nγ)
11+1 5300 0.25 ps M1/E2→ 10+
1 : δ = +3.8+1.2−1.7, (α,2nγ)
12+1 5548 0.67 ps B(E2→ 10+
2 ) = 50 W.u., (α,2nγ), (HI,xnγ)14+
1 6341 (HI,xnγ)16+
1 7205 (HI,xnγ)18+
1 8143 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]115
50Sn
655–9
1/2+1 0
3/2+1 497
?
7/2+1 613
?
11/2−1 713
?
5/2+1 987
?
?
?
3/2+2 1280
?
?
?
?
5/2+2 1417
?
?
?
?
?
3/2+3 1644
?
5/2+3 1734
?
?
?
?
7/2+2 1858
?
?
1/2+2 1974
?
?
11/2+1 1996
?
15/2−1 2025
?
5/2+4 2060
?
?
5/2+5 2208
?
?
?
1/2−1 2593
19/2−1 3003
?
21/2+1 3509
?
Jπn Sn = 7546 keV, Sp = 8750 keV, ∆ = −90033 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–10115
50Sn
65[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92B2, 97A, 99BNL]
1/2+1 0 stable log ft = 22.5 (β− from 9/2+), log ft = 6.7 (β− from 1/2−),
µ = −0.919 µn, Coul.ex., (n,γ), (p,d), (p,t), (p,nγ), (d,p), (d,t),(pol d,t), (3He,α), (α,nγ), (α,2nγ), (α,5nγ)
3/2+1 497 11 ps B(M1/E2→ 1/2+
1 ) = 0.015/2.1 W.u. (δ = +0.21),log ft = 7.3 (β− from 1/2−), log ft = 4.74 (EC from 5/2+),Coul.ex., (n,γ), (p,d), (p,t), (p,nγ), (d,p), (d,t), (pol d,t), (3He,α),(α,nγ), (α,2nγ), (α,5nγ)
7/2+1 613 3.26 µs B(E2→ 3/2+
1 ) = 0.130 W.u., log ft = 7.4 (EC from 5/2+),µ = +0.683 µn, Q = +0.26 barn, Coul.ex., (p,d), (p,t), (p,nγ), (d,p),(d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ), (α,5nγ)
11/2−1 713 159 µs B(M2→ 7/2+
1 ) = 0.119 W.u., µ = −1.378 µn, Q = +0.38 barn, (p,d),(p,t), (p,nγ), (d,p), (d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ), (α,5nγ)
5/2+1 987 1.97 ps B(M1/E2→ 7/2+
1 ) = 0.0085/3.2 W.u. (δ = −0.26),B(M1/E2→ 3/2+
1 ) = 0.067/0.3 W.u. (δ = +0.040),B(E2→ 1/2+
1 ) = 2.39 W.u., log ft = 6.3 (EC from 5/2+), Coul.ex.,(n,γ), (p,d), (p,t), (p,nγ), (d,p), (d,t), (pol d,t), (3He,α), (α,nγ),(α,2nγ)
3/2+2 1280 0.44 ps B(M1/E2→ 5/2+
1 ) = 0.057/27+74−24 W.u. (δ = +0.23+0.25
−0.16),B(M1/E2→ 3/2+
1 ) ≈ 0.0051/3.8 W.u. (δ ≈ +0.77),B(E2→ 1/2+
1 ) = 6.7 W.u. (δ = −2.2),log ft = 6.8 (EC from 5/2+), Coul.ex., (n,γ), (p,d), (p,t), (p,nγ),(d,p), (d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ)
5/2+2 1417 0.35 ps B(M1/E2→ 3/2+
2 ) = 0.3/400 W.u. (δ = +0.17),B(M1/E2→ 5/2+
1 ) ≈ 0.0036/4.5 W.u. (δ ≈ +0.55),B(M1/E2→ 3/2+
1 ) = 0.0149/0.39 W.u. (δ = 0.17),B(E2→ 1/2+
1 ) = 7.6 W.u., log ft = 7.4 (EC from 5/2+), Coul.ex.,(n,γ), (p,d), (p,t), (p,nγ), (d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ)
3/2+3 1644 (p,d), (p,t), (p,nγ), (d,t),(pol d,t), (α,nγ), (α,2nγ)
5/2+3 1734 log ft = 6.0 (EC from 5/2+), (n,γ), (p,d), (p,nγ), (d,t), (pol d,t),
(3He,α), (α,nγ), (α,2nγ)7/2+
2 1858 log ft = 7.0 (EC from 5/2+), (p,d), (p,nγ), (d,t), (pol d,t), (3He,α),(α,nγ), (α,2nγ)
1/2+2 1974 (p,d), (p,t), (p,nγ), (d,p), (d,t), (pol d,t), (α,nγ), (α,2nγ)
11/2+1 1996 (α,2nγ)
15/2−1 2025 (p,nγ), (α,2nγ), (α,5nγ)
5/2+4 2060 (p,d), (p,nγ), (d,p), (d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ)
5/2+5 2208 (p,d), (p,nγ), (d,t), (pol d,t), (3He,α), (α,nγ), (α,2nγ)
1/2−1 2593 (p,d), (d,t), (pol d,t), (3He,α)
19/2−1 3003 (α,2nγ), (α,5nγ)
21/2+1 3509 (α,2nγ), (α,5nγ)
9/2+1 3665 (d,t), (pol d,t), (3He,α),
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]116
50Sn
665–11
0+1 0
2+1 1294
?
0+2 1757
?
?
0+3 2027
?
?
2+2 2112
?
?
?
?
2+3 2225
?
?
?
?
?
3−1 2266
?
?
5−1 2366
?
?
4+1 2391
?
?
?
?
4+2 2529
?
?
?
?
?
1+1 2586
?
?
?
?
2+4 2650
?
?
?
?
6−1 2773
?
4+3 2801
?
?
?
?
2+5 2844
?
?
?
7−1 2909
?
?
2+6 2960
?
?
?
?
?
3+1 2996
?
?
?
?
?
6+1 3033
?
?
4+4 3046
?
?
?
?
2+7 3089
?
?
?
4+5 3097
?
?
?
?
5−2 3105
?
?
?
?
3+2 3180
?
?
?
0+4 3194
?
7−2 3210
?
?
8−1 3228
?
2+8 3228
?
?
?
?
0+5 3236
?
?
6+2 3278
?
6−2 3309
?
?
3+3 3315
?
?
?
2+9 3344
?
?
?
?
?
3+4 3371
?
?
?
3+5 3380
?
?
?
2+10 3416
?
?
?
4−1 3428
?
?
2+11 3470
?
?
?
?
8+1 3493
?
?
?
2+12 3508
?
?
?
?
9−1 3523
?
10+1 3547
?
?
2+13 3587
?
?
?
3+6 3594
?
?
2+14 3616
?
4+7 3625
?
2+15 3658
?
?
?
?
3+7 3707
?
8+2 3712
?
3+8 3739
?
1+2 3777
?
?
2+16 3806
?
5+1 3887
?
?
?
?
?
?
?
?
?
2+17 3904
?
?
2+20 4013
?
?
?
5+2 4023
?
?
?
?
?
2+21 4171
?
?
2+22 4238
?
?
10+2 4506
?
7+1 4765
?
?
?
12+1 5390
?
Jπn Sn = 9563 keV, Sp = 9276 keV, ∆ = −91525 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–12116
50Sn
66[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94B, 97A, 99BNL]
0+1 0 stable log ft = 4.662 (β− from 1+), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),
(pol p,p’), (p,p’γ), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,n), (3He,d),(3He,α), (3He,3nγ), (α,t), (α,tγ), (α,2nγ)
2+1 1294 0.374 ps B(E2→ 0+
1 ) = 12.4 W.u., log ft = 5.85 (β− from 1+),log ft = 5.24 (EC from 3+), µ = −0.32 µn, Q = −0.17 barn,Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (p,p’γ), (d,p),(d,d′), (d,t), (3He,n), (3He,d), (3He,α), (3He,3nγ), (α,t), (α,tγ),(α,2nγ)
0+2 1757 44 ps B(E2→ 2+
1 ) = 18 W.u., log ft = 5.88 (β− from 1+),log ft = 7.64 (EC from 3+), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(p,p′γ), (d,p), (d,d′), (d,t), (3He,α), (α,tγ), (α,2nγ)
0+3 2027 160 ps B(E2→ 2+
1 ) = 0.49 W.u., Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(p,p′γ), (d,p), (d,d′), (d,t), (3He,n), (3He,α)
2+2 2112 1.89 ps B(E2→ 0+
3 ) = 34 W.u., B(E2→ 0+2 ) = 22 W.u.,
B(M1/E2→ 2+1 ) = 0.0011/3.9 W.u. (δ = −1.8),
B(E2→ 0+1 ) = 0.06 W.u., log ft = 6.31 (β− from 1+),
log ft = 6.79 (EC from 3+), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(d,d′), (d,t), (3He,α), (3He,3nγ), (α,tγ), (α,2nγ)
2+3 2225 2.4 ps B(E2→ 0+
2 ) = 1.0 W.u., B(M1/E2→ 2+1 ) = 0.0034/3.0 W.u.
(δ = −1.9), B(E2→ 0+1 ) = 0.05 W.u., log ft = 6.4 (β− from 1+),
log ft = 4.78 (EC from 3+), Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,p′γ),(p,d), (p,t), (d,p), (d,t), (3He,d), (3He,α), (α,t)
3−1 2266 0.34 ps B(E1→ 2+
1 ) = 0.00091 W.u., B(E3→ 0+1 ) = 22 W.u.,
log ft = 8.91u (β− from 5+), log ft = 7.15 (EC from 3+), Coul.ex.,(e,e′), (n,γ), (n,n′γ), (p,p′), (pol p,p’), (d,d′), (d,t), (3He,d), (3He,α),(α,t), (α,tγ), (α,2nγ)
5−1 2366 348 ns B(E2→ 3−
1 ) = 1.4 W.u., B(E3→ 2+1 ) = 0.63 W.u., µ = −0.376 µn,
Q = +0.26 barn, (e,e′), (n,γ), (n,n′γ), (p,p′), (pol p,p’), (p,d), (p,t),(d,p), (d,d′), (d,t), (3He,α) (α,tγ), (α,2nγ)
4+1 2391 0.28 ps B(E1→ 3−
1 ) = 0.00010 W.u., B(E2→ 2+2 ) = 90 W.u.,
B(E2→ 2+1 ) = 38 W.u., log ft = 5.271 (β− from 5+),
log ft = 6.89 (EC from 3+), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(pol p,p’), (d,p), (d,t), (3He,d) (3He,α) (α,t), (α,tγ), (α,2nγ)
4+2 2529 < 100 ps B(M1→ 4+
1 ) > 0.0085 W.u., B(E1→ 3−1 ) > 5.4× 10−7 W.u.,
B(E2→ 2+3 ) > 0.22 W.u., B(E2→ 2+
2 ) > 12 W.u.,B(E2→ 2+
1 ) > 0.00016 W.u., log ft = 5.224 (β− from 5+),log ft = 7.23 (EC from 3+), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(pol p,p’), (p,d), (p,t), (d,d′), (d,t), (3He,d), (3He,α), (α,t), (α,tγ),(α,2nγ)
1+1 2586 (n,γ), (n,n′γ), (p,p′), (d,p), (d,t), (3He,α)2+4 2650 log ft = 5.79 (β− from 1+), (e,e′), (n,γ), (n,n′γ), (p,p′), (d,p), (d,t),
(3He,d), (3He,α), (α,t)6−1 2773 M1/E2→ 5−
1 : δ = 0.02, (n,γ), (n,n′γ), (p,p′), (p,d), (d,p), (d,t),(3He,α) (α,tγ), (α,2nγ)
4+3 2801 log ft = 5.168 (β− from 5+), log ft = 7.02 (EC from 3+), (e,e′), (n,γ),
(n,n′γ), (p,p′), (pol p,p’), (p,t), (d,p), (d,t), (3He,d), (3He,α) (α, α′),(α,t), (α,tγ), (α,2nγ)
2+5 2844 log ft = 5.81 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,t), (3He,d),
(3He,α), (α,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]116
50Sn
665–13
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94B, 97A, 99BNL]
7−1 2909 0.5 ns B(M1→ 6−
1 ) = 0.006 W.u., B(E2→ 6−1 ) < 1.1 W.u. (δ = −0.04),
B(E2→ 5−1 ) = 0.4 W.u., log ft = 5.0 (EC from 8−), (e,e′), (n,n′γ),
(p,p′), (pol p,p’), (d,t), (3He,d), (3He,α), (α,t)2+6 2960 log ft = 6.35 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,p), (d,t), (3He,α)3+1 2996 log ft = 7.28 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,t), (3He,d),
(3He,α), (α,t)6+1 3033 (n,n′γ), (α,tγ), (α,2nγ)4+4 3046 log ft = 4.972 (β− from 5+), log ft = 7.55 (EC from 3+), (e,e′), (n,γ),
(n,n′γ), (p,p′), (pol p,p’), (p,d), (p,t), (d,d′), (d,t), (3He,d), (3He,α),(α,t), (α,tγ)
2+7 3089 log ft = 6.66 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,p)4+5 3097 log ft = 5.67 (β− from 5+), (n,n′γ), (pol p,p’), (d,p), (d,t), (3He,d),
(3He,α), (α,t), (α,tγ)5−2 3105 (n,γ), (n,n′γ) (p,p′), (pol p,p’), (d,p), (α,tγ), (α,2nγ)3+2 3180 log ft = 7.34 (EC from 3+), (n,γ), (n,n′γ), (d,p), (d,d′), (d,t), (3He,d),
(α,t), (3He,α)3−2 3184 (p,p′), (d,d′)0+4 3194 (n,γ), (n,n′γ), (p,p′)7−2 3210 < 0.5 ns B(E2→ 5−
1 ) > 0.060 W.u., log ft = 5.55 (EC from 8−), (e,e′),(pol p,p’), (n,n′γ), (α,tγ), (α,2nγ)
8−1 3228.0 M1/E2→ 7−
1 : δ = 0.11, log ft = 7.33 (EC from 8−), (α,tγ), (α,2nγ)2+8 3228.1 log ft = 7.01 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,d′), (d,t), (3He,α)0+5 3236 (n,γ), (n,n′γ)6+2 3278 (n,n′γ), (p,p′), (3He,d), (α,t) (α,tγ), (α,2nγ)6−2 3309 (n,n′γ)3+3 3315 (n,γ), (n,n′γ), (d,t), (3He,α)2+9 3344 (n,γ), (n,n′γ), (d,p), (d,d′)3+4 3371 log ft = 6.98 (EC from 3+), (n,γ), (n,n′γ)3+5 3380 (p,p′), (d,t), (3He,d), (3He,α), (α,t), (α,tγ)2+10 3416 log ft = 6.79 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,t),
(3He,α)4−1 3428 (n,γ), (n,n′γ)2+11 3470 (n,γ), (n,n′γ), (p,p′), (d,t), (3He,α)8+1 3493 (α,tγ), (α,2nγ)2+12 3508 (n,γ), (n,n′γ)4+6 3510 (p,p′)9−1 3523 M1/E2→ 8−
1 : δ = 0.13, log ft = 7.58 (EC from 8−), (p,p′), (pol p,p’),(α,tγ) (α,2nγ)
10+1 3547 833 ns B(E2→ 8+
1 ) = 0.6 W.u., B(M2→ 8−1 ) = 0.35 W.u., µ = −2.326 µn,
Q = +0.50 barn, (α,2nγ)2+13 3587 log ft = 6.55 (EC from 3+), (n,γ), (n,n′γ), (p,p′), (d,d′), (d,t), (3He,α)3+6 3594 log ft = 6.73 (EC from 3+), (n,γ), (n,n′γ), (d,t), (3He,α)2+14 3616 (n,n′γ), (d,t), (3He,α)4+7 3625 (n,n′γ), (p,p′)2+15 3658 (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (3He,d), (α,t)3+7 3707 (n,n′γ), (d,t), (3He,α)8+2 3712 (α,tγ), (α,2nγ)3+8 3739 (p,d), (d,t), (3He,d), (3He,α), (α,t), (α,tγ)1+2 3777 (n,γ), (n,n′γ), (p,p′), (d,t),(3He,α)
Landolt-BornsteinNew Series I/18B
5–14116
50Sn
66[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94B, 97A, 99BNL]
2+16 3806 (n,γ), (n,n′γ), (p,p′), (d,p)5+1 3887 (3He,d), (α,t), (α,tγ)2+17 3904 log ft = 7.8 (EC from 3+), (n,γ), (n,n′γ)2+18 3917 (n,γ), (n,n′γ), (p,p′)2+19 3953 (n,γ), (n,n′γ), (p,p′), (p,d), (d,t), (3He,d), (3He,α), (α,t)2+20 4013 (n,γ), (n,n′γ), (p,p′), (pol p,p’), (p,t), (3He,d), (α,t)5+2 4023 (p,p′), (3He,d), (α,t), (α,tγ)2+21 4171 (n,γ), (n,n′γ), (p,p′), (3He,d), (α,t)2+22 4238 (n,γ), (n,n′γ)10+
2 4506 (α,2nγ)7+1 4765 (3He,d), (α,t), (α,tγ)12+
1 5390 (α,2nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]117
50Sn
675–15
1/2+1 0
3/2+1 159
?
11/2−1 315
?
?
7/2+1 712
?
?
3/2+2 1005
?
?
5/2+1 1020
?
?
5/2+2 1180
?
?
5/2+3 1446
?
?
Jπn Sn = 6945 keV, Sp = 9438 keV, ∆ = −90398 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92B1, 97A, 99BNL]
1/2+1 0 stable log ft = 6.71 (β− from 1/2−), µ = −1.001 µn, Coul.ex., (γ, γ′),
(e,e′p), (n,γ), (p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t), (d,pγ), (3He,α),(α, α′), (α,3He), (α,nγ), (α,3nγ)
3/2+1 159 0.279 ns B(M1/E2→ 1/2+
1 ) = 0.0171/0.091 W.u. (δ = 0.0133),log ft = 6.83 (β− from 1/2−), log ft = 4.857 (EC from 5/2+),µ = +0.658 µn, Coul.ex., (γ, γ′), (n,γ), (p,p′), (p,d), (p,t), (d,p), (d,t),(d,pγ), (3He,α), (α,3He), (α,nγ), (α,3nγ)
11/2−1 315 13.60 d B(M4→ 3/2+
1 ) = 5.1 W.u., B(E5→ 1/2+1 ) = 0.045 W.u.,
log ft ≈ 7.8 (β− from 9/2+), µ = −1.396 µn, Q = −0.42 barn, (n,γ),(p,p′), (p,d), (p,t), (d,p), (d,t), (d,pγ), (3He,α), (α,3He), (α,nγ),(α,3nγ)
7/2+1 712 980 ps B(M2→ 11/2−
1 ) = 0.233 W.u., B(E2→ 3/2+1 ) = 0.326 W.u.,
log ft = 4.41 (β− from 9/2+), log ft = 7.55 (EC from 5/2+), (n,γ),(p,p′), (p,d), (p,t), (d,p), (d,t), (d,pγ), (3He,α), (α,3He), (α,nγ),(α,3nγ)
3/2+2 1005 1.32 ps B(M1/E2→ 3/2+
1 ) = 0.0095/0.17 W.u. (δ = 0.13),B(M1/E2→ 1/2+
1 ) = 1.9× 10−5/8 W.u. (δ = −24+6−10),
log ft = 9.05 (β− from 1/2−), log ft = 6.75 (EC from 5/2+),Coul.ex., (n,γ), (p,p′), (p,t), (d,pγ), (α,nγ)
5/2+1 1020 0.46 ps B(M1/E2→ 3/2+
1 ) = 0.055/1.32 W.u. (δ = −0.154),B(E2→ 1/2+
1 ) = 6 W.u., log ft = 8.53 (β− from 1/2−),log ft = 6.54 (EC from 5/2+), Coul.ex., (n,γ), (p,p′), (p,d), (d,p),(d,t), (d,pγ), (3He,α), (α,3He), (α,nγ)
5/2+2 1180 < 0.4 ps B(M1→ 3/2+
1 ) > 0.033 W.u., B(E2→ 3/2+1 ) > 5.9 W.u. (δ = 0.58),
log ft = 6.88 (EC from 5/2+), Coul.ex., (n,γ), (p,p′), (p,t), (d,p),(d,t), (d,pγ), (3He,α), (α,nγ)
5/2+3 1446 0.42 ps B(M1/E2→ 3/2+
1 ) = 0.0102/0.17 W.u. (δ = −0.19),B(E2→ 1/2+
1 ) = 3.53 W.u., log ft = 6.41 (EC from 5/2+), Coul.ex.,(n,γ), (p,p′), (p,t), (d,pγ), (α,nγ)
1/2+2 2079 (p,d)
1/2+3 2400 (p,p′), (p,d)
Landolt-BornsteinNew Series I/18B
5–16118
50Sn
68[Ref. p. 5–167
0+1 0
2+1 1230
?
0+2 1758
?
?
2+2 2043
?
?
?
0+3 2057
?
?
?
4+1 2280
?
?
5−1 2321
?
?
3−1 2325
?
?
2+3 2328
?
?
?
2+4 2403
?
?
4+2 24084+3 2489
?
?
?
0+4 2497
?
?
7−1 2575
?
2+5 25772+6 2677
?
?
4+4 2734
?
1+1 2738
?
?
4−1 2774
?
?
2+7 2904
?
?
4+5 2963
?
?
?
?
?
?
?
4+6 29726+1 2999
?
?
0+5 30202+8 3057
?
?
0+6 3137
?
4+7 3159
?
?
2+9 3228
?
3+1 3263
?
2+10 3309
?
?
2+11 3356
?
?
4+8 3375
?
?
?
?
?
3+2 3386
?
3+3 3427
?
?
4+9 3460
?
?
?
?
?
4+10 3593
?
?
?
?
2+12 35974+11 3674
?
?
8+1 3692
?
4+12 3705
?
?
?
?
?
4+13 3773
3−2 4798
3−3 5400
3−4 69001−1 6988
?
?
?
?
Jπn Sn = 9326 keV, Sp = 9999 keV, ∆ = −91653 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]118
50Sn
685–17
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S2, 95K, 97A, 99BNL]
0+1 0 stable log ft = 4.79 (β− from 1+), log ft = 4.525 (EC from 1+), Coul.ex.,
(γ, γ′), (e,e′), (n,γ), (n,n′), (n,n′γ), (p,p′), (p,d), (p,t), (p,p′γ), (d,p),(d,d′), (d,t), (d,6Li), (t,p), (t,d), (3He,n), (3He,3He′), (α, α′), (α,2nγ),(7Li,p4nγ)
2+1 1230 0.485 ps B(E2→ 0+
1 ) = 12.1 W.u., log ft = 5.63 (β− from 1+),log ft = 5.79 (EC from 1+), µ = +0.04 µn, Q = −0.05 barn,Coul.ex., (γ, γ′), (e,e′), (n,γ), (n,n′), (n,n′γ), (p,p′), (p,d), (p,t),(p,p′γ), (d,p), (d,d′), (d,t), (d,6Li), (t,p), (t,d), (3He,3He′), (α, α′),(α,2nγ), (7Li,p4nγ)
0+2 1758 21 ps B(E2→ 2+
1 ) = 19 W.u., log ft = 5.98 (β− from 1+),log ft = 5.69 (EC from 1+), Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,d),(p,t), (p,p′γ), (d,p), (d,d′), (d,t), (d,6Li), (t,p), (t,d), (3He,n),(3He,3He’), (α, α′)
2+2 2043 2.9 ps B(E2→ 0+
2 ) = 39 W.u., B(E2→ 0+1 ) = 0.075 W.u.,
B(M1/E2→ 2+1 ) = 0.00112/6.9 W.u. (δ = −2.34),
log ft = 6.15 (β− from 1+), log ft = 6.84 (EC from 1+), Coul.ex.,(n,γ), (n,n′γ), (p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (3He,3He′), (α, α′),(α,2nγ), (7Li,p4nγ)
0+3 2057 < 200 ps B(E2→ 2+
1 ) > 0.21 W.u., log ft = 7.1 (β− from 1+),log ft = 5.59 (EC from 1+), Coul.ex., (γ, γ′), (n,γ), (n,n′γ), (p,p′),(p,d), (p,p′γ) (d,p), (d,t), (d,6Li), (t,p), (t,d)
4+1 2280 0.76 ps B(E2→ 2+
2 ) = 14 W.u., B(E2→ 2+1 ) = 17 W.u.,
log ft = 5.83 (β− from 5+), Coul.ex., (e,e′), (n,n′γ), (p,p′), (p,d),(p,t), (p,p′γ), (d,p), (d,t), (d,6Li), (t,p), (t,d), (α,2nγ), (7Li,p4nγ)
5−1 2321 21.7 ns B(E1→ 4+
1 ) = 5.7× 10−5 W.u., B(E3→ 2+1 ) = 1.32 W.u.,
µ = −0.300 µn, Q = +0.16 barn, (n,n′γ), (p,p′), (p,p′γ), (d,6Li),(t,p), (α,2nγ), (7Li,p4nγ)
3−1 2325 0.19 ps B(E1/M2→ 2+
1 ) = 0.00111/2.9 W.u. (δ = 0.026),B(E3→ 0+
1 ) = 20.4 W.u., log ft = (β− from 1+), Coul.ex., (e,e′),(n,n′γ), (p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (t,p), (3He,3He’), (α, α′)
2+3 2328 > 0.2 ps B(M1→ 2+
1 ) < 0.033 W.u., B(E2→ 2+1 ) < 20 W.u.,
log ft = 6.4 (β− from 1+), log ft = 6.07 (EC from 1+), (γ, γ′), (n,γ),(n,n′), (n,n′γ), (p,p′), (p,d), (p,p′γ), (d,p), (d,t), (d,6Li), (t,d)
2+4 2403 0.18 ps B(M1/E2→ 2+
1 ) = 0.035/22 W.u. (δ = 1.07),log ft = 5.7 (β− from 1+), log ft = 6.3 (EC from 1+), Coul.ex., (n,γ),(n,n′γ), (p,p′), (p,p′γ) (d,6Li),
4+2 2408 (d,p), (d,6Li), (t,p), (t,d)4+3 2489 > 0.55 ps log ft = 6.058 (β− from 5+), Coul.ex., (e,e′), (n,n′γ), (p,p′), (p,d),
(p,t), (p,p′γ), (d,d′), (d,t), (d,6Li), (t,p), (3He,3He′), (α, α′), (α,2nγ),(7Li,p4nγ)
0+4 2497 log ft = 5.18 (EC from 1+), Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,d),
(p,t), (p,p′γ), (d,p), (d,d′), (d,t), (d,6Li), (t,p), (t,d), (3He,3He’),(α, α′)
7−1 2575 230 ns B(E2→ 5−
1 ) = 0.064 W.u., log ft = 5.38 (β− from 8−),log ft = 4.95 (EC from 8−), µ = −0.689 µn, Q = +0.32 barn, (n,n′γ),(p,p′), (p,p′γ) (d,6Li), (t,p), (α,2nγ), (7Li,p4nγ)
2+5 2577 (d,p), (d,6Li) (t,d)2+6 2677 > 0.28 ps B(M1→ 2+
1 ) < 0.0019 W.u., B(E2→ 2+1 ) < 3.7 W.u. (δ = +2.46),
B(E2→ 0+1 ) < 0.23 W.u., log ft = 6.2 (EC from 1+), (n,γ), (n,n′γ),
(p,p′), (p,t), (p,p′γ), (d,p), (d,6Li), (t,d)
Landolt-BornsteinNew Series I/18B
5–18118
50Sn
68[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S2, 95K, 97A, 99BNL]
4+4 2734 0.5 ps B(E2→ 2+
1 ) = 4W.u., log ft = 6.9 (β− from 5+), (e,e′), (n,γ), (n,n′γ),(p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (t,p), (3He,3He’), (α, α′), (α,2nγ),(7Li,p4nγ)
1+1 2738 0.19 ps B(M1/E2→ 2+
1 ) = 0.015/3 W.u. (δ = −0.8+0.9−0.5),
B(M1→ 0+1 ) = 0.0014 W.u., (e,e′), (n,n′γ), (p,d), (p,t), (d,p), (d,t),
(t,p), (t,d)4−1 2774 M1/E2→ 3−
1 : δ = 0.010, M1/E2→ 5−1 : δ = 0.092, (n,n′γ), (p,p′),
(p,p′γ), (d,p), (t,d)2+7 2904 0.077 ps B(E2→ 0+
1 ) = 0.76 W.u., (n,γ), (n,n′γ), (p,p′), (p,t), (p,p′γ), (d,p),(d,6Li), (t,p), (t,d)
4+5 2963 M1/E2→ 4+
1 : δ = 0.09, log ft = 4.712 (β− from 5+), (e,e′), (n,n′γ),(p,t), (d,p), (t,p), (t,d)
4+6 2972 (e,e′), (p,p′), (p,t), (p,p′γ) (d,p), (d,d′), (t,d), (3He,3He′), (α, α′)6+1 2999 log ft = 7.17 (β− from 5+), (n,n′γ), (α,2nγ), (7Li,p4nγ)0+5 3020 (d,p), (t,d), (3He,n)2+8 3057 0.11 ps B(M1/E2→ 2+
1 ) = 0.003/0.7 W.u., B(E2→ 0+1 ) = 0.46 W.u., (e,e′),
(n,n′γ), (p,p′), (p,p′γ), (d,p), (d,d′), (t,p), (t,d), (3He,3He’), (α, α′)0+6 3137 log ft = 5.45 (β− from 1+), log ft = 5.52 (EC from 1+), (n,n′γ),
(p,p′), (p,p′γ), (d,p), (t,p), (t,d)4+7 3159 log ft = 7.25 (β− from 5+)2+9 3228 0.15 ps B(E2→ 0+
1 ) = 0.3 W.u., (n,n′γ)3+1 3263 M1/E2→ 2+
2 : δ = 0.14, (n,n′γ), (p,d), (d,p), (d,t), (t,d)2+10 3309 (n,n′γ), (p,p′), (p,p′γ), (d,d′), (3He,3He′), (α, α′)2+11 3356 (n,n′γ), (t,p)4+8 3375 log ft = 5.78 (β− from 5+), (t,p)3+2 3386 (n,n′γ), (p,p′), (p,p′γ), (d,p), (t,d)3+3 3427 (n,n′γ), (p,p′), (p,d), (p,p′γ), (d,p), (d,t), (t,d)4+9 3460 log ft = 5.87 (β− from 5+), (n,n′γ), (p,p′), (p,p′γ)4+10 3593 log ft = 5.79 (β− from 5+), (t,p)2+12 3597 (p,p′), (p,p′γ), (d,p), (t,d)4+11 3674 (n,n′γ), (p,p′), (p,d), (p,p′γ), (d,p), (d,t), (t,d)8+1 3692 (α,2nγ), (7Li,p4nγ)4+12 3705 log ft = 5.89 (β− from 5+), (d,d′), (3He,3He′), (α, α′)4+13 3773 (p,p′), (p,p′γ)3−2 4798 (d,p), (d,d′), (t,d), (3He,3He′), (α, α′)3−3 5400 (d,d′), (3He,3He′), (α, α′)3−4 6900 (d,d′), (3He,3He′), (α, α′)1−1 6988 2.9 fs B(E1→ 0+
1 ) = 2.3× 10−6 W.u., (γ, γ′)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]119
50Sn
695–19
1/2+1 0
3/2+1 24
?
11/2−1 90
?
7/2+1 787
?
?
3/2+2 920
?
?
5/2+1 921
?
?
7/2−1 1062
?
5/2+2 1089
?
?
1/2+2 1250
?
?
5/2+3 1355
?
?
?
1/2+3 2130
?
Jπn Sn = 6486 keV, Sp = 9900 keV, ∆ = −90067 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92K, 97A, 99BNL]
1/2+1 0 stable log ft ≈ 6.2 (β− from 1/2−), µ = −1.047 µn, Coul.ex., (n,γ), (p,p′),
(p,d), (d,p), (d,d′), (d,t), (d,pγ), (t,d), (3He,α), (α, α′), (α,nγ)3/2+
1 24 18.03 ns B(M1→ 1/2+1 ) = 0.0144 W.u., B(E2→ 1/2+
1 ) < 0.67 W.u.(δ = 0.006), log ft = 5.048 (EC from 5/2+), µ = +0.633 µn,Q = +0.094 barn, Coul.ex., (n,γ), (p,d), (d,p), (d,t), (d,pγ), (t,d),(3He,α) (α,nγ)
11/2−1 90 293.1 d log ft > 5.9 (β− from 9/2+), µ = −1.4 µn, Q = +0.21 barn, (n,γ),
(p,d), (d,p), (d,t), (d,pγ), (t,d), (3He,α), (α,nγ)7/2+
1 787 0.19 ns B(M2→ 11/2−1 ) = 0.2 W.u., B(E2→ 3/2+
1 ) = 0.33 W.u.,log ft = 4.36 (β− from 9/2+), (n,γ), (p,p′), (p,d), (d,p), (d,t), (d,pγ),(3He,α), (α,nγ)
3/2+2 920 1.6 ps B(M1→ 3/2+
1 ) = 0.005 W.u., B(M1/E2→ 1/2+1 ) = 0.00013/11 W.u.
(δ = −10), log ft ≈ 9.0 (β− from 1/2−), Coul.ex., (n,γ), (p,p′), (p,d),(d,p), (d,d′), (d,t), (d,pγ), (3He,α), (α, α′), (α,nγ)
5/2+1 921 1.2 ps B(E2→ 3/2+
1 ) = 17 W.u., B(E2→ 1/2+1 ) = 4.9 W.u.,
log ft ≈ 10.11u (β− from 1/2−), Coul.ex., (n,γ), (p,p′), (p,d), (d,p),(d,d′), (d,t), (d,pγ), (3He,α), (α, α′), (α,nγ)
7/2−1 1062 (n,γ), (d,p), (d,pγ), (α,nγ)
5/2+2 1089 0.21 ps B(M1/E2→ 3/2+
1 ) = 0.08/3.4 W.u. (δ = 0.26),B(E2→ 1/2+
1 ) = 3 W.u., log ft ≈ 8.91u (β− from 1/2−), Coul.ex.,(n,γ), (p,p′), (p,d), (d,p), (d,t), (d,pγ), (3He,α), (α,nγ)
1/2+2 1250 log ft = 8.1 (β− from 1/2−), (n,γ), (p,p′), (p,d), (d,p), (d,t), (d,pγ),
(3He,α)5/2+
3 1355 0.42 ps B(M1→ 3/2+2 ) = 0.04 W.u., B(M1/E2→ 3/2+
1 ) = 0.02/0.8 W.u.(δ = −0.31), B(E2→ 1/2+
1 ) = 2.7 W.u., log ft ≈ 9.2 (β− from 1/2−),Coul.ex., (n,γ), (p,p′), (p,d), (d,p), (d,d′) (d,pγ), (3He,α), (α, α′)
1/2+3 2130 (n,γ), (p,p′), (p,d), (d,p)
Landolt-BornsteinNew Series I/18B
5–20120
50Sn
70[Ref. p. 5–167
0+1 0
2+1 1171
?
0+2 1875
?
2+2 2097
?
?
0+3 2159
?
4+1 2194
?
5−1 2284
?
?
2+3 2355
?
?
3−1 2400
?
?
7−1 2482
?
0+4 2587
?
4+2 2644
?
?
2+4 27212+5 29384+3 3058
?
?
?
?
4+4 3179
?
?
4+5 3778
?
Jπn Sn = 9107 keV, Sp = 10661 keV, ∆ = −91103 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [87H1, 97A, 99BNL]
0+1 0 stable log ft = 5.0 (β− from 1+), log ft = 4.525 (β+ from 1+) Coul.ex.,
(γ, γ′), (µ−,nγ), (n,n′γ), (p,p′γ), (d,6Li), (t,d)2+1 1171 0.642 ps B(E2→ 0+
1 ) = 16.9 W.u., log ft = 5.2 (β− from 1+),log ft = 7.1 (β− from (3, 4, 5)+), log ft = 5.610 (β+ from 1+),µ = −0.07 µn, Q = +0.09 barn, Coul.ex., (γ, γ′), (µ−,nγ), (n,n′γ),(p,p′γ), (d,6Li), (t,d)
0+2 1875 7.4 ps B(E2→ 2+
1 ) = 18.6 W.u., log ft = 5.9 (β− from 1+),log ft = 6.05 (β+ from 1+), Coul.ex., (n,n′γ), (p,p′γ), (d,6Li), (t,d)
2+2 2097 1.3 ps B(M1/E2→ 2+
1 ) = 0.0037/6.0 W.u. (δ = −1.43),B(E2→ 0+
1 ) = 0.22 W.u., log ft = 6.3 (β− from 1+),log ft = 7.0 (β− from (3, 4, 5)+), Coul.ex., (p,p′γ), (d,3He), (d,6Li)
0+3 2159 > 4 ps log ft = 6.8 (β− from 1+), log ft = 6.03 (β− from (3, 4, 5)+),
log ft = 6.03 (β+ from 1+), Coul.ex., (n,n′γ), (p,p′γ), (d,6Li), (t,d)4+1 2194 1.4 ps B(E2→ 2+
1 ) = 14.8 W.u., log ft = 5.8 (β− from (3, 4, 5)+), Coul.ex.,(n,n′γ), (p,p′γ), (d,6Li)
5−1 2284 5.55 ns B(E1→ 4+
1 ) = 5.5× 10−5 W.u., B(E3→ 2+1 ) = 0.99 W.u.,
µ = −0.37 µn, Q = +0.021 barn, (n,n′γ), (d,6Li)2+3 2355 log ft = 5.8 (β− from 1+), log ft = 6.7 (β− from (3, 4, 5)+), (γ, γ′),
(n,n′γ), (p,p′γ), (d,6Li)3−1 2400 Coul.ex., (p,p′γ), (d,6Li), (3He,3He′)7−1 2482 11.8 µs B(E2→ 5−
1 ) = 0.004 W.u., log ft = 5.9 (β− from (8−)),log ft = 4.6 (EC from 8−), (n,n′γ), (p,p′), (d,6Li)
0+4 2587 (n,n′γ), (d,6Li), (t,d)4+2 2644 log ft = 6.3 (β− from (3, 4, 5)+), (p,p′), (n,n′γ), (d,6Li)2+4 2721 (d,6Li)2+5 2938 (p,p′)4+3 3058 log ft = 4.8 (β− from (3, 4, 5)+), (n,n′γ), (p,p′)4+4 3179 log ft = 5.2 (β− from (3, 4, 5)+), (α, α′)4+5 3778 log ft = 5.5 (β− from (3, 4, 5)+), (p,p′)2+6 3840 (p,p′)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]121
50Sn
715–21
3/2+1 0
11/2−1 6
?
1/2+1 60
?
7/2+1 926
?
?
5/2+1 1120
?
?
5/2+2 1432
1/2+2 1912
?
1/2+3 1960
?
Jπn Sn = 6172 keV, Sp = 10690 keV, ∆ = −89203 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91T, 97A, 99BNL]
3/2+1 0 27.06 h log ft = 6.7 (β− from 1/2−), µ = +0.6978 µn, Q = −0.02 barn, (n,γ),
(p,d), (d,p), (d,pγ), (t,p), (t,d)11/2−
1 6 55 y B(M4→ 3/2+1 ) = 4.5 W.u., µ = −1.3877 µn, Q = −0.14 barn, (n,γ),
(p,d), (d,p), (d,pγ),1/2+
1 60 log ft = 6.22 (β− from 1/2−), (n,γ), (p,d), (d,p), (d,pγ), (t,p), (t,d)7/2+
1 926 0.25 ns B(M2 → 7/2+1 ) = 0.32 W.u., B(E2 → 3/2+
1 ) = 0.081 W.u.,log ft = 4.33 (β− from 9/2+), (n,γ), (p,d), (d,p), (d,pγ), (t,d)
5/2+1 1120 log ft = 8.971u (β− from 1/2−), (n,γ), (p,d), (d,p), (d,pγ), (t,p), (t,d)
5/2+2 1432 (t,p)
1/2+2 1912 (n,γ), (p,d), (t,p), (t,d)
1/2+3 1960 (n,γ), (p,d), (t,p), (t,d)
1/2+4 2280 (p,d)
7/2−1 2589 (n,γ), (d,p), (t,p), (t,d)
7/2−2 2700 (p,d), (d,p), (t,p), (t,d)
7/2−3 3326 (d,p), (t,p), (t,d)
3/2−1 3680 (n,γ), (d,p), (t,d)
Landolt-BornsteinNew Series I/18B
5–22122
50Sn
72[Ref. p. 5–167
0+1 0
2+1 1141
?
0+2 2088
?
4+1 2142
?
2+2 2154
?
?
5−1 2246
?
?
4+2 2331
?
7−1 2409
?
2+3 2416
?
?
?
3−1 2493
?
?
6+1 2556
?
8+1 2690
?
5−2 27502+4 2776
?
?
?
10+1 2780
4+3 2973
?
?
?
2+5 3129
?
?
4+4 3234
?
?
?
?
?
?
?
4+5 3306
?
?
?
?
?
?
?
3−2 3364
?
4+6 3627
?
?
?
?
4+7 3670
?
?
?
?
?
4+8 3841
?
?
4+9 3882
?
?
?
?
Jπn Sn = 8814 keV, Sp = 11396 keV, ∆ = = −89945 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]122
50Sn
725–23
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94T2, 97A, 99BNL]
0+1 0 stable log ft = 5.11 (β− from 1+), log ft = 9.01u (EC from 2−),
µ = −0.14 µn, Q = −0.28 barn, Coul.ex., (n,n′), (n,n′γ), (p,p′), (p,t),(p,p′γ), (d,6Li), (d,d′), (t,α), (α, α′)
2+1 1141 0.76 ps B(E2→ 0+
1 ) = 10.7 W.u., log ft = 5.36 (β− from 1+),log ft = 7.26 (EC from 2−), Coul.ex., (n,n′), (n,n′γ), (p,p′), (p,t),(p,p′γ), (d,6Li), (d,d′), (t,α), (α, α′)
0+2 2088 > 0.277 ps B(E2→ 2+
1 ) < 6.1 W.u., log ft = 6.49 (β− from 1+), Coul.ex., (n,n′γ),(p,p′), (p,t), (p,p′γ)
4+1 2142 1.56 ps B(E2→ 2+
1 ) = 10 W.u., log ft = 5.93 (β− from 5+), Coul.ex., (n,n′γ),(p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (t,α), (α, α′)
2+2 2154 0.69 ps M1/E2→ 2+
2 : δ = +4.0+1.9−1.0, log ft = 5.71 (β− from 1+), (n,n′γ),
(p,t), (d,d′), (α, α′)5−1 2246 7.9 ns B(E1→ 4+
1 ) = 2.7 × 10−5 W.u., B(E3→ 2+1 ) = 0.8 W.u., (n,n′γ),
(p,p′), (p,t), (d,d′), (d,6Li), (α, α′)4+2 2331 0.83 ps B(E2→ 2+
1 ) < 6 W.u., log ft = 6.7 (β− from 5+), Coul.ex., (n,n′γ),(p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (α, α′)
7−1 2409 7.5 µs B(E2→ 5−
1 ) = 0.0146 W.u., (p,p′), (d,6Li)2+3 2416 0.33 ps log ft = 6.13 (β− from 1+), log ft = 6.66 (β− from 5+), Coul.ex.,
(n,n′γ), (p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (α, α′)3−1 2493 0.079 ps log ft = 7.941u (β− from 1+), log ft = 6.99 (β− from 5+), Coul.ex.,
(n,n′γ), (p,p′), (p,t), (p,p′γ), (d,d′), (d,6Li), (α, α′)6+1 2556 log ft = 6.64 (β− from 5+), (n,n′γ), (p,p′), (p,t), (d,6Li)8+1 2690 log ft = 6.42 (β− from 8−), (n,n′γ), (p,p′), (p,t), (d,6Li)5−2 2750 (p,p′), (p,t), (d,6Li)2+4 2776 0.62 ps log ft = 5.98 (β− from 1+), log ft = 7.3 (β− from 5+), (n,n′γ)10+
1 2780 (p,p′), (p,t)4+3 2973 log ft = 5.51 (β− from 5+), (n,n′γ), (p,p′)2+5 3129 0.043 ps (n,n′γ), (p,p′), (d,d′), (α, α′)4+4 3234 log ft = 5.21 (β− from 5+), (p,p′)4+5 3306 log ft = 4.85 (β− from 5+), (p,p′), (d,6Li)3−2 3364 (p,p′), (n,n′γ)4+6 3627 log ft = 6.05 (β− from 5+), (p,p′)4+7 3670 log ft = 5.75 (β− from 5+)4+8 3841 log ft = 5.76 (β− from 5+), (p,p′), (d,d′), (α, α′)4+9 3882 log ft = 5.44 (β− from 5+), (p,p′), (t,α)
Landolt-BornsteinNew Series I/18B
5–24123
50Sn
73[Ref. p. 5–167
11/2−1 0
3/2+1 25
1/2+1 150
?
5/2+1 899
7/2−1 931
?
7/2+1 1155
?
?
?
5/2+2 1194
?
5/2+3 1489
?
1/2+2 2425
1/2+3 2621
?
?
7/2−2 2726
7/2−3 3152
?
Jπn Sn = 5946 keV, Sp = 11530 keV, ∆ = −87820 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93O, 97A, 99BNL]
11/2−1 0 129.2 d log ft = 6.18 (β− from 9/2+), µ = −1.37 µn, Q = +0.03 barn, (n,γ),
(p,d), (d,p), (d,pγ), (d,t), (α,3He)3/2+
1 25 40.06 m log ft ≈ 6.2 (β− from 1/2−), (n,γ), (p,d), (d,p), (d,pγ), (d,t)1/2+
1 150 log ft ≈ 6.2 (β− from 1/2−), (n,γ), (p,d), (d,p), (d,pγ), (d,t)5/2+
1 899 (p,d)7/2−
1 931 log ft = 7.2 (β− from 9/2+), (n,γ), (d,p), (d,pγ), (d,t)7/2+
1 1155 < 0.1 ns log ft = 4.47 (β− from 9/2+), (d,p), (d,t)5/2+
2 1194 log ft = 9.841u (β− from 1/2−), (n,γ), (d,p), (d,pγ), (d,t)5/2+
3 1489 (p,d), (d,p), (d,pγ), (d,t)1/2+
2 2425 (p,d), (d,p), (d,t)1/2+
3 2621 log ft = 7.60 (β− from 1/2−), (p,d), (n,γ)7/2−
2 2726 (d,p)7/2−
3 3152 log ft = 6.92 (β− from 1/2−), (p,d), (d,p)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]124
50Sn
745–25
0+1 0
2+1 1132
?
4+1 2102
?
5−1 21092+2 2130
?
?
5−2 2205
?
?
4+2 2222
?
7−1 2325
?
2+3 2426
?
?
6+1 2454
?
?
6−1 2568
?
?
3−1 2602
?
4−1 2614
?
5−3 2702
?
?
2+4 2703
?
?
?
4−2 2753
?
?
3+1 2837
?
?
?
?
6−2 2855
?
2+5 2875
?
?
3−2 2988
?
?
?
?
4+3 3144
?
?
2+6 3214
?
?
2+7 3264
?
4+4 33604+5 3414
2+8 3584
?
?
?
2+9 3710
?
?
2+10 3762
?
?
2+11 3911
?
2+12 3917
?
?
?
?
?
?
?
?
4+6 3923
2+13 4156
?
?
Jπn Sn = 8488 keV, Sp = 12100 keV, ∆ = −88236 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–26124
50Sn
74[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97I, 97A, 99BNL]
0+1 0 stable Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (p,p′), (p,p′γ), (d,d′), (d,6Li), (t,p),
(3He,3He′), (α, α′)2+1 1132 0.92 ps B(E2→ 0+
1 ) = 9.0 W.u., log ft = 5.92 (β− from 3+), µ = −0.30 µn,Q = −0.01 barn, Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (p,p′), (p,p′γ),(d,d′), (d,6Li), (t,p), (3He,3He′), (α, α′)
4+1 2102 3.7 ps B(E2→ 2+
1 ) = 4.8 W.u., log ft = 6.51 (β− from 3+), Coul.ex., (e,e′),(n,n′γ), (p,p′), (d,6Li)
5−1 2109 (t,p)2+2 2130 0.8 ps B(M1/E2→ 2+
1 ) = 0.0021/17 W.u., (δ = +3.4),B(E2→ 0+
1 ) = 0.012 W.u., log ft = 5.63 (β− from 3+),Coul.ex., (n,n′γ), (p,p′), (d,d′), (d,6Li)
5−2 2205 0.27 µs B(E1→ 4+
1 ) = 4.4 × 10−7 W.u., B(E3→ 2+1 ) = 1.3 W.u., (n,n′γ),
(p,p′), (d,d′), (d,6Li), (t,p)4+2 2222 0.9 ps B(E2→ 2+
1 ) = 11 W.u., log ft = 6.89 (β− from 3+), (n,n′γ), (p,p′)7−1 2325 3.1 µs B(E2→ 5−
2 ) = 0.107 W.u., (n,n′γ), (p,p′), (d,6Li), (t,p)2+3 2426 0.35 ps B(M1/E2→ 2+
1 ) = 0.010/0.18 W.u., (δ = −0.21),B(E2→ 0+
1 ) = 0.34 W.u., log ft = 6.51 (β− from 3+),Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (d,d′), (d,6Li), (t,p)
6+1 2454 E1/(M2)→ 5−
2 : δ = +0.05, (n,n′γ), (d,6Li)6−1 2568 M1/(E2)→ 7−
1 : δ = +0.01, M1/(E2)→ 5−2 : δ = +0.01,
log ft > 6.3 (β− from (< 8−)), (n,n′γ)3−1 2602 0.068 ps B(E1/M2→ 2+
1 ) = 0.00125/7 W.u., (δ = +0.05),log ft = 6.7 (β− from 3+), Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′),(d,6Li), (t,p), (α, α′)
4−1 2614 M1/(E2)→ 5−
2 : δ = +0.02, (n,n′γ), (d,6Li)5−3 2702 M1/(E2)→ 5−
2 : δ = −0.01, (n,n′γ), (d,6Li)2+4 2703 0.4 ps B(E2→ 4+
1 ) = 17 W.u., B(E2→ 0+1 ) = 0.05 W.u.,
B(M1/E2→ 2+1 ) = 0.010/0.22 W.u., (δ = −0.27),
log ft = 6.42 (β− from 3+), (n,n′γ), (d,6Li)4−2 2753 M1/E2→ 5−
2 : δ = −0.46, (n,n′γ)3+1 2837 > 0.28 ps M1/E2→ 2+
2 : δ = +2.1, (M1/E2)→ 4+1 : δ = −0.94,
(M1/E2)→ 2+1 : δ = +1.5, log ft = 6.06 (β− from 3+), (n,n′γ), (d,d′)
6−2 2855 M1/(E2)→ 5−
2 : δ = +0.02, (n,n′γ)2+5 2875 0.13 ps B(M1/E2→ 2+
1 ) = 0.0009/6 W.u., (δ = +5.6),B(E2→ 0+
1 ) = 0.07 W.u., log ft = 6.78 (β− from 3+), (n,n′γ), (p,p′),(d,6Li)
3−2 2988 > 0.55 ps (M1/E2)→ 4−
2 : δ = −0.07, M1/E2→ 3−1 : δ = +1.7,
E1/(M2)→ 2+1 : δ = −0.02, (n,n′γ), (p,p′), (d,d′)
4+3 3144 0.11 ps B(E2→ 2+
3 ) = 400 W.u., B(E2→ 2+1 ) = 2.1 W.u., (n,n′γ), (p,p′)
2+6 3214 0.025 ps B(M1/E2→ 2+
1 ) = 0.006/1.4 W.u., (δ = +1.2),B(E2→ 0+
1 ) = 1.5 W.u., log ft = 5.04 (β− from 3+), (γ, γ′), (n,n′γ),(p,p′), (d,d′)
2+7 3264 0.19 ps B(E2→ 0+
1 ) = 0.22 W.u., log ft = 6.30 (β− from 3+), (n,n′γ), (p,p′)4+4 3360 (p,p′), (t,p)4+5 3414 (p,p′), (t,p), (α, α′)2+8 3584 (n,n′γ), (p,p′)2+9 3710 0.030 ps B(E2→ 0+
1 ) = 0.6 W.u., log ft = 6.67 (β− from 3+), (γ, γ′), (n,n′γ)2+10 3762 0.05 ps B(E2→ 0+
1 ) = 0.3 W.u., log ft = 6.17 (β− from 3+), (n,n′γ), (p,p′)2+11 3911 log ft = 7.19 (β− from 3+), (p,p′), (α, α′)2+12 3917 log ft = 5.12 (β− from 3+), (p,p′)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]124
50Sn
745–27
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97I, 97A, 99BNL]
4+6 3923 (p,p′), (t,p)2+13 4156 log ft = 6.08 (β− from 3+), (n,n′γ), (p,p′)4+7 4620 (t,p)3−3 4672 (p,p′), (t,p)3−4 4707 (p,p′), (t,p), (α, α′)5−4 4818 (t,p)3−5 4880 (p,p′), (t,p), (α, α′)3−6 4916 (t,p)5−5 4948 (p,p′), (t,p)3−7 5014 (p,p′), (t,p)3−8 5166 (t,p), (α, α′)3−9 5196 (p,p′), (t,p), (α, α′)7−2 5267 (p,p′), (t,p)5−6 5313 (p,p′), (t,p)5−7 5345 (t,p)5−8 5379 (p,p′), (t,p)5−9 5430 (p,p′), (t,p)5−10 5459 (p,p′), (t,p)
Landolt-BornsteinNew Series I/18B
5–28125
50Sn
75[Ref. p. 5–167
11/2−1 0
3/2+1 28
1/2+1 215
?
7/2+1 855
?
7/2+2 1363
?
?
?
Jπn Sn = 5732 keV, Sp = 12130 keV, ∆ = −85899 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93K, 97A, 99BNL]
11/2−1 0 9.64 d log ft = 6.04 (β− from 9/2(+)), µ = −1.348 µn, Q = +0.09 barn,
(n,γ), (d,p), (d,pγ), (α,3He)3/2+
1 28 9.52 m log ft > 6.1 (β− from 1/2(−)), (n,γ), (d,p), (d,pγ)1/2+
1 215 M1/E2→ 3/2+1 : δ = 0.9, log ft > 5.9 (β− from 1/2(−)), (n,γ), (d,p),
(d,pγ)7/2+
1 855 log ft = 6.23 (β− from 9/2(+)), (n,γ), (d,p), (d,pγ)7/2+
2 1363 log ft = 4.39 (β− from 9/2(+)), (d,p), (α,3He)7/2−
1 2767 (d,p), (α,3He)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]126
50Sn
765–29
0+1 0
2+1 1141
?
4+1 2050
?
2+2 2111
?
?
5−1 2162
?
?
7−1 2219
?
2+3 2370
?
?
6−1 2477
?
?
2+4 2637
?
?
3−1 2720
2+5 3247
?
?
2+6 3345
?
?
4+2 34242+7 3435
?
2+8 3505
?
2+9 3818
?
2+10 3860
?
2+11 3887
?
?
?
2+12 3964
?
?
?
?
?
2+13 4014
?
2+14 4241
?
2+15 4257
?
2+16 4303
?
2+17 4331
?
5−2 45562+18 4657
?
2+19 4700
?
Jπn Sn = 8194 keV, Sp = 12810 keV, ∆ = −86020 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–30126
50Sn
76[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93M, 97A, 99BNL]
0+1 0 207 ky (d,6Li), (t,p), (14C,12C)2+1 1141 log ft = 5.92 (β− from 3(+)), (d,6Li), (t,p), (14C,12C)4+1 2050 log ft = 6.30 (β− from 3(+)), (d,6Li), (t,p), (14C,12C)2+2 2111 log ft = 5.67 (β− from 3(+)), (14C,12C)5−1 2162 10.8 ns B(E1→ 4+
1 ) = 1.57 × 10−5 W.u., B(E3→ 2+1 ) = 0.60 W.u., (d,6Li),
(t,p), (14C,12C)7−1 2219 6.6 µs B(E2→ 5−
1 ) = 0.29 W.u., (d,6Li), (t,p), (14C,12C)2+3 2370 log ft = 6.48 (β− from 3(+)), (d,6Li), (t,p)6−1 24772+4 2637 log ft = 6.50 (β− from 3(+)),3−1 2720 (d,6Li), (t,p)2+5 3247 log ft = 5.76 (β− from 3(+)),2+6 3345 log ft = 5.07 (β− from 3(+)),4+2 3424 (d,6Li), (t,p)2+7 34352+8 3505 log ft = 6.70 (β− from 3(+)),2+9 3818 log ft = 6.71 (β− from 3(+))2+10 3860 log ft = 6.44 (β− from 3(+))2+11 3887 log ft = 5.45 (β− from 3(+))2+12 3964 log ft = 5.23 (β− from 3(+))2+13 4014 log ft = 6.60 (β− from 3(+))2+14 4241 log ft = 5.89 (β− from 3(+))2+15 4257 log ft = 6.54 (β− from 3(+))2+16 4303 log ft = 5.64 (β− from 3(+))2+17 4331 log ft = 6.91 (β− from 3(+))5−2 4556 (t,p)2+18 4657 log ft = 6.54 (β− from 3(+))2+19 4700 log ft = 6.84 (β− from 3(+))3−2 4767 (t,p)3−3 4807 (t,p)3−4 4838 (t,p)3−5 4869 (t,p)5−3 4935 (t,p)5−4 4974 (t,p)5−5 5009 (t,p)5−6 5041 (t,p)5−7 5092 (t,p)7−2 5160 (t,p)3−6 5214 (t,p)5−8 5257 (t,p)5−9 5297 (t,p)4+3 5339 (t,p)4+4 5367 (t,p)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]121
51Sb
705–31
5/2+1 0
7/2+1 37
?
3/2+1 508
?
?
1/2+1 573
?
?
9/2+1 947
?
?
7/2+2 1024
?
9/2+2 1035
?
?
9/2+3 1145
?
?
Jπn Sn = 9241 keV, Sp = 5778 keV, ∆ = −89593 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91T, 97A, 99BNL]
5/2+1 0 stable log ft = 5.0 (β− from 3/2+), µ = +3.3634 µn, Q = +0.36 barn,
Coul.ex., (γ, γ), (γ, γ′), (n,n′γ), (p,γ), (pol p,p), (d,d′), (t,α), (α, α′),(7Li,α2nγ)
7/2+1 37 3.46 ns B(M1→ 5/2+
1 ) = 0.0103 W.u., log ft = 9.71u (β− from 11/2−),log ft = 9.71u (EC from 11/2−), µ = +2.518 µn, Q = −0.48 barn,Coul.ex., (γ, γ), (γ, γ′), (n,n′γ), (p,γ), (pol p,p), (d,d′), (t,α), (α, α′)(7Li,α2nγ)
3/2+1 508 2.0 ps B(E2→ 7/2+
1 ) = 25 W.u., B(M1/E2→ 5/2+1 ) = 0.071/17 W.u.
(δ = 0.29), log ft = 6.81 (EC from 1/2+), Coul.ex., (γ, γ), (γ, γ′),(n,n′γ), (p,γ), (d,d′), (t,α), (α, α′)
1/2+1 573 8.2 ps B(M1/E2→ 3/2+
1 ) = 0.029/162 W.u. (δ = −0.18),B(E2→ 5/2+
1 ) = 31 W.u., log ft = 6.05 (EC from 1/2+), Coul.ex.,(γ, γ), (γ, γ′), (n,n′γ), (p,γ), (d,d′), (t,α), (α, α′)
9/2+1 947 log ft = 9.85 (EC from 11/2−), Coul.ex., (n,n′γ), (p,γ), (t,α),
(7Li,α2nγ)7/2+
2 1024 0.14 ps B(M1/E2→ 5/2+1 ) = 0.03/80 W.u. (δ = −1.9),
log ft = 12.21u (EC from 11/2−), Coul.ex., (γ, γ), (γ, γ′), (n,n′γ),(p,γ), (d,d′), (t,α), (α, α′)
9/2+2 1035 log ft = 9.62 (EC from 11/2−), Coul.ex., (n,n′γ), (p,γ), (t,α)
9/2+3 1145 0.21 ps B(M1/E2→ 7/2+
1 ) = 0.005/10 W.u. (δ = −1.9),log ft = 10.92 (EC from 11/2−), Coul.ex., (γ, γ), (γ, γ′), (n,n′γ),(p,γ), (d,d′), (t,α), (α, α′)
Landolt-BornsteinNew Series I/18B
5–32122
51Sb
71[Ref. p. 5–167
2−1 0
3+1 61
?
3−1 78
?
4−1 193
?
3−2 283
?
?
?
?
Jπn Sn = 6807 keV, Sp = 6412 keV, ∆ = −88328 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94T2, 97A, 99BNL]
2−1 0 2.7238 d µ = −1.905 µn, Q = +0.85 barn, (n,γ), (p,d), (p,nγ), (d,t), (α,d)3+1 61 1.86 µs B(E1→ 2−
1 ) = 3.66 × 10−7 W.u., µ = +2.983 µn, Q = +0.41 barn,(n,γ), (p,d), (p,nγ), (d,p), (d,t)
3−1 78 < 0.14 ns B(M1→ 2−
1 ) > 0.14 W.u., (n,γ), (p,nγ)4−1 193 < 0.11 ns M1/E2→ 3−
1 : δ = 0.30, (n,γ), (p,d), (p,nγ), (d,t)3−2 283 < 0.14 ns (n,γ), (p,nγ), (d,p)11+
1 1890 (α,d)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]123
51Sb
725–33
7/2+1 0
5/2+1 160
?
3/2+1 542
?
?
1/2+1 713
?
?
9/2+1 1030
?
Jπn Sn = 8968 keV, Sp = 6567 keV, ∆ = −89222 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93O, 97A, 99BNL]
7/2+1 0 stable log ft = 9.8751u (β− from 11/2−), log ft = 14.82u (EC from 1/2+),
µ = +2.5498 µn, Q = −0.49 barn, Coul.ex., (γ, γ′), (n,n′γ), (d,d′),(t,α), (3He,d), (α,p), (7Li,α2nγ)
5/2+1 160 0.61 ns B(M1/E2→ 7/2+
1 ) = 0.0075/0.82 W.u. (δ = 0.063),log ft = 5.24 (β− from 3/2+), Coul.ex., (γ, γ′), (n,n′γ), (d,d′), (t,α),(3He,d), (α,p)
3/2+1 542 5.3 ps B(M1→ 5/2+
1 ) = 0.051 W.u., B(E2→ 7/2+1 ) = 19 W.u.,
log ft = 7.92 (β− from 3/2+), Coul.ex., (n,n′γ), (d,d′), (t,α), (3He,d),(α,p)
1/2+1 713 log ft = 8.1 (β− from 3/2+), (n,n′γ), (t,α), (3He,d), (α,p)
9/2+1 1030 0.189 ps B(M1/E2→ 7/2+
1 ) = 0.082/16.1 W.u. (δ = −0.54),log ft = 10.54 (β− from 11/2−), Coul.ex., (γ, γ′), (n,n′γ), (d,d′)
11/2−1 1644 (d,d′), (t,α), (3He,d) (α,p)
1/2+2 2520 (3He,d)
Landolt-BornsteinNew Series I/18B
5–34124
51Sb
73[Ref. p. 5–167
3−1 0
5+1 11
?
4−1 88
?
6−1 125
?
?
6−2 446
?
Jπn Sn = 6467 keV, Sp = 7088 keV, ∆ = −87619 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97I, 97A, 99BNL]
3−1 0 60.20 d µ = 1.20 µn, Q = +1.87 barn, (n,γ), (p,nγ), (d,p)5+1 11 93 s B(M2→ 3−
1 ) = 2.9× 10−6 W.u., (n,γ), (p,nγ), (d,p)4−1 88 (n,γ), (p,nγ)6−1 125 86 ns B(E2→ 4−
1 ) = 9.8 W.u., B(E1→ 5+1 ) = 3.00 × 10−8 W.u., (n,γ),
(p,nγ), (d,p)6−2 446 (n,γ), (p,nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]125
51Sb
745–35
7/2+1 0
5/2+1 332
?
1/2+1 922
?
9/2+1 1067
?
11/2+1 1090
?
9/2+2 1420
?
?
1/2+2 1800
11/2−1 1983
?
?
?
?
Jπn Sn = 8711 keV, Sp = 7310 keV, ∆ = −88261 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93K, 97A, 99BNL]
7/2+1 0 2.7582 y log ft = 10.131u (β− from 11/2−), µ = +2.63 µn, (d,3He), (t,α),
(3He,d)5/2+
1 332 156 ps B(M1/E2→ 7/2+1 ) = 0.00356/1.3 W.u. (δ = −0.24),
log ft = 5.448 (β− from 3/2+), (d,3He), (t,α), (3He,d)1/2+
1 922 log ft = 7.44 (β− from 3/2+), (d,3He), (t,α), (3He,d)9/2+
1 1067 M1/E2→ 7/2+1 : δ = −0.86, log ft = 10.03 (β− from 11/2−)
11/2+1 1090 log ft = 9.31 (β− from 11/2−)
9/2+2 1420 M1/E2→ 7/2+
1 : δ = 0.01, log ft = 10.04 (β− from 11/2−)1/2+
2 1800 (3He,d)11/2−
1 1983 E1/M2→ 11/2+1 : δ = 0.29, E1/M2→ 9/2+
1 : δ < 0.071,log ft = 7.28 (β− from 11/2−)
1/2+3 2570 (3He,d)
1/2+4 2670 (3He,d)
1/2+5 2710 (3He,d)
Landolt-BornsteinNew Series I/18B
5–36127
51Sb
76[Ref. p. 5–167
7/2+1 0
3/2+1 778
1/2+1 1110
Jπn Sn = 8380 keV, Sp = 7978 keV, ∆ = −86709 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96K, 97A, 99BNL]
7/2+1 0 3.85 d log ft = 9.451u (β− from (11/2)−), µ = +2.59 µn, (p,α), (d,3He),
(t,α)3/2+
1 778 (d,3He), (t,α)1/2+
1 1110 (p,α), (d,3He), (t,α)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]118
52Te
665–37
0+1 0
2+1 606
?
0+2 957
?
?
2+2 1151
?
?
4+1 1206
?
0+3 1517
?
?
?
?
6+1 1821
?
3−1 1945
?
?
?
8+1 2574
?
8+2 2999
10+1 3360
?
10+2 3445
?
?
12+1 4172
?
?
12+2 4219
?
14+1 4946
?
Jπn Sn = 10683 keV, Sp = 6366 keV, ∆ = −87723 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95K, 97A, 99BNL]
0+1 0 6.00 d log ft = 9.31u (β+ from 2−), (p,4nγ), (3He,3nγ), (α,2nγ), (α,3nγ),
(HI,xnγ)2+1 606 log ft = 6.87 (β+ from 2−), (p,4nγ), (3He,3nγ), (α,2nγ), (α,3nγ),
(HI,xnγ)0+2 957 55 ps log ft = 10.021u (β+ from 2−)2+2 1151 M1/E2→ 2+
1 : δ = 17, log ft = 7.38 (β+ from 2−), (p,4nγ), (α,2nγ)4+1 1206 log ft = 7.55 (β+ from 2−), (p,4nγ), (α,2nγ), (α,3nγ), (HI,xnγ)0+3 1517 log ft = 8.31 (β+ from 2−)6+1 1821 log ft > 6.8 (β+ from (7−)), (p,4nγ), (α,2nγ), (α,3nγ), (HI,xnγ)3−1 1945 E1/M2→ 2+
1 : δ = 0.03, log ft = 6.96 (β+ from 2−)8+1 2574 log ft = 6.99 (β+ from (7−)), (p,4nγ), (α,2nγ), (α,3nγ), (HI,xnγ)8+2 2999 (α,2nγ)10+
1 3360 (α,2nγ), (HI,xnγ)10+
2 3445 (α,2nγ), (HI,xnγ)12+
1 4172 (α,2nγ), (HI,xnγ)12+
2 4219 (α,2nγ), (HI,xnγ)14+
1 4946 (α,2nγ), (HI,xnγ)
Landolt-BornsteinNew Series I/18B
5–38119
52Te
67[Ref. p. 5–167
1/2+1 0
3/2+1 257
?
11/2−1 261
5/2+1 321
?
?
7/2+1 360
?
9/2−1 468
?
7/2−1 501
?
7/2+2 669
?
?
?
1/2+2 708
?
5/2−1 772
?
15/2−1 901
?
1/2+3 1004
?
?
?
7/2+3 1105
?
5/2+2 1114
?
?
?
?
?
?
Jπn Sn = 7603 keV, Sp = 6473 keV, ∆ = −87180 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92K, 97A, 99BNL]
1/2+1 0 16.03 h µ = +0.25 µn, (d,t), (3He,α), (α,2nγ)
3/2+1 257 M1/E2→ 1/2+
1 : δ = 0.17, log ft = 4.99 (EC from 5/2+), (d,t),(α,2nγ)
11/2−1 261 4.70 d µ = +0.894 µn, (3He,α), (α,2nγ)
5/2+1 321 2.2 ns B(M1→ 3/2+
1 ) = 0.0068W.u. (δ = 0.12), B(E2→ 1/2+1 ) = 0.77 W.u.,
log ft = 6.9 (EC from 5/2+), µ = −0.88 µn, (d,t), (3He,α), (α,2nγ)7/2+
1 360 log ft = 6.6 (EC from 5/2+), (d,t), (3He,α)9/2−
1 468 M1/E2→ 11/2−1 : δ = −0.235, log ft = 8.971u (EC from 5/2+),
(3He,α), (α,2nγ)7/2−
1 501 log ft = 7.48 (EC from 5/2+), (d,t), (3He,α)7/2+
2 669 M1/E2→ 5/2+1 : δ = −0.27, log ft = 7.17 (EC from 5/2+), (d,t),
(3He,α), (α,2nγ)1/2+
2 708 (d,t)5/2−
1 772 (d,t), (3He,α), (α,2nγ)15/2−
1 901 (α,2nγ)1/2+
3 1004 (d,t)7/2+
3 1105 log ft = 7.66 (EC from 5/2+), (d,t), (3He,α)5/2+
2 1114 log ft = 6.55 (EC from 5/2+), (d,t), (3He,α)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]120
52Te
685–39
0+1 0
2+1 560
?
4+1 1162
?
2+2 1201
?
?
6+1 1776
?
4+2 1815
?
?
6+2 2201
?
?
5−1 2461
?
6+3 2520
?
?
?
8+1 2653
?
8+2 2835
?
6−1 2878
?
7−1 2899
?
7+1 2940
?
7−2 3031
?
8+3 3039
?
9+1 3131
?
8−1 3142
?
?
?
10+1 3364
?
?
9−1 3374
?
9−2 3400
?
10+2 3487
?
10+3 3544
?
10−1 3814
?
11+1 3881
?
11−1 4086
?
?
?
12+1 4093
?
12+2 4460
?
14+1 4819
?
Jπn Sn = 10273 keV, Sp = 7196 keV, ∆ = −89405 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–40120
52Te
68[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [87H1, 97A, 99BNL]
0+1 0 stable log ft = 9.11u (β+ from 2−), Coul.ex., (p,2nγ), (3He,3nγ), (α,2nγ),
(α,3nγ), (13C,3nγ)2+1 560 9.3 ps log ft = 6.9 (β+ from 2−), µ = +0.58 µn, Coul.ex., (p,2nγ),
(3He,3nγ), (α,2nγ), (α,3nγ), (13C,3nγ)4+1 1162 log ft = 9.11u (β+ from 2−), (p,2nγ), (3He,3nγ), (α,2nγ), (α,3nγ),
(13C,3nγ)2+2 1201 M1/E2→ 2+
1 : δ = −0.92, log ft = 7.2 (β+ from 2−), (p,2nγ), (α,2nγ),(13C,3nγ)
6+1 1776 log ft = 6.5 (β+ from (4− 8)), (p,2nγ), (α,2nγ), (13C,3nγ)4+2 1815 M1/E2→ 4+
1 : δ = −0.56+0.28−0.37, (α,2nγ), (13C,3nγ)
6+2 2201 M1/E2→ 6+
1 : δ = +0.14, log ft = 7.3 (β+ from (4 − 8)), (α,2nγ),(13C,3nγ)
5−1 2461 (α,2nγ), (13C,3nγ)6+3 2520 M1/E2→ 6+
1 : δ = 0.90, (α,2nγ), (13C,3nγ)8+1 2653 (p,2nγ), (α,2nγ), (13C,3nγ)8+2 2835 (α,2nγ), (13C,3nγ)6−1 2878 M1/E2→ 5−
1 : δ = −0.25, (α,2nγ)7−1 2899 (α,2nγ)7+1 2940 M1/E2→ 6+
1 : δ = −0.45, (α,2nγ)7−2 3031 (α,2nγ)8+3 3039 (α,2nγ), (13C,3nγ)9+1 3131 M1/E2→ 8+
2 : δ = +0.25, (α,2nγ)8−1 3142 M1/E2→ 7−
2 : δ = 0.20, E1/M2→ 7+1 : δ = −0.09,
M1/E2→ 7−1 : δ = 1.0, (α,2nγ)
10+1 3364 (α,2nγ), (13C,3nγ)
9−1 3374 (α,2nγ)9−2 3400 (α,2nγ)10+
2 3487 M1/E2→ 9+1 : δ = +0.29+0.14
−0.08, (α,2nγ)10+
3 3544 (α,2nγ), (13C,3nγ)10−
1 3814 (α,2nγ)11+
1 3881 M1/E2→ 10+2 : δ = +0.40+0.38
−0.20, (α,2nγ)11−
1 4086 (α,2nγ)12+
1 4093 (α,2nγ), (13C,3nγ)12+
2 4460 (α,2nγ)14+
1 4819 (α,2nγ), (13C,3nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]121
52Te
695–41
1/2+1 0
3/2+1 212
?
11/2−1 294
?
5/2+1 475
?
?
1/2+2 681
?
?
Jπn Sn = 7233 keV, Sp = 7410 keV, ∆ = −88557 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91T, 97A, 99BNL]
1/2+1 0 16.78 d (p,d), (d,p), (d,2nγ), (3He,α), (α,2nγ)
3/2+1 212 0.062 ns B(M1/E2→ 1/2+
1 ) = 0.032/28 W.u. (δ = 0.23),log ft = 5.146 (EC from 5/2+), (p,d), (d,p), (d,2nγ), (3He,α), (α,2nγ)
11/2−1 294 154 d µ = +0.895 µn, (p,d), (d,p), (d,2nγ), (3He,α), (α,2nγ)
5/2+1 475 (p,d), (d,p), (d,2nγ), (3He,α), (α,2nγ)
1/2+2 681 log ft = 6.93 (EC from 5/2+), (d,p)
1/2+3 1254 (p,d), (d,p), (3He,α)
Landolt-BornsteinNew Series I/18B
5–42122
52Te
70[Ref. p. 5–167
0+1 0
2+1 564
?
4+1 1181
?
2+2 1257
?
?
0+2 1357
?
?
6+1 1751
?
2+3 1753
?
?
4+2 1910
?
?
0+3 1941
?
?
?
?
4+3 2042
?
?
3−1 22006+2 2284
?
?
5−1 2408
?
8+1 2670
?
7−1 2801
?
10+1 3580
?
Jπn Sn = 9821 keV, Sp = 8003 keV, ∆ = −90311 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94T2, 97A, 99BNL]
0+1 0 stable log ft = 9.6471u (β− from 2−), log ft = 4.95 (EC from 1+), Coul.ex.,
(γ, γ′), (p,p′), (p,t), (3He,n), (3He,d), (α,nγ)2+1 564 7.42 ps B(E2→ 0+
1 ) = 36.95 W.u., log ft = 7.607 (β− from 2−),log ft = 5.39 (EC from 1+), Coul.ex., (γ, γ′), (p,p′), (p,t), (3He,d),(α,nγ)
4+1 1181 log ft = 10.43 (β− from 2−), Coul.ex., (p,p′), (p,t), (3He,d), (α,nγ)2+2 1257 0.74 ps B(M1/E2→ 2+
1 ) = 0.006/100 W.u. (δ = −3.48),B(E2→ 0+
1 ) = 1.1 W.u., log ft = 7.69 (β− from 2−),log ft = 6.31 (EC from 1+), Coul.ex., (p,p′), (p,t), (3He,d), (α,nγ)
0+2 1357 log ft = 10.09 (β− from 2−), log ft = 5.93 (EC from 1+), Coul.ex.,
(p,p′), (p,t), (3He,n), (3He,d), (α,nγ)6+1 1751 (p,p′), (3He,d), (α,nγ)2+3 1753 0.55 ps B(M1/E2→ 2+
1 ) = 0.0039/2 W.u., B(E2→ 0+1 ) = 1.2 W.u.,
log ft = 8.5 (β− from 2−), log ft = 6.88 (EC from 1+), Coul.ex.,(p,p′)
4+2 1910 M1/E2→ 4+
1 : δ = −0.57, (p,t), (3He,d), (α,nγ)0+3 1941 log ft = 5.75 (EC from 1+), (3He,d)4+3 2042 M1/E2→ 4+
1 : δ = +1.3, (p,p′), (p,t), (3He,d), (α,nγ)3−1 2200 Coul.ex., (p,p′), (p,t), (3He,d)6+2 2284 M1/E2→ 6+
1 : δ = −0.20, (α,nγ)5−1 2408 (p,p′), (p,t), (α,nγ)8+1 2670 (α,nγ)7−1 2801 (p,t), (α,nγ)10+
1 3580 (α,nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]123
52Te
715–43
1/2+1 0
3/2+1 159
?
11/2−1 248
?
?
3/2+2 440
?
?
1/2+2 600
?
3/2+3 688
?
?
?
7/2+1 698
?
?
Jπn Sn = 6934 keV, Sp = 8135 keV, ∆ = −89169 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93O, 97A, 99BNL]
1/2+1 0 >600 Ty µ = −0.737 µn, Coul.ex., (n,γ), (p,nγ), (p,d), (p,t), (d,p), (d,t),
(d,2nγ), (3He,4nγ), (3He,α)3/2+
1 159 196 ps B(M1/E2→ 1/2+1 ) = 0.0234/2.5 W.u. (δ = 0.062),
log ft = 5.23 (EC from 5/2+), µ = +0.72 µn, Coul.ex., (n,γ), (p,nγ),(p,d), (p,t), (d,p), (d,t), (d,2nγ), (3He,4nγ), (3He,α)
11/2−1 248 119.7 d µ = −0.927 µn, (p,nγ), (p,d), (p,t), (d,p), (d,t), (d,2nγ), (3He,4nγ),
(3He,α)3/2+
2 440 22 ps B(M1/E2→ 3/2+1 ) = 0.0067/2.2 W.u. (δ = −0.19),
B(M1/E2→ 1/2+1 ) = 0.0018/29 W.u. (δ = −2.1),
log ft = 7.31 (EC from 5/2+), µ = +0.6 µn, Coul.ex., (n,γ), (p,nγ),(p,t), (d,p), (d,2nγ), (3He,4nγ)
1/2+2 600 (n,γ), (p,nγ), (p,d), (p,t), (d,p)
3/2+3 688 log ft = 6.40 (EC from 5/2+), Coul.ex., (n,γ), (p,nγ), (p,d), (p,t),
(d,p), (d,t), (d,2nγ), (3He,4nγ), (3He,α)7/2+
1 698 log ft = 6.95 (EC from 5/2+), (n,γ), (p,nγ), (d,2nγ), (3He,4nγ),(3He,α)
1/2+3 1946 (p,t)
Landolt-BornsteinNew Series I/18B
5–44124
52Te
72[Ref. p. 5–167
0+1 0
2+1 603
?
4+1 1249
?
2+2 1326
?
?
0+2 1657
?
?
6+1 1747
?
0+3 1883
?
?
?
4+2 1958
?
?
?
2+3 2039
?
?
?
?
2+4 2092
?
?
0+4 2153
?
?
1+1 2182
?
?
?
4+3 2225
?
?
?
3−1 2294
?
?
?
?
?
?
0+5 2309
?
?
?
?
2+5 2323
?
?
?
6+2 2350
?
2+6 2454
?
?
?
?
3+1 2483
?
?
?
2+7 2521
?
?
?
2+8 2530
?
1+2 2601
?
?
8+1 2665
?
2+9 2682
?
?
3−2 2694
?
?
?
?
?
?
?
?
?
2−1 2702
?
?
?
?
3−3 2775
?
?
?
?
?
?
2+10 2809
?
?
3−4 2835
?
?
?
?
3−5 2886
?
?
?
?
?
?
Jπn Sn = 9425 keV, Sp = 8590 keV, ∆ = −90523 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]124
52Te
725–45
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97I, 97A, 99BNL]
0+1 0 stable log ft = 9.271u (EC from 2−), Coul.ex., (γ, γ), (γ, γ′), (µ,xnγ), (n,γ),
(n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,d), (3He,3nγ),(α, α′), (α,2nγ)
2+1 603 6.2 ps B(E2→ 0+
1 ) = 31.2 W.u., log ft = 10.268 (β− from 3−),log ft = 7.49 (EC from 2−), µ = +0.52 µn, Q = −0.45 barn, Coul.ex.,(γ, γ), (γ, γ′), (µ,xnγ), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,d′),(d,t), (3He,d), (3He,3nγ), (α, α′), (α,2nγ)
4+1 1249 E2/(M3)→ 2+
1 : δ = +0.003, log ft = 10.633 (β− from 3−),log ft > 6.2 (β− from 5+), (µ,xnγ), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t),(d,p), (d,d′), (d,t), (3He,d), (3He,3nγ), (α, α′), (α,2nγ)
2+2 1326 0.4 ps B(M1→ 2+
1 ) = 0.12 W.u. (δ = −3.4), B(E2→ 0+1 ) = 1.2 W.u.,
log ft = 10.282 (β− from 3−), log ft = 7.86 (EC from 2−), Coul.ex.,(µ,xnγ), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,d),(3He,3nγ), (α,2nγ)
0+2 1657 log ft = 12.88 (β− from 3−), log ft = 10.301u (EC from 2−), (n,γ),
(n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t)6+1 1747 log ft = 4.3 (β− from 5+), (n,γ), (n,n′γ), (p,p′), (p,t), (d,d′), (3He,d),
(3He,3nγ), (α,2nγ)0+3 1883 (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,t), (3He,d)4+2 1958 M1/E2→ 4+
1 : δ = −0.18, E2/(M3)→ 2+1 : δ = −0.32+0.25
−0.18,log ft = 9.814 (β− from 3−), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,p),(d,d′), (d,t), (3He,d), (3He,3nγ), (α,2nγ),
2+3 2039 M1/E2→ 2+
2 : δ = +1.5, E2/(M3)→ 4+1 : δ = −0.3+0.2
−0.3,M1/E2→ 2+
1 : δ = +1.5, log ft = 9.391 (β− from 3−), (n,γ), (n,n′γ),(p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,d), (3He,3nγ), (α,2nγ)
2+4 2092 M1/(E2)→ 2+
1 : δ = +0.10, log ft = 10.046 (β− from 3−),log ft = 8.82 (EC from 2−), (n,γ), (n,n′γ), (p,p′), (p,d), (d,p), (d,t),(3He,d), (3He,3nγ), (α,2nγ)
0+4 2153 (n,γ), (n,n′γ), (d,p)1+1 2182 M1/E2→ 2+
1 : δ = −0.30, log ft = 10.013 (β− from 3−), (n,γ),(n,n′γ), (p,p′), (p,d), (d,p), (3He,d)
4+3 2225 M1/E2→ 4+
1 : δ = +0.68, log ft = 10.627 (β− from 3−), (n,γ),(n,n′γ), (p,p′), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,d), (3He,3nγ),(α,2nγ)
3−1 2294 0.17 ps B(E1→ 2+
3 ) = 2.7× 10−5 W.u., B(E1→ 4+2 ) = 7× 10−5 W.u.,
B(E1/(M2)→ 2+2 ) = (6.4× 10−5)/(0.1) W.u. (δ = −0.02),
B(E1/(M2)→ 4+1 ) = (5.0× 105)/(0.2) W.u. (δ = −0.03),
B(E1/M2→ 2+1 ) = 0.00031/0.05 W.u., (δ = +0.010),
B(E3→ 0+1 ) = 30 W.u., log ft = 7.728 (β− from 3−),
log ft = 6.88 (EC from 2−), Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,d),(p,t), (d,p), (d,d′), (d,t), (3He,3nγ), (α, α′), (α,2nγ)
0+5 2309 < 0.25 ns (n,γ), (p,p′), (p,d), (d,p), (d,t), (3He,d)2+5 2323 M1/(E2)→ 2+
1 : δ = +0.18, log ft = 10.57 (β− from 3−),log ft = 8.66 (EC from 2−), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,t),(3He,d)
6+2 2350 log ft ≈ 4.9 (β− from 5+), (p,p′), (d,p), (3He,d), (3He,3nγ), (α,2nγ)2+6 2454 log ft = 11.10 (β− from 3−), log ft = 8.2 (EC from 2−), (n,γ), (n,n′γ),
(p,p′), (p,d), (p,t), (d,p), (d,t), (3He,d)3+1 2483 log ft = 9.384 (β− from 3−), log ft = 8.81 (EC from 2−), (n,γ),
(n,n′γ), (p,p′), (3He,3nγ), (α,2nγ)
Landolt-BornsteinNew Series I/18B
5–46124
52Te
72[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97I, 97A, 99BNL]
2+7 2521 M1/(E2)→ 2+
1 : δ = −0.02, log ft = 10.025 (β− from 3−),log ft = 8.44 (EC from 2−), (n,γ), (n,n′γ), (p,d), (p,t), (d,p), (d,d′),(d,t)
2+8 2530 M1/E2→ 2+
1 : δ = −0.14, (n,γ), (n,n′γ), (d,p), (d,d′), (d,t), (3He,d)1+2 2601 (n,γ), (n,n′γ), (p,p′), (p,d), (d,p), (d,t), (3He,d)8+1 2665 (n,γ), (p,d), (p,t), (d,p), (d,t), (3He,3nγ), (α,2nγ)2+9 2682 M1/E2→ 2+
1 : δ = −0.14, log ft = 9.46 (β− from 3−),log ft = 7.8 (EC from 2−), (n,γ), (n,n′γ), (p,p′), (d,p), (d,t), (3He,d)
3−2 2694 E1/(M2)→ 2+
2 : δ = −0.02, E1/(M2)→ 4+1 : δ = +0.10,
E1/(M2)→ 2+1 : δ = +0.03, log ft = 6.968 (β− from 3−),
log ft = 7.41 (EC from 2−), (n,γ), (n,n′γ), (p,p′), (d,p), (d,d′), (d,t),(3He,d), (α, α′)
2−1 2702 E1/(M2)→ 2+
2 : δ = −0.01, log ft = 8.115 (β− from 3−),log ft = 7.06 (EC from 2−), (n,γ), (n,n′γ), (p,p′), (p,d), (d,p)
3−3 2775 log ft = 7.445 (β− from 3−), (n,γ), (n,n′γ), (p,p′), (p,d), (d,t),
(3He,d), (3He,3nγ), (α,2nγ)2+10 2809 log ft = 9.69 (β− from 3−), (n,γ), (n,n′γ), (p,p′), (p,d), (p,t), (d,p),
(3He,d)3−4 2835 E1/(M2)→ 2+
1 : δ = +0.03, log ft = 6.43 (EC from 2−), (n,γ), (n,n′γ),(p,p′), (p,d)
3−5 2886 E1/(M2)→ 2+
2 : δ = −0.2, E1/M2→ 2+1 : δ = +0.06,
log ft = 6.68 (β− from 3−), log ft = 6.81 (EC from 2−), (n,γ), (n,n′γ),(p,p′), (p,d), (d,p), (3He,d)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]125
52Te
735–47
1/2+1 0
3/2+1 35
?
11/2−1 145
?
?
9/2−1 321
?
3/2+2 444
?
?
5/2+1 463
?
?
?
7/2−1 525
?
?
7/2+1 636
?
?
?
?
7/2+2 642
?
?
?
?
?
?
5/2+2 671
?
?
?
?
?
15/2−1 841
?
15/2−2 1311
?
?
1/2+2 1317
19/2−1 1501
?
?
Jπn Sn = 6571 keV, Sp = 8695 keV, ∆ = −89028 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–48125
52Te
73[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93K, 97A, 99BNL]
1/2+1 0 stable µ = −0.889 µn, Coul.ex., (d,p), (d,t), (t,d), (3He,α), (α,3nγ)
3/2+1 35 1.48 ns B(M1/E2→ 1/2+
1 ) = 0.0222/10.2 W.u. (δ = 0.029),log ft = 5.4 (EC from 5/2+), µ = +0.605 µn, Q = −0.31 barn,Coul.ex., (d,p), (d,t), (t,d), (3He,α), (α,3nγ)
11/2−1 145 57.40 d log ft = 9.7691u (β− from 7/2+), µ = −0.985 µn, Q = −0.06 barn,
(d,p), (d,t), (t,d), (3He,α), (α,3nγ)9/2−
1 321 0.703 ns B(M1/E2→ 11/2−1 ) = 0.00361/29 W.u. (δ = −0.60),
log ft = 9.344 (β− from 7/2+), µ = −0.918 µn, Q = +0.12 barn,(d,d′), (d,t), (3He,α), (α,3nγ)
3/2+2 444 19.1 ps B(M1/E2→ 3/2+
1 ) = 0.00195/18.3 W.u. (δ = 1.50),B(M1/E2→ 1/2+
1 ) = 0.00129/24 W.u. (δ = −2.3),log ft = 10.73 (β− from 7/2+), µ = +0.59 µn, Coul.ex., (d,p), (d,t),(t,d), (3He,α)
5/2+1 463 13.2 ps B(M1/E2→ 3/2+
1 ) = 0.012/13.1 W.u. (δ = −0.538),B(M1→ 3/2+
2 ) = 0.108 W.u., B(E2→ 1/2+1 ) = 13.9 W.u.,
log ft = 8.042 (β− from 7/2+), µ = +0.80 µn, Coul.ex., (d,p), (d,d′),(d,t), (t,d)
7/2−1 525 < 160 ps M1/E2→ 9/2−
1 : δ = +1.6, log ft = 9.126 (β− from 7/2+), (d,p),(d,t), (t,d), (3He,α), (α,3nγ)
7/2+1 636 40 ps B(M1/E2→ 5/2+
1 ) = 0.0012/0.0004 W.u. (δ = −0.004),B(E2→ 3/2+
1 ) = 4.8 W.u., log ft = 7.23 (β− from 7/2+), (d,t),(3He,α), (α,3nγ)
7/2+2 642 ≤ 600 ps log ft = 7.66 (β− from 7/2+), (d,p), (d,t), (t,d), (α,3nγ)
5/2+2 671 1.26 ps B(M1/E2→ 5/2+
1 ) = 0.0342/6.0 W.u. (δ = 0.105),B(M1/E2→ 3/2+
1 ) = 0.0512/9.7 W.u. (δ = 0.332),B(E2→ 1/2+
1 ) = 11.8 W.u., log ft = 6.93 (β− from 7/2+),µ = −0.6 µn, Coul.ex., (d,p), (d,d′) (d,t), (t,d), (3He,α)
15/2−1 841 (3He,α), (α,3nγ)
15/2−2 1311 (α,3nγ)
1/2+2 1317 (d,t)
19/2−1 1501 (α,3nγ)
1/2+3 1584 (d,p), (d,d′), (d,t), (t,d), (3He,α)
1/2+4 1710 (d,t)
1/2+5 1900 (d,t), (3He,α)
1/2+6 1985 (d,d′), (d,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]126
52Te
745–49
0+1 0
2+1 666
?
4+1 1361
?
2+2 1420
?
?
6+1 1776
?
0+2 1873
?
4+2 2013
?
?
2+3 2045
?
?
?
3+1 2128
?
?
?
5−1 2218
?
?
3−1 2386
?
?
4−1 2386
?
?
?
?
6+2 2396
?
?
2+4 2421
?
?
?
7−1 2497
?
?
2+5 2504
?
?
2+6 2585
?
?
2+7 2679
?
?
?
8+1 2766
?
2+8 2877
?
?
10+1 2975
?
Jπn Sn = 9114 keV, Sp = 9098 keV, ∆ = −90070 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–50126
52Te
74[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93M, 97A, 99BNL]
0+1 0 stable log ft = 9.131u (EC from 2−), Coul.ex., (γ, γ′), (µ−,nγ), (n,n′γ),
(p,p′), (p,t), (d,p), (d,d′), (d,3He), (3He,n), (α,2nγ)2+1 666 4.52 ps B(E2→ 0+
1 ) = 25.3 W.u., log ft = 7.54 (EC from 2−), µ = +0.68 µn,Q = −0.20 barn, Coul.ex., (µ−,nγ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′),(d,3He), (α,2nγ)
4+1 1361 2.7 ps B(E2→ 2+
1 ) = 34 W.u., log ft ≥ 12.41u (EC from 2−), Coul.ex.,(µ−,nγ), (n,n′γ), (p,p′), (p,t), (d,d′), (α,2nγ)
2+2 1420 0.8 ps B(M1/E2→ 2+
1 ) = 0.0011/71 W.u. (δ = −7.2),B(E2→ 0+
1 ) = 0.21 W.u., log ft = 7.6 (EC from 2−), Coul.ex., (γ, γ′),(µ−,nγ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (α,2nγ)
6+1 1776 68 ps B(E2→ 4+
1 ) = 17.9 W.u., log ft = 10.311u (β− from (8−)),log ft = 5.71 (β− from (5+)), (n,n′γ), (p,p′), (p,t), (d,d′), (α,2nγ)
0+2 1873 log ft = 10.11u (EC from 2−), (n,n′γ), (p,p′), (p,t), (d,p), (3He,n)4+2 2013 (n,n′γ), (p,p′), (p,t)2+3 2045 M1/E2→ 2+
1 : δ = −0.04, log ft = 8.60 (EC from 2−), (n,n′γ), (p,t)3+1 2128 M1/E2→ 2+
1 : δ = 1.94, (n,n′γ)5−1 2218 M1/E2→ 4+
1 : δ = 0.029, log ft = 9.65 (β− from (8)−), (µ−,nγ),(n,n′γ), (p,p′), (p,t), (d,p), (α,2nγ)
3−1 2385.8 0.4 ps E1/M2→ 2+
2 : δ = 0.01, E1/M2→ 2+1 : δ = 0.036, Coul.ex., (n,n′γ),
(p,p′), (p,t), (d,d′)4−1 2386.0 M1/E2→ 5−
1 : δ = 0.35, E1/M2→ 3+1 : δ = −0.02,
E1/M2→ 4+2 : δ = 0.02, (n,n′γ), (p,t)
6+2 2396 M1/E2→ 6+
1 : δ = −0.17, log ft = 9.96 (β− from (8−)),log ft = 6.44 (β− from (5+)), (n,n′γ), (α,2nγ)
2+4 2421 M1/E2→ 2+
1 : δ = 3.02, (n,n′γ), (d,p)7−1 2497 0.152 ns B(E1→ 6+
1 ) = 4.55× 10−6 W.u. (δ = −0.01),B(E2→ 5−
1 ) = 2.48 W.u., log ft = 8.57 (β− from (8−)), (n,n′γ),(p,p′), (p,t), (α,2nγ)
2+5 2504 (p,p′), (p,t), (d,p), (n,n′γ)2+6 2585 (n,n′γ), (p,t), (d,p)2+7 2679 (n,n′γ), (p,t)8+1 2766 log ft = 8.68 (β− from (8−)), (n,n′γ), (α,2nγ)2+8 2877 (n,n′γ)10+
1 2975 10.6 ns B(E2→ 8+1 ) = 2.5 W.u., log ft = 9.531u (β− from (8−)),
µ = −1.51 µn, (α,2nγ)1+1 7915 (γ, γ′)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]127
52Te
755–51
3/2+1 0
1/2+1 61
?
11/2−1 88
?
5/2+1 473
?
?
3/2+2 503
?
?
7/2−1 632
?
7/2+1 686
?
?
5/2+2 783
?
?
?
?
7/2+2 925
?
?
?
5/2+3 1141
?
?
?
?
Jπn Sn = 6291 keV, Sp = 9180 keV, ∆ = −88290 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96K, 97A, 99BNL]
3/2+1 0 9.35 h µ = +0.635 µn, (p,d), (d,p), (d,t), (3He,α), (t,d)
1/2+1 61 M1/E2→ 3/2+
1 : δ = 0.32, (p,d), (d,p), (d,t), (3He,α), (t,d)11/2−
1 88 109 d B(M4→ 3/2+1 ) = 3.6 W.u., log ft = 10.211u (β− from 7/2+),
µ = −1.041 µn, (p,d), (d,p), (d,t),(3He,α), (t,d)5/2+
1 473 M1/E2→ 3/2+1 : δ = −0.10, log ft = 7.81 (β− from 7/2+), (p,d),
(d,t),(3He,α)3/2+
2 503 (p,d), (d,p), (d,t),(3He,α), (t,d)7/2−
1 632 log ft = 8.27 (β− from 7/2+), (d,t),(3He,α)7/2+
1 686 log ft = 7.28 (β− from 7/2+), (p,d), (d,p), (d,t),(3He,α), (t,d)5/2+
2 783 log ft = 7.40 (β− from 7/2+), (p,d), (d,p), (d,t),(3He,α), (t,d)7/2+
2 925 E1/(M2)→ 7/2−1 : δ = +0.12, log ft = 8.24 (β− from 7/2+), (p,d),
(d,p), (d,t),(3He,α), (t,d)5/2+
3 1141 log ft = 7.57 (β− from 7/2+), (p,d), (d,p), (d,t),(3He,α), (t,d)1/2+
2 1402 (d,p), (d,t),(3He,α), (t,d)1/2+
3 1887 (d,t),(3He,α)1/2+
4 1954 (d,t),(3He,α), (t,d)1/2+
5 2117 (d,t),(3He,α)
Landolt-BornsteinNew Series I/18B
5–52128
52Te
76[Ref. p. 5–167
0+1 0
2+1 743
?
4+1 1497
?
2+2 1520
?
?
6+1 1811
?
0+2 1979
?
5−1 2133
?
?
3+1 2164
?
?
?
2+3 2193
?
?
7−1 2338
?
?
2+4 2352
?
?
4−1 2396
?
?
3−1 2485
?
2+5 2508
?
?
3+2 2551
?
?
2+6 3137
?
?
Jπn Sn = 8775 keV, Sp = 9574 keV, ∆ = −88994 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [83K, 97A, 99BNL]
0+1 0 2.2 Yy log ft = 5.05 (EC from 1+), Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (p,t),
(d,d′), (α, α′)2+1 743 3.32 ps B(E2→ 0+
1 ) = 19.8 W.u., log ft = 5.87 (EC from 1+),µ = +0.5 µn, Q = −0.06 barn, Coul.ex., (n,n′γ), (p,p′), (p,t), (d,d′),(α, α′)
4+1 1497 Coul.ex., (n,n′γ), (p,p′), (p,t), (d,d′), (α, α′)2+2 1520 M1/E2→ 2+
1 : δ = 4.7, Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (p,t)6+1 1811 0.48 ns log ft = 6.01 (β− from 5+), (n,n′γ), (p,p′)0+2 1979 (n,n′γ), (p,t)5−1 2133 E1/M2→ 4+
1 : δ = 0.020, (n,n′γ), (p,p′), (p,t), (d,d′)3+1 2164 M1/E2→ 2+
2 : δ = 3.8, M1/E2→ 2+1 : δ = 0.419, (n,n′γ)
2+3 2193 M1/E2→ 2+
1 : δ = −0.116, (n,n′γ), (p,t)7−1 2338 2.404 ns E1/M2→ 6+
1 : δ = 0.025, log ft = 7.93 (β− from 8−), (n,n′γ), (p,p′),(p,t)
2+4 2352 M1/E2→ 2+
1 : δ = −0.230, (n,n′γ), (p,t), (d,d′)4−1 2396 E1/M2→ 3+
1 : δ = −0.15+0.12−0.10, M1/E2→ 5−
1 : δ = 0.263, (n,n′γ), (p,t)3−1 2485 B(E3→ 0+
1 ) ≈ 70 W.u., Coul.ex., (p,p′), (p,t), (d,d′), (α, α′)2+5 2508 M1/E2→ 2+
1 : δ = +1.8, (n,n′γ)3+2 2551 (n,n′γ)2+6 3137 (n,n′γ), (p,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]129
52Te
775–53
3/2+1 0
11/2−1 106
?
1/2+1 180
?
9/2−1 465
?
5/2+1 545
?
?
5/2+2 967
?
?
1/2+2 1155
1/2+3 1654
5/2+3 1752
?
Jπn Sn = 6083 keV, Sp = 9684 keV, ∆ = −87006 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96T, 97A, 99BNL]
3/2+1 0 69.6 m µ = 0.702 µn, Q = 0.055 barn, (n,γ), (p,d), (d,p), (d,t), (t,d), (3He,α)
11/2−1 106 33.6 d B(M4→ 3/2+
1 ) = 3.9 W.u., log ft = 9.221u (β− from 7/2+),µ = −1.091 µn, (p,d), (d,p), (d,t), (t,d), (3He,α)
1/2+1 180 (p,d), (d,p), (d,t), (t,d)
9/2−1 465 log ft ≈ 8.9 (β− from 7/2+)
5/2+1 545 log ft = 7.9 (β− from 7/2+), (p,d), (d,p), (d,t), (t,d)
5/2+2 967 log ft = 7.8 (β− from 7/2+), (p,d), (d,p), (d,t), (t,d), (3He,α)
1/2+2 1155 (t,d)
1/2+3 1654 (d,p), (d,t), (t,d)
5/2+3 1752 log ft = 6.4 (β− from 7/2+), (d,p), (d,t), (t,d)
1/2+4 2491 (d,p), (t,d)
Landolt-BornsteinNew Series I/18B
5–54130
52Te
78[Ref. p. 5–167
0+1 0
2+1 839
?
2+2 1588
?
?
4+1 1633
?
2+3 1886
?
?
4+2 1982
?
?
5−1 2101
?
3+1 2139
?
?
?
4−1 2436
?
4+3 2449
?
?
3−1 2527
?
?
3−2 2730
3−3 3360
1−1 7637
?
?
?
?
Jπn Sn = 8419 keV, Sp = 10016 keV, ∆ = −87353 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S1, 97A, 99BNL]
0+1 0 790 Zy Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (d,d′), (α, α′)2+1 839 2.30 ps B(E2→ 0+
1 ) = 15.1 W.u., µ = +0.62 µn, Coul.ex., (γ, γ′), (n,n′γ),(p,p′), (d,d′), (α, α′)
2+2 1588 M1/E2→ 2+
1 : δ = +0.65, Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (α, α′)4+1 1633 log ft ≥ 7.5 (β− from (5)+), Coul.ex., (n,n′γ), (p,p′)2+3 1886 M1/E2→ 2+
1 : δ = −0.175, (γ, γ′), (n,n′γ), (p,p′), (d,d′)4+2 1982 M1/E2→ 4+
1 : δ = −0.12, log ft = 6.95 (β− from (5)+), (n,n′γ),(p,p′), (α, α′)
5−1 2101 E1/(M2)→ 4+
1 : δ = 0.03, log ft = 7.41 (β− from (5)+), (n,n′γ),(p,p′), (α, α′)
3+1 2139 M1/E2→ 4+
1 : δ = +1.2, M1/E2→ 2+2 : δ = +2.4,
M1/E2→ 2+1 : δ = +0.32, (n,n′γ)
4−1 2436 M1/E2→ 5−
1 : δ = −0.052, (n,n′γ)4+3 2449 M1/E2→ 4+
1 : δ = −0.21, log ft = 6.58 (β− from (5)+), (n,n′γ),(p,p′), (α, α′)
3−1 2527 E1/(M2)→ 2+
1 : δ = +0.030, (n,n′γ), (p,p′)3−2 2730 Coul.ex., (p,p′), (d,d′), (α, α′)3−3 3360 (p,p′), (α, α′)1−1 7637 7.6 fs B(E1→ 0+
1 ) = 3.9× 10−5 W.u., (γ, γ′)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]132
52Te
805–55
0+1 0
2+1 974
?
4+1 1671
?
6+1 1774
?
Jπn Sn = 8082 keV, Sp = 10490 keV, ∆ = −85210 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92S, 97A, 99BNL]
0+1 0 3.204 d2+1 9744+1 1671 log ft = 6.72 (β− from (4+))6+1 1774 145 ns B(E2→ 4+
1 ) = 3.3 W.u., µ = +4.7 µn
Landolt-BornsteinNew Series I/18B
5–56125
53I72
[Ref. p. 5–167
5/2+1 0
7/2+1 114
?
3/2+1 188
?
?
1/2+1 243
?
?
3/2+2 372
?
?
3/2+3 454
?
?
?
7/2+2 536
?
9/2+1 596
?
?
9/2+2 704
?
?
?
11/2+1 768
?
?
3/2+4 1008
?
?
?
?
?
1/2+2 1090
?
?
?
?
?
13/2+1 1204
?
?
3/2+5 1443
?
?
?
?
1/2+3 1690
17/2+1 1888
?
Jπn Sn = 9550 keV, Sp = 5611 keV, ∆ = −88842 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]125
53I72
5–57
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93K, 97A, 99BNL]
5/2+1 0 59.408 d µ = +2.821 µn, Q = −0.889 barn, (3He,d), (α,t), (HI,xnγ)
7/2+1 114 0.61 ns B(M1/E2→ 5/2+
1 ) = 0.0158/12 W.u. (δ = 0.12), (3He,d), (α,t),(HI,xnγ)
3/2+1 188 0.34 ns B(M1/E2→ 5/2+
1 ) = 0.00747/18.6 W.u. (δ = 0.357),B(E2→ 7/2+
1 ) = 36 W.u., log ft = 6.262 (EC from (1/2)+),µ = +1.06 µn, (3He,d), (α,t), (HI,xnγ)
1/2+1 243 0.230 ns B(M1/E2→ 3/2+
1 ) = 0.057/6 W.u. (δ = −0.022),B(E2→ 5/2+
1 ) = 34 W.u., log ft = 5.809 (EC from (1/2)+), (α,t),(3He,d)
3/2+2 372 log ft = 9.06 (EC from (1/2)+), (3He,d), (α,t), (HI,xnγ)
3/2+3 454 log ft = 6.820 (EC from (1/2)+)
7/2+2 536 (α,t), (HI,xnγ)
9/2+1 596 M1/E2→ 7/2+
1 : δ = −1.2, (HI,xnγ)9/2+
2 704 M1/E2→ 7/2+1 : δ = +0.28, (HI,xnγ)
11/2+1 768 (HI,xnγ)
3/2+4 1008 log ft = 7.397 (EC from (1/2)+), (3He,d), (α,t)
1/2+2 1090 log ft = 6.532 (EC from (1/2)+), (3He,d), (α,t)
13/2+1 1204 M1/E2→ 11/2+
1 : δ = 0.33, (HI,xnγ)3/2+
5 1443 log ft = 7.39 (EC from (1/2)+), (3He,d), (α,t)1/2+
3 1690 (3He,d), (α,t)17/2+
1 1888 (HI,xnγ)1/2+
4 1916 (3He,d)1/2+
5 2069 (3He,d)1/2+
6 2142 (3He,d)1/2+
7 2183 (3He,d)1/2+
8 2399 (3He,d)1/2+
9 2472 (3He,d)1/2+
10 2654 (3He,d)1/2+
11 2694 (3He,d)1/2+
12 2932 (3He,d)1/2+
13 2982 (3He,d)1/2+
14 3060 (3He,d)1/2+
15 3149 (3He,d)1/2+
16 3585 (3He,d)1/2+
17 3621 (3He,d)1/2+
18 3728 (3He,d)1/2+
19 3829 (3He,d)1/2+
20 3859 (3He,d)1/2+
21 3894 (3He,d)
Landolt-BornsteinNew Series I/18B
5–58126
53I73
[Ref. p. 5–167
2−1 0
1+1 56
?
2+1 228
?
?
Jπn Sn = 7136 keV, Sp = 6176 keV, ∆ = −87915 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93M, 97A, 99BNL]
2−1 0 13.11 d µ = +1.436 µn, (γ,n), (n,2nγ), (p,nγ)1+1 56 16 ns B(E1→ 2−
1 ) = 4.7× 10−5 W.u., (γ,n), (n,2nγ), (p,nγ)2+1 228 (γ,n), (p,nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]127
53I74
5–59
5/2+1 0
7/2+1 58
?
3/2+1 203
?
?
1/2+1 375
?
?
5/2+2 418
?
?
?
3/2+2 618
?
?
7/2+2 629
?
?
?
7/2+3 1044
?
?
?
1/2+2 1123
?
Jπn Sn = 9144 keV, Sp = 6206 keV, ∆ = −88987 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96K, 97A, 99BNL]
5/2+1 0 stable log ft = 5.481 (β− from 3/2+), µ = +2.813 µn, Q = −0.789 barn,
Coul.ex., (γ, γ′), (n,n′γ), (3He,d), (α,t), (6Li,3nγ)7/2+
1 58 1.95 ns B(M1/E2→ 5/2+1 ) = 0.0123/17.3 W.u. (δ = −0.083),
log ft = 9.931u (β− from 11/2−), µ = +2.54 µn, Q = −0.71 barn,Coul.ex., (n,n′γ), (3He,d), (α,t), (6Li,3nγ)
3/2+1 203 0.387 ns B(M1/E2→ 5/2+
1 ) = 0.00444/20 W.u. (δ = +0.52),B(E2→ 7/2+
1 ) = 31 W.u., log ft = 8.53 (β− from 3/2+),log ft = 6.609 (EC from 1/2+), µ = +0.97 µn, Coul.ex., (γ, γ′),(n,n′γ), (3He,d), (α,t)
1/2+1 375 31 ps B(M1/E2→ 3/2+
1 ) = 0.075/12 W.u. (δ = −0.085),B(E2→ 5/2+
1 ) = 24 W.u., log ft = 9.6 (β− from 3/2+),log ft = 6.213 (EC from 1/2+), Coul.ex., (γ, γ′), (n,n′γ), (3He,d),(α,t)
5/2+2 418 3.38 ps B(M1/E2→ 3/2+
1 ) = 0.0205/12.4 W.u. (δ = −0.203),B(M1/E2→ 7/2+
1 ) = 0.0152/3.0 W.u. (δ = +0.194),B(M1/E2→ 5/2+
1 ) = 0.074/2.2 W.u. (δ = −0.087),log ft = 6.07 (β− from 3/2+), Coul.ex., (γ, γ′), (n,n′γ), (3He,d), (α,t)
3/2+2 618 1.5 ps M1/E2→ 5/2+
1 : δ = 0.083, log ft = 8.32 (β− from 3/2+),log ft = 7.42 (EC from 1/2+), Coul.ex., (γ, γ′), (n,n′γ)
7/2+2 629 2.2 ps B(M1/E2→ 5/2+
1 ) = (0.028)/(17) W.u. (δ = 0.59),log ft = 11.291u (β− from 11/2−), Coul.ex., (γ, γ′), (n,n′γ), (3He,d),(α,t)
7/2+3 1044 0.28 ps B(M1/E2→ 5/2+
1 ) = (0.039)/(3) W.u. (δ = 0.35), Coul.ex., (γ, γ′),(n,n′γ), (3He,d), (α,t)
1/2+2 1123 (n,n′γ), (3He,d), (α,t)
Landolt-BornsteinNew Series I/18B
5–60129
53I76
[Ref. p. 5–167
7/2+1 0
5/2+1 28
?
3/2+1 278
?
?
5/2+2 487
?
?
?
1/2+1 560
?
?
5/2+3 1112
?
?
?
?
?
1/2+2 1210
?
?
?
Jπn Sn = 8832 keV, Sp = 6799 keV, ∆ = −88504 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96T, 97A, 99BNL]
7/2+1 0 15.7 My log ft = 10.141u (β− from 11/2−), µ = +2.6210 µn, Q = −0.553 barn,
Coul.ex., (3He,d), (α,t)5/2+
1 28 16.8 ns B(M1/E2→ 7/2+1 ) = 0.0101/18 W.u. (δ = −0.045),
log ft = 5.81 (β− from 3/2+), µ = +2.8045 µn, Q = −0.685 barn,(3He,d), (α,t)
3/2+1 278 0.104 ns B(M1/E2→ 5/2+
1 ) = 0.0039/13 W.u. (δ = +0.50+0.19−0.13),
B(E2→ 7/2+1 ) = 47 W.u., log ft = 7.70 (β− from 3/2+), Coul.ex.,
(3He,d), (α,t)5/2+
2 487 0.05 ns B(M1/E2→ 3/2+1 ) = 0.00089/0.44 W.u. (δ = −0.18),
B(M1/E2→ 5/2+1 ) = 0.000365/0.17 W.u. (δ = −0.12),
B(M1/E2→ 7/2+1 ) = 0.00046/0.32 W.u. (δ = +0.50+0.17
−0.10),log ft = 6.18 (β− from 3/2+), Coul.ex., (3He,d) (α,t)
1/2+1 560 M1/E2→ 3/2+
1 : δ = −0.08, log ft = 7.63 (β− from 3/2+), (3He,d),(α,t)
5/2+3 1112 M1/E2→ 5/2+
2 : δ = +0.10, M1/E2→ 5/2+1 : δ = +0.56+0.24
−0.14,M1/E2→ 7/2+
1 : δ = +0.06, log ft = 5.75 (β− from 3/2+), (3He,d),(α,t)
1/2+2 1210 log ft = 8.54 (β− from 3/2+), (3He,d), (α,t)
1/2+3 1483 (3He,d), (α,t)
1/2+4 1823 (3He,d)
1/2+5 2012 (3He,d)
1/2+6 2208 (3He,d)
1/2+7 2400 (3He,d)
1/2+8 2590 (3He,d)
1/2+9 2790 (3He,d)
1/2+10 2910 (3He,d)
1/2+11 2950 (3He,d)
1/2+12 3200 (3He,d)
1/2+13 3250 (3He,d)
1/2+14 3350 (3He,d)
1/2+15 3450 (3He,d)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]131
53I
785–61
7/2+1 0
5/2+1 150
?
9/2+1 852
?
?
1/2+1 877
?
11/2−1 1646
?
?
?
1/2+2 1718
11/2−2 1925
?
?
Jπn Sn = 8583 keV, Sp = 7280 keV, ∆ = −87445 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S2, 97A, 99BNL]
7/2+1 0 8.0207 d log ft = 10.781u (β− from 11/2−), µ = +2.742 µn, Q = −0.40 barn,
(3He,d), (α,t)5/2+
1 150 0.95 ns B(M1→ 7/2+1 ) = 0.0056 W.u., log ft = 6.14 (β− from 3/2+),
µ = +2.8 µn, (3He,d), (α,t)9/2+
1 8521/2+
1 877 log ft = 7.11 (β− from 3/2+), (3He,d)11/2−
1 1646 log ft = 7.71 (β− from 11/2−), (3He,d), (α,t)1/2+
2 1718 (3He,d), (α,t)11/2−
2 1925 log ft = 7.11 (β− from 11/2−)1/2+
3 2175 (3He,d)1/2+
4 2308 (3He,d)1/2+
5 2346 (3He,d)1/2+
6 2744 (3He,d)1/2+
7 2807 (3He,d)1/2+
8 2940 (3He,d)1/2+
9 3040 (3He,d)1/2+
10 3700 (3He,d)
Landolt-BornsteinNew Series I/18B
5–62124
54Xe
70[Ref. p. 5–167
0+1 0
2+1 354
?
2+2 847
?
?
4+1 879
?
3+1 1248
?
?
?
0+2 1269
?
?
?
4+2 1438
?
?
?
6+1 1549
?
2+3 1629
?
?
?
?
?
0+3 1690
?
?
?
5+1 1837
?
?
?
6+2 2144
?
?
8+1 2332
?
2+4 2520
?
?
?
?
?
7+1 2575
?
?
?
7−1 2626
?
7+2 2769
?
8−1 2811
?
?
8+2 2913
?
9−1 3112
?
?
10+1 3172
?
Jπn Sn = 10470 keV, Sp = 7012 keV, ∆ = −87658 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]124
54Xe
705–63
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97I, 97A, 99BNL]
0+1 0 stable log ft = 5.02 (EC from 1+), Coul.ex., (3He,n), (HI,xnγ)2+1 354 33 ps B(E2→ 0+
1 ) = 82 W.u., log ft = 5.18 (EC from 1+), µ = 0.46 µn,Coul.ex., (HI,xnγ)
2+2 847 6.9 ps B(M1/E2→ 2+
1 ) = 0.0003/57 W.u. (δ = 8+7−3),
B(E2→ 0+1 ) = 1.3 W.u., log ft = 6.01 (EC from 1+), (HI,xnγ)
4+1 879 3.5 ps B(E2→ 2+
1 ) = 110 W.u., (HI,xnγ)3+1 1248 6.2 ps B(M1/E2→ 2+
2 ) = 0.018/8 W.u. (δ = +0.32),B(M1/E2→ 2+
1 ) = 0.0019/0.88 W.u. (δ = +0.73),log ft = 7.03 (EC from 1+), (HI,xnγ)
0+2 1269 log ft = 5.61 (EC from 1+), (HI,xnγ)4+2 1438 2.1 ps B(E2→ 2+
2 ) = 71 W.u., (HI,xnγ)6+1 1549 0.9 ps B(E2→ 4+
1 ) = 130 W.u., (HI,xnγ)2+3 1629 log ft = 5.81 (EC from 1+)0+3 1690 log ft = 6.27 (EC from 1+), (3He,n)5+1 1837 3.1 ps B(M1/E2→ 4+
2 ) = 0.016/9 W.u. (δ = +0.35),B(M1/E2→ 4+
1 ) = 0.0010/0.7 W.u. (δ = +1.0),B(E2→ 3+
1 ) = 42 W.u., (HI,xnγ)6+2 2144 4.2 ps B(M1/E2→ 6+
1 ) = 0.0100/5.7 W.u. (δ = −0.54+0.12−0.18),
B(E2→ 4+2 ) = 10.079 W.u., (HI,xnγ)
8+1 2332 1.0 ps B(E2→ 6+
1 ) = 52 W.u., (HI,xnγ)2+4 2520 log ft = 5.47 (EC from 1+)7+1 2575 3.5 ps B(E2→ 5+
1 ) = 15.493 W.u., (HI,xnγ)7−1 2626 102 ps (HI,xnγ)7+2 2769 M1/(E2)→ 6+
2 : δ = +0.05, (HI,xnγ)8−1 2811 0.75 ns M1/E2→ 7−
1 : δ = −0.14, (HI,xnγ)8+2 2913 (HI,xnγ)9−1 3112 21 ps B(M1/E2→ 8−
1 ) = 0.010/100 W.u. (δ = −1.1+0.7−1.1),
B(E2→ 7−1 ) = 11 W.u., (HI,xnγ)
10+1 3172 1.5 ps B(E2→ 8+
1 ) = 24 W.u., (HI,xnγ)
Landolt-BornsteinNew Series I/18B
5–64126
54Xe
72[Ref. p. 5–167
0+1 0
2+1 389
?
2+2 880
?
?
4+1 942
?
0+2 1314
?
?
3+1 1318
?
?
?
4+2 1488
?
?
?
?
6+1 1635
?
2+3 1679
?
?
?
?
?
?
0+3 1761
?
4+3 1903
?
?
?
?
5+1 1904
?
?
?
4+4 2042
?
?
?
2+4 2086
?
?
?
6+2 2214
?
?
?
?
5+2 2363
??
?
?
?
8+1 2436
?
0+4 2553
?
6−1 2562
?
?
7−1 2592
?
?
?
7+1 2661
?
?
7−2 2881
?
9−1 3219
?
9−2 3294
?
10+1 3314
?
10+2 3360
?
10−1 3446
11−1 3783
?
12+1 3885
?
?
14+1 4620
?
Jπn Sn = 10042 keV, Sp = 7605 keV, ∆ = −89173 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]126
54Xe
725–65
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93M, 97A, 99BNL]
0+1 0 stable log ft = 9.751u (β− from 2−), log ft = 5.071 (β+ from 1+), Coul.ex.,
(p,2nγ), (3He,n), (3He,3nγ), (α,nγ), (α,4nγ), (13C,3nγ)2+1 389 41.3 ps B(E2→ 0+
1 ) = 40.5 W.u., log ft = 7.841 (β− from 2−),log ft = 5.16 (β+ from 1+), µ = +0.74 µn, Coul.ex., (p,2nγ),(3He,3nγ), (α,nγ), (α,4nγ), (13C,3nγ)
2+2 880 M1/E2→ 2+
1 : δ = +9.1+4.3−2.3, log ft = 7.35 (β− from 2−),
log ft = 5.80 (β+ from 1+), (p,2nγ), (3He,3nγ), (α,nγ), (α,4nγ),(13C,3nγ)
4+1 942 log ft = 7.9 (β+ from 1+), (p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)0+2 1314 log ft = 5.39 (β+ from 1+), (α,nγ)3+1 1318 E2/M1→ 2+
2 : δ = +10.2+6.0−2.5, E2/M1→ 2+
1 : δ = +1.6, (α,nγ),(p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)
4+2 1488 (p,2nγ), (3He,3nγ), (α,nγ), (α,4nγ), (13C,3nγ)6+1 1635 (p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)2+3 1679 log ft = 5.57 (β+ from 1+), (α,nγ)0+3 1761 log ft = 7.28 (β+ from 1+), (3He,n)4+3 1903 M1/E2→ 4+
2 : δ = +9+5.0−0.4, M1/E2→ 4+
1 : δ = +0.49, (α,nγ)5+1 1904 (p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)4+4 2042 (α,nγ)2+4 2086 log ft = 6.80 (β+ from 1+)6+2 2214 (p,2nγ), (3He,3nγ), (α,nγ), (α,4nγ), (13C,3nγ)5+2 2363 (3He,3nγ), (α,nγ), (α,4nγ)8+1 2436 (p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)0+4 2553 log ft = 8.8 (β+ from 1+), (3He,n)6−1 2562 (p,2nγ), (3He,3nγ), (α,4nγ), (13C,3nγ)7−1 2592 1.9 ns (3He,3nγ), (α,4nγ), (13C,3nγ)7+1 2661 (3He,3nγ), (α,nγ), (α,4nγ), (13C,3nγ)7−2 2881 (13C,3nγ)9−1 3219 (13C,3nγ)9−2 3294 (13C,3nγ)10+
1 3314 (3He,3nγ), (α,4nγ), (13C,3nγ)10+
2 3360 (3He,3nγ), (α,4nγ), (13C,3nγ)10−
1 3446 (13C,3nγ)11−
1 3783 (13C,3nγ)12+
1 3885 (3He,3nγ), (α,4nγ), (13C,3nγ)14+
1 4620 (3He,3nγ), (α,4nγ), (13C,3nγ)
Landolt-BornsteinNew Series I/18B
5–66127
54Xe
73[Ref. p. 5–167
1/2+1 0
3/2+1 125
?
9/2−1 297
?
3/2+2 322
?
?
7/2+1 342
?
?
5/2+1 375
?
?
?
1/2+2 412
?
?
?
7/2+2 530
?
?
3/2+3 587
?
?
?
?
?
7/2+3 712
?
?
?
?
5/2+2 805
?
?
?
3/2+4 930
?
?
3/2+5 931
?
?
?
?
?
?
?
11/2+1 1081
?
?
3/2+6 1306
?
?
?
?
?
?
?
?
?
3/2+7 1535
?
?
?
?
?
?
?
?
?
15/2+1 1752
?
Jπn Sn = 7223 keV, Sp = 7699 keV, ∆ = −88325 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96K, 97A, 99BNL]
1/2+1 0 36.4 d log ft = 6.53 (β+ from 1/2+), µ = −0.5039 µn, (p,nγ), (3He,n),
(3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ), (HI,xnγ)3/2+
1 125 0.28 ns B(M1/E2→ 1/2+1 ) = 0.0276/17 W.u. (δ = +0.12),
log ft = 6.791 (β+ from 1/2+), (p,nγ), (3He,4nγ), (α,nγ), (α,2nγ),(α,3nγ), (HI,xnγ)
9/2−1 297 69.2 s B(E3→ 3/2+
1 ) = 0.00156 W.u., (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ),(HI,xnγ)
3/2+2 322 M1/E2→ 3/2+
1 : δ = −0.005, M1/E2→ 1/2+1 : δ = −0.90,
log ft = 7.69 (β+ from 1/2+), (p,nγ), (3He,4nγ), (α,nγ), (α,2nγ),(α,3nγ)
7/2+1 342 36.7 ns B(E1→ 9/2−
1 ) = 9× 10−6 W.u., B(E2→ 3/2+1 ) = 0.51 W.u.,
µ = +0.850 µn, (p,nγ), (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ), (HI,xnγ)5/2+
1 375 M1/E2→ 3/2+1 : δ = −2.06, (p,nγ), (3He,4nγ), (α,nγ), (α,2nγ),
(α,3nγ)1/2+
2 412 M1/E2→ 3/2+2 : δ = 0.00, M1/E2→ 3/2+
1 : δ = +0.55,log ft = 5.558 (β+ from 1/2+) (p,nγ)
7/2+2 530 M1/E2→ 5/2+
1 : δ = −0.07, (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ),(HI,xnγ)
3/2+3 587 M1/E2→ 3/2+
2 : δ = +1.1, M1/E2→ 3/2+1 : δ = +0.6,
M1/E2→ 1/2+1 : δ < 0.9, log ft = 6.308 (β+ from 1/2+), (p,nγ),
(3He,4nγ), (α,nγ)7/2+
3 712 2 ns (p,nγ), (3He,4nγ), (α,nγ), (α,2nγ)5/2+
2 805 M1/E2→ 5/2+1 : δ = −0.28, (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ)
3/2+4 930 (p,nγ)
3/2+5 931 M1/E2→ 3/2+
1 : δ = +0.14, M1/E2→ 1/2+1 : δ < 0.5,
log ft = 6.988 (β+ from 1/2+)11/2+
1 1081 (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ), (HI,xnγ)3/2+
6 1306 log ft = 7.022 (β+ from 1/2+), (p,nγ)3/2+
7 1535 log ft = 6.674 (β+ from 1/2+), (p,nγ), (α,nγ)15/2+
1 1752 (3He,4nγ), (α,nγ), (α,2nγ), (α,3nγ), (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]128
54Xe
745–67
0+1 0
2+1 443
?
2+2 969
?
?
4+1 1033
?
3+1 1430
?
?
?
0+2 1583
?
?
4+2 1603
?
?
?
6+1 1737
?
0+3 1877
?
5+1 1996
?
?
?
2+3 2000
?
?
?
?
4+3 2023
?
?
?
?
5−1 2229
?
?
?
2+4 2273
?
?
?
6+2 2281
?
?
6−1 2501
?
?
8+1 2513
?
7−1 2583
?
?
0+4 2599
?
?
6−2 2720
?
7+1 2730
?
8−1 2787
?
?
8−2 3050
?
10+1 3196
?
Jπn Sn = 9607 keV, Sp = 8163 keV, ∆ = −89861 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–68128
54Xe
74[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [83K, 97A, 99BNL]
0+1 0 stable log ft = 6.088 (β− from 1+), log ft = 4.847 (β+ from 1+), Coul.ex.,
(3He,n), (3He,3nγ), (α,nγ)2+1 443 21.3 ps B(E2→ 0+
1 ) = 36 W.u., log ft = 6.37 (β− from 1+),log ft = 5.093 (β+ from 1+), µ = +0.82 µn, Coul.ex., (3He,n),(3He,3nγ), (α,nγ)
2+2 969 M1/E2→ 2+
1 : δ = +5.7+2.4−1.7, log ft = 6.63 (β− from 1+),
log ft = 5.832 (β+ from 1+), (3He,3nγ), (α,nγ)4+1 1033 (3He,3nγ), (α,nγ)3+1 1430 M1/E2→ 4+
1 : δ > 0.11, log ft = 7.44 (β+ from 1+), (3He,3nγ), (α,nγ)0+2 1583 log ft = 7.63 (β− from 1+), log ft = 5.583 (β+ from 1+), (3He,3nγ),
(α,nγ)4+2 1603 (3He,3nγ), (α,nγ)6+1 1737 (3He,3nγ), (α,nγ)0+3 1877 log ft = 7.74 (β− from 1+), log ft = 7.49 (β+ from 1+), (3He,n),
(3He,3nγ), (α,nγ)5+1 1996 (3He,3nγ), (α,nγ)2+3 2000 log ft = 6.10 (β+ from 1+), (3He,3nγ), (α,nγ)4+3 2023 (3He,3nγ), (α,nγ)5−1 2229 (3He,3nγ), (α,nγ)2+4 2273 log ft = 6.24 (β+ from 1+), (3He,3nγ), (α,nγ)6+2 2281 (3He,3nγ), (α,nγ)6−1 2501 (3He,3nγ), (α,nγ)8+1 2513 (3He,3nγ), (α,nγ)7−1 2583 (3He,3nγ), (α,nγ)0+4 2599 log ft = 5.70 (β+ from 1+)6−2 2720 M1/E2→ 5−
1 : δ = −1.2, (3He,3nγ), (α,nγ)7+1 2730 (3He,3nγ), (α,nγ)8−1 2787 63 ns B(M1→ 7−
1 ) = 1.5× 10−5 W.u., B(E2→ 6−1 ) = 0.074 W.u.,
µ = −0.29 µn, (3He,3nγ), (α,nγ)8−2 3050 (3He,3nγ), (α,nγ)10+
1 3196 (3He,3nγ), (α,nγ)3−1 3530 (3He,n)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]129
54Xe
745–69
1/2+1 0
3/2+1 40
?
11/2−1 236
?
3/2+2 318
?
?
5/2+1 322
?
?
1/2+2 411
?
?
?
?
7/2+1 519
?
?
5/2+2 573
?
?
?
?
3/2+3 589
?
?
?
?
?
3/2+4 904
?
?
?
?
?
Jπn Sn = 6908 keV, Sp = 8243 keV, ∆ = −88697 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96T, 97A, 99BNL]
1/2+1 0 stable log ft = 6.24 (EC from 1/2+), µ = −0.778 µn, Coul.ex., (HI,xnγ)
3/2+1 40 0.97 ns B(M1/E2→ 1/2+
1 ) = 0.0275/8 W.u. (δ = −0.027),log ft = 13.49 (β− from 7/2+), log ft = 7.28 (EC from 1/2+),µ = +0.58 µn, Q = −0.41 barn, Coul.ex., (HI,xnγ)
11/2−1 236 8.88 d B(M4→ 3/2+
1 ) = 1.74 W.u., µ = −0.891 µn, (HI,xnγ)3/2+
2 318 67.5 ps B(M1/E2→ 3/2+1 ) = 0.00254/21.7 W.u. (δ = +0.8),
B(M1/E2→ 1/2+1 ) = 0.0055/5 W.u. (δ = −1.1+1.3
−2.2),log ft = 7.10 (EC from 1/2+), Coul.ex., (HI,xnγ)
5/2+1 322 44.0 ps B(M1/E2→ 3/2+
1 ) = 0.0098/56 W.u. (δ = −0.7+0.4−0.7),
B(E2→ 1/2+1 ) = 20.8 W.u., Coul.ex., (HI,xnγ)
1/2+2 411 81 ps B(M1/E2→ 3/2+
1 ) = 0.0015/6.8 W.u. (δ = +0.97),B(M1→ 3/2+
2 ) = 0.0039 W.u., B(M1→ 1/2+1 ) = 0.0016 W.u.,
log ft = 5.60 (EC from 1/2+), Coul.ex., (HI,xnγ)7/2+
1 519 M1/(E2)→ 5/2+1 : δ = −0.03, Coul.ex., (HI,xnγ)
5/2+2 573 2.0 ps Coul.ex., (HI,xnγ)
3/2+3 589 ≤ 65 ps B(M1/E2→ 1/2+
2 ) > 0.0025/5.8 W.u. (δ = +0.44),B(M1)→ 5/2+
1 ) > 0.0005 W.u., B(E2)→ 5/2+1 ) > 4.6 W.u.,
B(M1)→ 3/2+2 ) > 0.00037 W.u., B(E2)→ 3/2+
2 ) > 3.4 W.u.,B(M1)→ 3/2+
1 ) > 0.00071 W.u., B(E2)→ 3/2+1 ) > 1.6 W.u.,
B(M1)→ 1/2+1 ) > 0.0001 W.u., B(E2)→ 1/2+
1 ) > 0.2 W.u.,log ft = 6.40 (EC from 1/2+), Coul.ex., (HI,xnγ)
3/2+4 904 log ft = 7.45 (EC from 1/2+), Coul.ex.
Landolt-BornsteinNew Series I/18B
5–70130
54Xe
76[Ref. p. 5–167
0+1 0
2+1 536
?
2+2 1122
?
?
4+1 1205
?
3+1 1633
?
?
?
0+2 1794
?
?
?
6+1 1944
?
0+3 2017
?
?
?
5+1 2362
?
?
?
8+1 2697
?
10+1 2972
?
10+2 3461
?
?
12+1 3693
?
Jπn Sn = 9255 keV, Sp = 8664 keV, ∆ = −89882 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S1, 97A, 99BNL]
0+1 0 stable log ft = 5.099 (EC from 1+), Coul.ex., (γ, γ), (n,γ), (3He,n),
(3He,3nγ), (α,2nγ), (α,4nγ)2+1 536 8.6 ps B(E2→ 0+
1 ) = 38 W.u., log ft = 6.66 (β− from 2+),log ft = 6.35 (EC from 1+), µ = +0.66 µn, Coul.ex., (γ, γ), (n,γ),(3He,3nγ), (α,2nγ), (α,4nγ)
2+2 1122 M1/E2→ 2+
1 : δ = +3.75, log ft = 7.27 (β− from 2+),log ft = 7.5 (EC from 1+), (n,γ), (3He,3nγ), (α,2nγ), (α,4nγ)
4+1 1205 log ft = 9.53 (β− from 5+), (n,γ), (3He,3nγ), (α,2nγ), (α,4nγ)3+1 1633 log ft = 8.99 (β− from 2+), (n,γ), (3He,3nγ), (α,2nγ)0+2 1794 log ft = 7.05 (EC from 1+), (n,γ)6+1 1944 log ft = 6.56 (β− from 5+), (3He,3nγ), (α,2nγ), (α,4nγ)0+3 2017 log ft = 6.21 (EC from 1+), (n,γ), (3He,n)5+1 2362 9.4 ps B(M1/E2→ 6+
1 ) = 0.020/13 W.u. (δ = −0.42),B(E2→ 3+
1 ) = 0.0017 W.u., log ft = 5.77 (β− from 5+), (3He,3nγ),(α,2nγ)
8+1 2697 (3He,3nγ), (α,2nγ), (α,4nγ)10+
1 2972 5.17 ns B(E2→ 8+1 ) = 1.63 W.u., µ = −1.58 µn, (3He,3nγ), (α,2nγ), (α,4nγ)
10+2 3461 (3He,3nγ), (α,2nγ), (α,4nγ)
12+1 3693 (3He,3nγ), (α,2nγ), (α,4nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]131
54Xe
775–71
3/2+1 0
1/2+1 80
?
11/2−1 164
?
9/2−1 341
?
5/2+1 364
?
?
3/2+2 405
?
?
7/2+1 637
?
?
?
?
7/2−1 667
?
?
?
3/2+3 700
?
?
?
?
5/2+2 723
?
?
?
?
?
15/2−1 806
?
7/2+2 973
?
?
?
11/2+1 1397
?
17/2−1 1601
?
19/2−1 1616
?
19/2+1 1805
?
?
Jπn Sn = 6605 keV, Sp = 8771 keV, ∆ = −88416 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–72131
54Xe
77[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S2, 97A, 99BNL]
3/2+1 0 stable log ft = 5.54 (EC from 5/2+), µ = +0.692 µn, Q = −0.120 barn,
Coul.ex., (γ, γ), (α,nγ), (α,3nγ)1/2+
1 80 0.48 ns B(M1/E2→ 3/2+1 ) = 0.0346/0.95 W.u. (δ = 0.0165), Coul.ex., (γ, γ),
(α,nγ), (α,3nγ)11/2−
1 164 11.84 d B(M4→ 3/2+1 ) = 2.76 W.u., log ft = 9.7391u (β− from 7/2+),
µ = −0.994 µn, (α,nγ), (α,3nγ)9/2−
1 341 1.6 ns B(M1/E2→ 11/2−1 ) = 0.0001/39 W.u. (δ = −4.3),
log ft = 9.95 (β− from 7/2+), (α,nγ), (α,3nγ)5/2+
1 364 69 ps B(M1/E2→ 3/2+1 ) = 0.00037/27.5 W.u. (δ = −3.90),
B(E2→ 1/2+1 ) = 7.62 W.u., log ft = 6.641 (β− from 7/2+), Coul.ex.,
(γ, γ), (α,nγ), (α,3nγ)3/2+
2 405 18 ps B(M1/E2→ 1/2+1 ) = 0.006/20 W.u. (δ = −0.8),
B(M1/E2→ 3/2+1 ) = 0.006/26 W.u. (δ = +1.0), Coul.ex., (α,nγ),
(α,3nγ)7/2+
1 637 6.1 ps B(M1/E2→ 5/2+1 ) = 0.00124/1.6 W.u. (δ = −0.38),
B(E2→ 3/2+2 ) = 1.52 W.u., B(E2→ 3/2+
1 ) = 22.2 W.u.,B(E1→ 9/2−
1 ) = 4.1× 10−7 W.u., log ft = 6.862 (β− from 7/2+),Coul.ex., (γ, γ), (α,nγ), (α,3nγ)
7/2−1 667 < 0.5 ns M1/E2→ 9/2−
1 : δ = −0.23, log ft = 7.777 (β− from 7/2+), (α,nγ),(α,3nγ)
3/2+3 700 Coul.ex., (α,nγ), (α,3nγ)
5/2+2 723 0.53 ps B(M1/E2→ 3/2+
2 ) = 0.047/4 W.u. (δ = −0.11),B(M1/E2→ 3/2+
1 ) = 0.090/4.8 W.u. (δ = +0.207),B(E2→ 1/2+
1 ) = 25.7 W.u., log ft = 6.983 (β− from 7/2+), Coul.ex.,(γ, γ), (α,nγ), (α,3nγ)
15/2−1 806 (α,nγ), (α,3nγ)
7/2+2 973 4.9 ps B(E2→ 3/2+
1 ) = 1.6 W.u., Coul.ex., (α,nγ), (α,3nγ)11/2+
1 1397 (α,nγ), (α,3nγ)17/2−
1 1601 (α,nγ), (α,3nγ)19/2−
1 1616 (α,nγ), (α,3nγ)19/2+
1 1805 14 ns B(E1→ 19/2−1 ) = 2.4×10−6 W.u., B(E1→ 17/2−
1 ) = 1.9×10−7 W.u.,(α,nγ), (α,3nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]132
54Xe
785–73
0+1 0
2+1 668
?
2+2 1298
?
?
4+1 1440
?
3+1 1804
?
?
?
4+2 1963
?
?
2+3 1986
?
?
?
4+3 2110
?
?
?
?
?
6+1 2112
?
5+1 2167
?
2+4 2187
?
?
?
5+2 2351
?
?
?
?
4+4 2395
?
?
?
?
?
?
3+2 2425
?
?
?
?
5+3 2584
?
?
?
?
?
5+4 2613
?
?
?
?
?
3+3 2670
?
?
?
?
?
?
5+5 2839
?
?
??
?
?
Jπn Sn = 8936 keV, Sp = 9124 keV, ∆ = −89280 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92S, 97A, 99BNL]
0+1 0 stable Coul.ex., (γ, γ), (n,γ), (3He,n), (α,2nγ)2+1 668 4.7 ps B(E2→ 0+
1 ) = 22.6 W.u., log ft = 6.682 (EC from 2+), µ = +0.76 µn,Coul.ex., (γ, γ), (n,γ), (α,2nγ)
2+2 1298 M1/E2→ 2+
1 : δ = +4.07, log ft = 8.73 (EC from 2+), (n,γ), (α,2nγ)4+1 1440 log ft = 7.44 (β− from 4+), (n,γ), (α,2nγ)3+1 1804 M1/E2→ 4+
1 : δ = +1.1, M1/E2→ 2+2 : δ = +7.5,
M1/E2→ 2+1 : δ = +0.34, log ft = 8.6 (β− from 4+),
log ft = 7.18 (EC from 2+), (n,γ)4+2 1963 M1/E2→ 4+
1 : δ = −0.09, log ft = 7.14 (β− from 4+),(n,γ), (α,2nγ)
2+3 1986 (M1/E2)→ 2+
1 : δ = −0.16, log ft = 6.65 (EC from 2+), (n,γ)4+3 2110 log ft = 7.12 (β− from 4+), (n,γ)6+1 21125+1 2167 log ft = 8.1 (β− from 4+), (n,γ), (α,2nγ)2+4 2187 (n,γ)5+2 2351 M1/E2→ 4+
1 : δ = −1.27, log ft = 7.88 (β− from 4+), (n,γ)4+4 2395 M1/E2→ 4+
3 : δ = −0.26, M1/E2→ 4+2 : δ = +0.06,
M1/E2→ 4+1 : δ = −0.07, log ft = 6.45 (β− from 4+), (n,γ)
3+2 2425 M1/E2→ 4+
1 : δ = −0.28, M1/E2→ 2+1 : δ = +0.10,
log ft = 7.28 (β− from 4+), (n,γ)5+3 2584 M1/E2→ 5+
1 : δ = −1.70, M1/E2→ 4+1 : δ = −0.20,
log ft = 6.93 (β− from 4+)5+4 2613 M1/E2→ 5+
2 : δ = −0.16, M1/E2→ 4+2 : δ = −0.36,
M1/E2→ 4+1 : δ = −0.57, log ft = 6.48 (β− from 4+)
3+3 2670 M1/E2→ 2+
2 : δ = −0.13, M1/E2→ 2+1 : δ = −0.73,
log ft = 6.74 (β− from 4+), (n,γ)5+5 2839 M1/E2→ 4+
1 : δ = +0.07, log ft = 5.86 (β− from 4+)
Landolt-BornsteinNew Series I/18B
5–74133
54Xe
79[Ref. p. 5–167
3/2+1 0
11/2−1 233
?
1/2+1 263
?
5/2+1 530
?
?
3/2+2 680
?
?
?
15/2−1 929
?
5/2+2 1052
?
?
?
?
5/2+3 1298
?
?
?
?
?
5/2+4 1350
?
?
?
?
9/2+1 1386
?
5/2+5 1590
?
?
?
?
?
19/2−1 1876
?
Jπn Sn = 6440 keV, Sp = 9235 keV, ∆ = −87648 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95R, 97A, 99BNL]
3/2+1 0 5.243 d µ = +0.813 µn, Q = +0.145 barn, (d,t), (α,nγ), 2H(132Xe,p)
11/2−1 233 2.19 d B(M4→ 3/2+
1 ) = 3.1 W.u., log ft = 9.941u (β− from 7/2+),µ = −1.082 µn, (d,t), (α,nγ)
1/2+1 263 (d,t), (α,nγ)
5/2+1 530 M1/(E2)→ 3/2+
1 : δ = +1.85, log ft = 6.82 (β− from 7/2+), (α,nγ)3/2+
2 680 M1/(E2)→ 1/2+1 : δ = +1.0, (α,nγ)
15/2−1 929 (α,nγ)
5/2+2 1052 log ft = 8.06 (β− from 7/2+), (α,nγ)
5/2+3 1298 M1/E2→ 3/2+
1 : δ = +4.2, log ft = 6.64 (β− from 7/2+)5/2+
4 1350 M1/E2→ 5/2+1 : δ = +0.8, log ft = 7.45 (β− from 7/2+), (α,nγ)
9/2+1 1386 log ft = 6.82 (β− from 7/2+), (α,nγ)
5/2+5 1590 log ft = 6.2 (β− from 7/2+), (α,nγ), 2H(132Xe,p)
19/2−1 1876 (α,nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]134
54Xe
805–75
0+1 0
2+1 847
?
2+2 1614
?
?
4+1 1731
?
3+1 1920
?
?
7−1 1966
?
5+1 2137
?
?
4+2 2272
?
?
4+3 2353
?
?
?
4+4 2588
?
?
?
?
4+5 2867
?
?
?
?
?
?
?
Jπn Sn = 8548 keV, Sp = 9536 keV, ∆ = −88124 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S1, 97A, 99BNL]
0+1 0 stable Coul.ex., (d,6Li)2+1 847 1.9 ps log ft = 13.03 (EC from 4+), µ = +1.02 µn, Coul.ex., (d,6Li)2+2 1614 M1/E2→ 2+
1 : δ = −2.4,4+1 1731 log ft = 7.42 (β− from 4+),3+1 1920 M1/E2→ 2+
1 : δ = +0.16, log ft = 7.86 (β− from 4+)7−1 1966 290 ms log ft = 7.05 (β− from (8−))5+1 2137 M1/E2→ 4+
1 : δ = +0.8+0.7−0.4, log ft > 8.4 (β− from 4+)
4+2 2272 M1/E2→ 4+
1 : δ = −1.92, log ft = 7.87 (β− from 4+)4+3 2353 M1/(E2)→ 3+
1 : δ = +0.08, M1/E2→ 4+1 : δ = −0.76,
log ft = 6.96 (β− from 4+)4+4 2588 M1/E2→ 4+
1 : δ = −0.64, log ft = 6.55 (β− from 4+)4+5 2867 M1/E2→ 4+
3 : δ = −0.32, M1/E2→ 3+1 : δ = −0.4,
M1/E2→ 4+1 : δ = +0.48, log ft = 5.95 (β− from 4+)
Landolt-BornsteinNew Series I/18B
5–76136
54Xe
82[Ref. p. 5–167
0+1 0
2+1 1313
?
4+1 1694
?
6+1 1892
?
6+2 2262
?
2+2 2290
?
?
2+3 2415
?
?
4+2 2560
?
?
?
0+2 2582
?
4+3 2608
?
?
?
2+4 2634
?
?
?
?
2+5 2979
?
?
3−1 3275
?
0+3 4320
?
Jπn Sn = 8060 keV, Sp = 9926 keV, ∆ = −86424 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94T1, 97A, 99BNL]
0+1 0 > 210 Ey log ft ≈ 8.4 (β− from 1−), Coul. ex., (p,p′), (136Xe,136Xe′γ),
SF decay, (n,F)2+1 1313 0.41 ps B(E2→ 0+
1 ) = 9 W.u., log ft = 7.04 (β− from 1−), Coul. ex., (p,p′),(136Xe,136Xe′γ), SF decay, (n,F)
4+1 1694 1.32 ns B(E2→ 2+
1 ) = 1.25 W.u., log ft ≥ 9.31u (β− from (6−)), µ = +3.2 µn,(p,p′), (136Xe,136Xe′γ), SF decay, (n,F)
6+1 1892 2.95 µs B(E2→ 4+
1 ) = 0.0132 W.u., log ft = 6.42 (β− from (6−)), (p,p′),(136Xe,136Xe′γ), SF decay, (n,F)
6+2 2262 < 1.4 ns B(M1→ 6+
1 ) > 0.0003 W.u., log ft = 7.02 (β− from (6−)), (p,p′)2+2 2290 log ft = 7.14 (β− from 1−), (p,p′)2+3 2415 log ft = 7.3 (β− from 1−), (p,p′)4+2 2560 log ft = 7.63 (β− from 1−), (p,p′)0+2 2582 log ft ≈ 9 (β− from 1−)4+3 2608 < 2.1 ns B(E2→ 6+
2 ) > 0.40 W.u., log ft = 8.821u (β− from (6−))2+4 2634 log ft = 6.46 (β− from 1−), (p,p′)2+5 2979 log ft = 8.35 (β− from 1−), (p,p′)3−1 3275 (p,p′)0+3 4320
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]131
55Cs
765–77
5/2+1 0
7/2+1 79
?
1/2+1 124
?
5/2+2 134
?
?
3/2+1 216
?
?
?
?
3/2+2 373
?
?
?
?
?
9/2+1 496
?
3/2+3 585
?
?
?
?
?
11/2+1 615
?
1/2+2 620
?
?
?
?
?
3/2+4 696
?
?
?
?
3/2+5 1048
?
?
?
?
?
?
?
?
?
13/2+1 1147
?
15/2+1 1323
?
17/2+1 1927
?
Jπn Sn = 9236 keV, Sp = 5471 keV, ∆ = −88063 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S2, 97A, 99BNL]
5/2+1 0 9.689 d µ = +3.543 µn, Q = −0.575 barn, (p,t), (6Li,3nγ), (10B,3nγ)
7/2+1 79 9.4 ns B(M1/E2→ 5/2+
1 ) = 0.00169/0.64 W.u. (δ = 0.060), (p,t),(6Li,3nγ), (10B,3nγ)
1/2+1 124 3.75 ns B(E2→ 5/2+
1 ) = 69.6 W.u., log ft = 8.53 (EC from 1/2+)5/2+
2 134 8.7 ns B(M1/E2→ 5/2+1 ) = 0.00036/3.47 W.u. (δ = +0.51),
B(E2→ 7/2+1 ) = 67 W.u. (δ ≥ 4), µ = +1.86 µn, (p,t)
3/2+1 216 ≤ 0.2 ns B(M1/E2→ 1/2+
1 ) > 0.0033/4.5 W.u. (δ = 0.19),B(M1/E2→ 5/2+
2 ) > 4.1× 10−5/3.9 W.u.,B(M1/E2→ 5/2+
1 ) > 0.0092/0.092 W.u. (δ = +0.07),B(E2→ 7/2+
1 ) > 2.3 W.u., log ft = 7.413 (EC from 1/2+), (p,t)3/2+
2 373 ≤ 0.25 ns B(M1/E2→ 3/2+1 ) > 7.8× 10−5/0.092 W.u.,
B(M1/E2→ 5/2+2 ) > 0.00068/0.12 W.u. (δ = −0.25),
B(M1/E2→ 1/2+1 ) > 0.00053/2.0 W.u. (δ = +0.63),
B(M1/E2→ 5/2+1 ) > 0.00045/1.5 W.u. (δ = −0.9),
B(E2→ 7/2+1 ) > 0.21 W.u., log ft = 7.314 (EC from 1/2+), (p,t)
9/2+1 496 (6Li,3nγ), (10B,3nγ)
3/2+3 585 log ft = 8.286 (EC from 1/2+)
11/2+1 615 (p,t), (6Li,3nγ), (10B,3nγ)
1/2+2 620 < 0.15 ns B(M1/E2→ 3/2+
2 ) > 5.8× 10−5/0.62 W.u.,B(M1/E2→ 3/2+
1 ) > 2.4× 10−5/0.046 W.u. (δ = +0.8),B(E2→ 5/2+
2 ) > 0.14 W.u., B(M1→ 1/2+1 ) > 0.0011 W.u.,
B(E2→ 5/2+1 ) > 0.028 W.u., log ft = 6.625 (EC from 1/2+)
3/2+4 696 M1/E2→ 3/2+
1 : δ = +0.21, log ft = 8.518 (EC from 1/2+), (p,t)3/2+
5 1048 M1/E2→ 3/2+1 : δ = −0.31+0.21
−0.46, log ft = 7.124 (EC from 1/2+)13/2+
1 1147 (6Li,3nγ), (10B,3nγ)15/2+
1 1323 (6Li,3nγ), (10B,3nγ)17/2+
1 1927 (6Li,3nγ), (10B,3nγ)
Landolt-BornsteinNew Series I/18B
5–78133
55Cs
78[Ref. p. 5–167
7/2+1 0
5/2+1 81
?
5/2+2 161
?
?
3/2+1 384
?
?
?
1/2+1 437
?
?
?
11/2+1 633
?
3/2+2 640
?
?
?
9/2+1 706
?
?
9/2+2 768
?
?
7/2+2 872
?
?
15/2+1 1430
?
19/2+1 2295
?
Jπn Sn = 8987 keV, Sp = 6085 keV, ∆ = −88076 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95R, 97A, 99BNL]
7/2+1 0 stable µ = +2.582 µn, Q = −0.00371 barn, Coul.ex., (n,n′γ), (6Li,3nγ)
5/2+1 81 6.28 ns B(M1/E2→ 7/2+
1 ) = 0.00237/5.25 W.u. (δ = −0.151),log ft = 5.615 (β− from 3/2+), log ft > 9.9 (EC from 1/2+),µ = +3.45 µn, Q = −0.33 barn, Coul.ex., (n,n′γ), (6Li,3nγ)
5/2+2 161 172 ps B(M1/E2→ 5/2+
1 ) = 0.077/120 W.u. (δ = 0.124),B(M1/E2→ 7/2+
1 ) = 0.00117/27 W.u. (δ = 0.96),log ft = 7.33 (β− from 3/2+), log ft > 10.7 (EC from 1/2+),µ = +2.0 µn, Coul.ex., (n,n′γ)
3/2+1 384 21 ps B(M1/E2→ 5/2+
2 ) = 0.00145/0.24 W.u. (δ = −0.114),B(M1→ 5/2+
1 ) = 0.024 W.u. (δ = 0.022),B(E2→ 7/2+
1 ) = 25 W.u., log ft = 6.91 (β− from 3/2+),log ft = 8.06 (EC from 1/2+), Coul.ex., (n,n′γ), (6Li,3nγ)
1/2+1 437 ≤ 150 ps M1/E2→ 3/2+
1 : δ = −0.15, log ft = 6.68 (EC from 1/2+), Coul.ex.,(n,n′γ)
11/2+1 633 5.4 ps B(E2→ 7/2+
1 ) = 25.7 W.u., log ft = 8.11 (EC from 11/2−),Coul.ex., (n,n′γ), (6Li,3nγ)
3/2+2 640 0.76 ps B(E2→ 7/2+
1 ) = 4.2 W.u., Coul.ex., (n,n′γ)9/2+
1 706 B(E2→ 7/2+1 ) = 2.4 W.u., Coul.ex., (n,n′γ), (6Li,3nγ)
9/2+2 768 2.0 ps B(E2→ 5/2+
2 ) = 7.0 W.u., B(E2→ 7/2+1 ) = 16.7 W.u., Coul.ex.,
(n,n′γ), (6Li,3nγ)7/2+
2 872 1.2 ps Coul.ex., (n,n′γ)15/2+
1 1430 (6Li,3nγ)19/2+
1 2295 (6Li,3nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]134
55Cs
795–79
4+1 05+1 11
?
8−1 139
?
?
4−1 194
?
6−1 257
?
?
?
7−1 344
?
?
4+2 377
?
6−2 383
?
?
5−1 450
?
?
?
?
4−2 571
?
?
4−3 644
?
?
?
4−4 753
?
?
?
?
5−2 1239
?
?
?
Jπn Sn = 6892 keV, Sp = 6537 keV, ∆ = −86896 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S1, 97A, 99BNL]
4+1 0 2.0648 y µ = +2.9937 µn, Q = +0.389 barn, (n,γ), (d,p), (t,α)5+1 11 46.6 ns B(M1/E2→ 4+
1 ) = 0.00363/4.6 W.u. (δ = 0.016),µ = +3.35 µn, (n,γ), (d,p), (t,α)
8−1 139 2.903 h B(E3→ 5+
1 ) = 2.5× 10−5 W.u., B(M4→ 4+1 ) = 2.3 W.u.,
µ = +1.0978 µn, Q = +0.98 barn, (n,γ), (d,p)4−1 194 (n,γ), (d,p)6−1 257 12.3 ns B(E2→ 4−
1 ) = 8 W.u., B(E2→ 8−1 ) = 12.9 W.u.,
B(E1→ 5+1 ) = 5.3× 10−7 W.u., (n,γ), (d,p)
7−1 344 M1/E2→ 6−
1 : δ = 0.3, (n,γ), (d,p), (t,α)4+2 377 (n,γ), (d,p)6−2 383 M1/E2→ 7−
1 : δ < 0.03, (n,γ)5−1 450 M1/E2→ 6−
2 : δ < 0.05, (n,γ)4−2 571 M1/E2→ 5−
1 : δ < 0.3, (n,γ)4−3 644 (n,γ), (d,p)4−4 753 (n,γ), (d,p), (t,α)5−2 1239 (n,γ), (t,α)
Landolt-BornsteinNew Series I/18B
5–80135
55Cs
80[Ref. p. 5–167
7/2+1 0
5/2+1 250
?
5/2+2 608
?
?
11/2+1 787
?
19/2−1 1633
?
Jπn Sn = 8762 keV, Sp = 6751 keV, ∆ = −87587 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98S, 97A, 99BNL]
7/2+1 0 2.3 My log ft > 8.51u (β− from 11/2−), µ = +2.7324 µn, Q = +0.05 barn,
(n,γ), (µ−,3nγ)5/2+
1 250 0.28 ns B(M1/E2→ 7/2+1 ) = (0.0023)/(23) W.u. (δ < 1.0),
log ft = 5.92 (β− from 3/2+), (n,γ), (µ−,3nγ)5/2+
2 608 M1/(E2)→ 7/2+1 : δ < 0.5, log ft = 6.63 (β− from 3/2+), (n,γ)
11/2+1 787 log ft = 8.8 (β− from 11/2−), (n,γ)
19/2−1 1633 53 m B(M4→ 11/2+
1 ) = 0.0168 W.u., µ = +2.18 µn, Q = +0.89 barn
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]137
55Cs
825–81
7/2+1 0
5/2+1 455
?
1/2+1 1490
9/2−1 1868
?
Jπn Sn = 8278 keV, Sp = 7415 keV, ∆ = −86551 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94T3, 97A, 99BNL]
7/2+1 0 30.07 y log ft = 6.566 (β− from 7/2−), µ = +2.8413 µn, Q = +0.051 barn,
(µ−,nγ), (d,3He), (3He,d)5/2+
1 455 ≤ 0.1 ns log ft = 6.7 (β− from 7/2−), (µ−,nγ), (d,3He), (3He,d)1/2+
1 1490 (3He,d)9/2−
1 1868 log ft > 8.8 (β− from 7/2−), (3He,d)1/2+
2 2150 (3He,d)
Landolt-BornsteinNew Series I/18B
5–82128
56Ba
72[Ref. p. 5–167
0+1 02+1 284
?
4+1 763
?
2+2 885
?
?
3+1 1324
?
?
?
4+2 1372
?
?
?
6+1 1407
?
5+1 1931
?
?
6+2 1939
?
?
5−1 2039
?
?
8+1 2189
?
7−1 2413
?
?
?
8+2 2600
?
?
9−1 2906
?
?
10+1 3082
?
10+2 3346
?
10+3 3522
?
?
12+1 3988
?
12+2 4018
?
?
12+3 4112
?
12+4 4195
?
14+1 4646
?
?
Jπn Sn = 10690 keV, Sp = 6459 keV, ∆ = −85410 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [83K, 97A, 99BNL]
0+1 0 2.43 d (HI,xnγ)2+1 284 100 ps B(E2→ 0+
1 ) = 75.8 W.u., (HI,xnγ)4+1 763 5.1 ps B(E2→ 2+
1 ) = 113 W.u., log ft = 7.0 (β+ from (4−, 5−)), (HI,xnγ)2+2 885 3.3 ps B(E2→ 0+
1 ) = 3.2 W.u., (HI,xnγ)3+1 1324 log ft = 7.2 (β+ from (4−, 5−)), (HI,xnγ)4+2 1372 1.6 ps B(E2→ 2+
2 ) = 100 W.u., B(E2→ 2+1 ) = 1.7 W.u.,
log ft = 6.78 (β+ from (4−, 5−)), (HI,xnγ)6+1 1407 0.90 ps B(E2→ 4+
1 ) = 149 W.u., log ft = 6.76 (β+ from (4−, 5−)), (HI,xnγ)5+1 1931 log ft = 6.95 (β+ from (4−, 5−)), (HI,xnγ)6+2 1939 1.32 ps B(E2→ 4+
2 ) = 145 W.u., B(E2→ 4+1 ) = 1.2 W.u.,
log ft = 6.91 (β+ from (4−, 5−)), (HI,xnγ)5−1 2039 3.1 ps B(E1→ 6+
1 ) = 0.00019 W.u., B(E1→ 4+1 ) = 1.8× 10−5 W.u.,
log ft = 6.31 (β+ from (4−, 5−)), (HI,xnγ)8+1 2189 0.42 ps B(E2→ 6+
1 ) = 120 W.u., (HI,xnγ)7−1 2413 3.5 ps B(E1→ 8+
1 ) = 0.00064 W.u., B(E2→ 5−1 ) = 134 W.u., (HI,xnγ),
B(E1→ 6+1 ) = 5× 10−5 W.u., log ft = 6.83 (β+ from (4−, 5−))
8+2 2600 0.83 ps B(E2→ 6+
2 ) = 120 W.u., B(E2→ 6+1 ) = 1.0 W.u., (HI,xnγ)
9−1 2906 (HI,xnγ)10+
1 3082 0.42 ps B(E2→ 8+1 ) = 62 W.u., (HI,xnγ)
10+2 3346 (HI,xnγ)
10+3 3522 (HI,xnγ)
12+1 3988 (HI,xnγ)
12+2 4018 (HI,xnγ)
12+3 4112 (HI,xnγ)
12+4 4195 (HI,xnγ)
14+1 4646 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]130
56Ba
745–83
0+1 0
2+1 357
?
4+1 902
?
6+1 1593
?
5+1 2013
?
?
5−1 2168
?
?
8+1 2395
?
8−1 2475
?
?
?
7−1 2568
?
?
9−1 3067
?
?
10+1 3260
?
10+2 3423
?
?
11−1 3659
?
12+1 3990
?
?
Jπn Sn = 10270 keV, Sp = 7052 keV, ∆ = −87271 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S1, 97A, 99BNL]
0+1 0 stable log ft = 5.36 (β− from 1+), Coul.ex., (α, α′), (HI,xnγ)2+1 357 37 ps B(E2→ 0+
1 ) = 66 W.u., log ft = 6.50 (EC from 3(+)), µ = +0.70 µn,Coul.ex., (α, α′), (HI,xnγ)
4+1 902 log ft = 6.80 (EC from 3(+)), (HI,xnγ)6+1 1593 (HI,xnγ)5+1 2013 (HI,xnγ)5−1 2168 (HI,xnγ)8+1 2395 (HI,xnγ)8−1 2475 11 ms B(E1→ 8+
1 ) = 3.5 × 10−12 W.u., B(E3→ 5+1 ) = 3.5 × 10−3 W.u.,
B(M2/E3→ 6+1 ) = 7.3× 10−8/1.1× 10−4 W.u. (δ = 1.1), (HI,xnγ)
7−1 2568 (HI,xnγ)9−1 3067 (HI,xnγ)10+
1 3260 (HI,xnγ)10+
2 3423 (HI,xnγ)11−
1 3659 (HI,xnγ)12+
1 3990 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
5–84131
56Ba
75[Ref. p. 5–167
1/2+1 0
3/2+1 108
?
9/2−1 187
?
3/2+2 285
?
?
11/2−1 287
?
5/2+1 317
?
?
1/2+2 365
?
?
?
7/2+1 543
?
?
13/2−1 706
?
?
9/2+1 803
?
?
15/2−1 898
?
?
11/2+1 1119
?
?
13/2+1 1418
?
?
17/2−1 1458
?
?
1/2+3 1476
?
?
?
19/2−1 1683
?
?
15/2+1 1796
?
?
1/2+4 1820
17/2+1 2122
?
?
21/2−1 2358
?
?
19/2+1 2534
?
?
?
23/2−1 2611
?
?
21/2+1 2862
?
?
25/2−1 3401
?
?
27/2−1 3717
?
?
Jπn Sn = 7494 keV, Sp = 7084 keV, ∆ = −86693 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]131
56Ba
755–85
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S2, 97A, 99BNL]
1/2+1 0 11.50 d log ft = 6.30 (EC from 3/2+), µ = +0.708 µn, (d,p), (12C,3nγ),
(13C,4nγ)3/2+
1 108 0.35 ns B(M1/E2→ 1/2+1 ) = 0.027/24 W.u. (δ = 0.127),
log ft = 6.27 (EC from 3/2+), (d,p), (12C,3nγ), (13C,4nγ)9/2−
1 187 14.6 m B(E3→ 3/2+1 ) = 0.00087 W.u., µ = −0.870 µn, Q = +1.46 barn,
(d,p), (12C,3nγ), (13C,4nγ)3/2+
2 285 log ft = 6.38 (EC from 3/2+), (d,p), (12C,3nγ), (13C,4nγ)11/2−
1 287 M1/E2→ 9/2−1 : δ = −0.01, (12C,3nγ), (13C,4nγ)
5/2+1 317 M1/E2→ 3/2+
1 : δ = −0.21, log ft = 6.88 (EC from 3/2+), (d,p),(12C,3nγ), (13C,4nγ)
1/2+2 365 M1/E2→ 3/2+
2 : δ = 0.21, log ft = 5.85 (EC from 3/2+), (d,p)7/2+
1 543 M1/E2→ 5/2+1 : δ = −0.23, log ft ≥ 8.2 (EC from 3/2+), (12C,3nγ),
(13C,4nγ)13/2−
1 706 M1/E2→ 11/2−1 : δ = −0.32, (12C,3nγ), (13C,4nγ)
9/2+1 803 (12C,3nγ), (13C,4nγ)
15/2−1 898 M1/E2→ 13/2−
1 : δ = −0.24, (12C,3nγ), (13C,4nγ)11/2+
1 1119 (12C,3nγ), (13C,4nγ)13/2+
1 1418 M1/E2→ 11/2+1 : δ = −0.19, (12C,3nγ), (13C,4nγ)
17/2−1 1458 M1/E2→ 15/2−
1 : δ = −0.42, (12C,3nγ), (13C,4nγ)1/2+
3 1476 log ft = 7.45 (EC from 3/2+), (d,p)19/2−
1 1683 M1/E2→ 17/2−1 : δ = −0.19, (12C,3nγ), (13C,4nγ)
15/2+1 1796 (12C,3nγ), (13C,4nγ)
1/2+4 1820 (d,p)
17/2+1 2122 (12C,3nγ), (13C,4nγ)
21/2−1 2358 M1/E2→ 19/2−
1 : δ = −0.49, (12C,3nγ), (13C,4nγ)19/2+
1 2534 (12C,3nγ), (13C,4nγ)23/2−
1 2611 (12C,3nγ), (13C,4nγ)21/2+
1 2862 (12C,3nγ), (13C,4nγ)25/2−
1 3401 M1/E2→ 23/2−1 : δ = −0.56, (12C,3nγ), (13C,4nγ)
27/2−1 3717 (12C,3nγ), (13C,4nγ)
Landolt-BornsteinNew Series I/18B
5–86132
56Ba
76[Ref. p. 5–167
0+1 0
2+1 465
?
2+2 1032
?
?
4+1 1128
?
0+2 1504
?
?
3+1 1511
?
?
?
2+3 1686
?
?
4+2 1729
?
?
?
6+1 1932
?
4−1 2027
?
?
?
2+4 2046
?
?
?
3−1 2069
?
?
?
5−1 2120
?
?
?
6+2 2241
?
?
6−1 2358
?
?
7−1 2483
?
?
?
8+1 2800
?
?
8+2 2867
?
?
8−1 2901
?
10+1 3116
?
?
1−1 3158
?
?
9−1 3189
?
?
1−2 3563
?
?
?
1−3 3635
?
?
12+1 3916
?
11−1 4062
?
13−1 4525
?
14+1 4805
?
15−1 5283
?
16+1 5836
?
18+1 6956
?
Jπn Sn = 9804 keV, Sp = 7664 keV, ∆ = −88440 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]132
56Ba
765–87
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92S, 97A, 99BNL]
0+1 0 stable log ft = 9.491u (EC from 2−), Coul.ex., (p,t), (α, α′), (HI,xnγ)2+1 465 15.1 ps B(E2→ 0+
1 ) = 43 W.u., log ft = 8.84 (β− from 2+),log ft = 7.53 (EC from 2−), µ = +0.68 µn, Coul.ex., (p,t), (α, α′),(HI,xnγ)
2+2 1032 1.08 ps B(M1/E2→ 2+
1 ) = 0.0010/147 W.u. (δ = +8.5+4.0−1.8),
B(E2→ 0+1 ) = 3.7 W.u., log ft = 7.78 (β− from 2+),
log ft = 7.22 (EC from 2−), Coul.ex., (p,t), (HI,xnγ)4+1 1128 log ft = 9.591u (EC from 2−), (p,t), (HI,xnγ)0+2 1504 log ft = 10.071u (EC from 2−)3+1 1511 M1/E2→ 2+
2 : δ = +4.0, M1/E2→ 2+1 : δ = +2.5,
log ft = 8.3 (EC from 2−), (HI,xnγ)2+3 1686 log ft = 7.90 (EC from 2−), (p,t)4+2 1729 M1/E2→ 4+
1 : δ = −1.1, log ft = 9.421u (EC from 2−), (HI,xnγ)6+1 1932 (HI,xnγ)4−1 2027 (HI,xnγ)2+4 2046 log ft = 7.93 (EC from 2−)3−1 2069 log ft = 7.45 (EC from 2−), Coul.ex., (α, α′)5−1 2120 log ft = 6.4 (EC from 6−), (p,t), (HI,xnγ)6+2 2241 (HI,xnγ)6−1 2358 M1/E2→ 5−
1 : δ ≈ −0.2, log ft = 6.1 (EC from 6−), (HI,xnγ)7−1 2483 M1/E2→ 6−
1 : δ ≈ −0.2, (p,t), (HI,xnγ)8+1 2800 (HI,xnγ)8+2 2867 (HI,xnγ)8−1 2901 (HI,xnγ)10+
1 3116 8.7 ns B(E2→ 8+2 ) = 0.075 W.u., B(E2→ 8+
1 ) = 0.475 W.u., (HI,xnγ)1−1 3158 log ft = 7.60 (EC from 2−)9−1 3189 (HI,xnγ)1−2 3563 log ft = 7.08 (EC from 2−)1−3 3635 log ft = 7.16 (EC from 2−)12+
1 3916 (HI,xnγ)11−
1 4062 (HI,xnγ)13−
1 4525 (HI,xnγ)14+
1 4805 (HI,xnγ)15−
1 5283 (HI,xnγ)16+
1 5836 (HI,xnγ)18+
1 6956 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
5–88133
56Ba
77[Ref. p. 5–167
1/2+1 0
3/2+1 12
?
11/2−1 288
?
?
3/2+2 302
?
?
1/2+2 540
?
15/2−1 969
?
1/2+3 1247
17/2−1 1712
?
19/2−1 1858
?
?
21/2−1 2457
?
?
Jπn Sn = 7190 keV, Sp = 7687 keV, ∆ = −87558 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95R, 97A, 99BNL]
1/2+1 0 10.51 y µ = +0.772 µn, (d,p), (12C,3nγ)
3/2+1 12 7.0 ns B(M1→ 1/2+
1 ) = 0.0236 W.u., log ft = 5.47 (EC from 5/2+),µ = +0.51 µn, (d,p), (12C,3nγ)
11/2−1 288 38.9 h B(M4→ 3/2+
1 ) = 1.64 W.u., B(E5→ 1/2+1 ) = 0.022 W.u.,
µ = +0.91 µn, Q = +0.89 barn, (d,p), (12C,3nγ)3/2+
2 302 log ft = 6.95 (EC from 5/2+), (d,p), (12C,3nγ)1/2+
2 540 (d,p)15/2−
1 969 (12C,3nγ)1/2+
3 1247 (d,p)17/2−
1 1712 (12C,3nγ)19/2−
1 1858 (12C,3nγ)21/2−
1 2457 (12C,3nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]134
56Ba
785–89
0+1 0
2+1 605
?
2+2 1168
?
?
4+1 1401
?
?
3+1 1643
?
?
?
0+2 1761
?
?
?
4+2 1970
?
?
?
?
5−1 1986
?
?
?
2+3 2029
?
?
?
2+4 2088
?
?
?
0+3 2160
?
?
?
3−1 2255
?
?
?
7−1 2271
?
0+4 2337
?
?
?
2+5 2371
?
?
?
0+5 2379
?
?
?
4+3 24790+6 2489
?
?
?
2+6 2600
?
?
?
2+7 2748
?
?
?
?
?
?
?
Jπn Sn = 9468 keV, Sp = 8168 keV, ∆ = −88954 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–90134
56Ba
78[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S1, 97A, 99BNL]
0+1 0 stable log ft = 4.883 (EC from 1+), Coul.ex., (n,n′γ), (p,t), (α, α′), (HI,xnγ)2+1 605 5.12 ps B(E2→ 0+
1 ) = 33.4 W.u., log ft = 14.09 (β− from 4+),log ft = 5.99 (EC from 1+), µ = +0.84 µn, Coul.ex., (n,n′γ), (p,t),(α, α′), (HI,xnγ)
2+2 1168 2.7 ps B(M1/E2→ 2+
1 ) = 0.0007/73 W.u. (δ = −7.4),B(E2→ 0+
1 ) = 0.42 W.u., log ft = 12.54 (β− from 4+),log ft = 7.31 (EC from 1+), Coul.ex., (n,n′γ), (p,t), (HI,xnγ)
4+1 1401 0.83 ps B(E2→ 2+
2 ) < 0.32 W.u., B(E2→ 2+1 ) = 52 W.u.,
log ft = 8.884 (β− from 4+), Coul.ex., (n,n′γ), (p,t), (HI,xnγ)3+1 1643 78 ps B(M1/E2→ 2+
2 ) = 1.5× 10−5/4.3 W.u. (δ = −10),B(M1/E2→ 2+
1 ) = 5.8× 10−5/0.024 W.u. (δ = +0.83),log ft = 9.651 (β− from 4+), (n,n′γ), (HI,xnγ)
0+2 1761 log ft = 7.33 (EC from 1+), (n,n′γ), (p,t)4+2 1970 M1/E2→ 4+
1 : δ = +0.26, log ft = 6.486 (β− from 4+), (n,n′γ),(α, α′), (HI,xnγ)
5−1 1986 52 ns B(E1→ 4+
1 ) < 2.2 × 10−8 W.u., B(E3→ 2+1 ) < 0.24 W.u., (n,n′γ),
(p,t), (HI,xnγ)2+3 2029 0.159 ps B(M1/E2→ 2+
1 ) = 0.036/1.1 W.u. (δ = −0.31),B(E2→ 0+
1 ) = 0.43 W.u., log ft = 6.38 (EC from 1+), (n,n′γ)2+4 2088 0.059 ps B(M1→ 2+
1 ) = 0.075 W.u., B(E2→ 2+1 ) < 0.06 W.u. (δ = +0.02),
B(E2→ 0+1 ) = 1.55 W.u., log ft = 6.34 (EC from 1+),
Coul.ex., (n,n′γ)0+3 2160 0.104 ps B(E2→ 2+
2 ) = 2.5 W.u., B(E2→ 2+1 ) = 14 W.u.,
log ft = 6.01 (EC from 1+), (n,n′γ)3−1 2255 E1/(M2)→ 2+
2 : δ = −0.08, E1/(M2)→ 2+1 : δ = −0.01,
log ft > 8.7 (EC from 1+), Coul.ex., (n,n′γ), (α, α′)7−1 2271 (p,t), (HI,xnγ)0+4 2337 0.097 ps B(E2→ 2+
2 ) = 5.1 W.u., B(E2→ 2+1 ) = 8.5 W.u.,
log ft = 6.12 (EC from 1+), (n,n′γ)2+5 2371 0.46 ps B(E2→ 0+
1 ) = 0.043 W.u., (n,n′γ)0+5 2379 log ft = 6.27 (EC from 1+), (n,n′γ)4+3 2479 (p,t)0+6 2489 0.13 ps B(E2→ 2+
2 ) = 26 W.u., log ft = 6.49 (EC from 1+), (n,n′γ)2+6 2600 log ft = 6.37 (EC from 1+), (n,n′γ)2+7 2748 log ft = 6.56 (EC from 1+), (n,n′γ), (p,t)4+4 3079 (p,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]135
56Ba
795–91
3/2+1 0
1/2+1 221
?
11/2−1 268
?
5/2+1 481
?
?
3/2+2 588
?
?
?
3/2+3 855
?
?
?
?
7/2+1 875
?
?
1/2+2 910
?
?
?
7/2−1 1446
?
?
Jπn Sn = 6973 keV, Sp = 8249 keV, ∆ = −87856 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [98S, 97A, 99BNL]
3/2+1 0 stable log ft = 13.48 (β− from 7/2+), log ft = 5.66 (EC from 5/2+),
µ = +0.838 µn, Q = +0.160 barn, Coul.ex., (n,γ), (n,n′γ), (d,p),(HI,xnγ)
1/2+1 221 0.64 ns B(M1/E2→ 3/2+
1 ) = 0.0025/4.6 W.u. (δ = 0.38), Coul.ex., (n,γ),(n,n′γ), (d,p)
11/2−1 268 28.7 h B(M4→ 3/2+
1 ) = 2.5 W.u., µ = −1.001 µn, Q = +0.96 barn, (n,γ),(n,n′γ), (d,p), (HI,xnγ)
5/2+1 481 13 ps B(M1/E2→ 3/2+
1 ) = 0.0042/28.3 W.u. (δ = 1.6),B(E2→ 1/2+
1 ) = 2.6 W.u., log ft = 7.01 (EC from 5/2+), Coul.ex.,(n,γ), (n,n′γ), (d,p)
3/2+2 588 (M1)/E2→ 5/2+
1 : δ > 1.50, M1/(E2)→ 1/2+1 : δ < 0.50,
B(E2→ 3/2+1 ) = 18 W.u., log ft = 7.88 (EC from 5/2+), Coul.ex.,
(n,γ), (n,n′γ), (d,p)3/2+
3 855 M1/E2→ 5/2+1 : δ = −0.43, M1/E2→ 1/2+
1 : δ < 1.30,B(E2→ 3/2+
1 ) = 7 W.u., log ft = 7.75 (EC from 5/2+), Coul.ex.,(n,γ), (n,n′γ), (d,p)
7/2+1 875 1.32 ps B(M1/E2→ 5/2+
1 ) = 0.0032/12.8 W.u., B(E2→ 3/2+1 ) = 19.9 W.u.,
log ft = 7.22 (EC from 5/2+), Coul.ex., (n,γ), (n,n′γ), (HI,xnγ)1/2+
2 910 B(E2→ 3/2+1 ) = 11.7 W.u., Coul.ex., (n,γ), (n,n′γ), (d,p)
7/2−1 1446 (n,γ), (n,n′γ), (d,p)
Landolt-BornsteinNew Series I/18B
5–92136
56Ba
80[Ref. p. 5–167
0+1 0
2+1 819
?
2+2 1551
?
?
0+2 1579
?
?
4+1 1867
?
?
7−1 2031
?
4+2 2054
?
?
2+3 2080
?
?
?
2+4 2129
?
?
5−1 2140
?
?
?
?
0+3 2141
?
?
6+1 2207
?
?
?
?
2+5 2223
?
?
?
0+4 2315
?
3+1 2391
?
2+6 2400
?
3−1 2431
?
?
2+7 2485
?
?
?
?
3−2 2532
?
?
2+8 3114
?
1−1 3436
?
?
Jπn Sn = 9108 keV, Sp = 8594 keV, ∆ = −88892 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]136
56Ba
805–93
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94T1, 97A, 99BNL]
0+1 0 stable log ft = 4.56 (EC from 1+), Coul.ex., (γ, γ′), (n,γ), (n,n′γ), (p,t),
(pol p,t), (d,p), (d,d′), (d,6Li), (α, α′), (136Xe,xγ)2+1 819 1.930 ps B(E2→ 0+
1 ) = 19.21 W.u., log ft = 5.90 (EC from 1+), µ = +0.69 µn,Coul.ex., (γ, γ′), (n,γ), (n,n′γ), (p,t),(pol p,t), (d,p), (d,d′), (d,6Li), (α, α′), (136Xe,xγ)
2+2 1551 1.02 ps B(M1/E2→ 2+
1 ) = 0.008/21 W.u. (δ = −1.5−1.0+0.6),
B(E2→ 0+1 ) = 0.79 W.u., log ft = 7.39 (EC from 1+), Coul.ex.,
(γ, γ′), (n,γ), (n,n′γ), (p,t), (pol p,t), (d,p), (d,d′), (α, α′)0+2 1579 log ft = 6.18 (EC from 1+), (n,γ), (n,n′γ), (d,p), (d,d′), (α, α′)4+1 1867 log ft = 7.91 (β− from 5+), (n,γ), (n,n′γ), (d,d′), (α, α′), (136Xe,xγ)7−1 2031 0.3084 s B(E3→ 4+
1 ) = 0.346W.u., log ft ≥ 9.41u (β− from 5+), (n,γ), (n,n′γ),(p,t), (pol p,t), (136Xe,xγ)
4+2 2054 log ft = 7.87 (β− from 5+), (n,γ), (n,n′γ), (d,d′), (α, α′)2+3 2080 ≥ 1.3 ps log ft = 6.5 (EC from 1+), (γ, γ′), (n,γ), (n,n′γ), (d,p)2+4 2129 0.067 ps B(E2→ 0+
1 ) = 1.5 W.u., log ft = 6.0 (EC from 1+), (n,γ), (n,n′γ),(d,p), (d,d′), (α, α′)
5−1 2140 1.6 ns B(E1/M2→ 4+
1 ) = 4.6× 10−6/4.6× 10−6 W.u. (δ = 0.07),B(E1→ 4+
2 ) = 6.8× 10−5 W.u., log ft = 7.24 (β− from 5+),µ = −1.9 µn, (n,γ), (n,n′γ), (p,t), (pol p,t)
0+3 2141 log ft = 5.7 (EC from 1+), (n,γ), (d,d′), (α, α′)6+1 2207 3.11 ns B(E1→ 5−
1 ) > 1.8× 10−5 W.u., B(M2→ 5−1 ) < 1.3 W.u. (δ < 0.008),
B(E1/M2→ 7−1 ) = 2.09× 10−6/2.09× 10−6 W.u. (δ = 0.07),
B(E2→ 4+2 ) = 4.2 W.u., B(E2→ 4+
1 ) = 0.570 W.u.,log ft = 6.162 (β− from 5+), (n,n′γ,) (d,p)
2+5 2223 (n,γ), (n,n′γ), (d,p)0+4 2315 log ft = 6.3 (EC from 1+), (n,γ), (n,n′γ), (d,d′), (α, α′)3+1 2391 (n,γ), (n,n′γ)2+6 2400 (n,γ), (n,n′γ), (d,p)3−1 2431 (n,γ), (n,n′γ)2+7 2485 > 0.018 ps log ft = 6.3 (EC from 1+), (γ, γ′), (n,γ), (n,n′γ)3−2 2532 log ft > 7.41u (EC from 1+), Coul.ex., (n,γ), (n,n′γ), (d,d′), (α, α′)2+8 3114 0.111 ps B(E2→ 0+
1 ) = 0.42 W.u., (γ, γ′), (n,γ), (d,d′), (α, α′)1−1 3436 5.2 fs B(E1→ 0+
1 ) = 0.0012 W.u., (n,γ)1+1 9107 (n,γ)
Landolt-BornsteinNew Series I/18B
5–94137
56Ba
81[Ref. p. 5–167
3/2+1 0
1/2+1 283
?
11/2−1 662
?
7/2+1 1252
?
5/2+1 1294
?
3/2+2 1464
?
?
7/2−1 1798
?
?
1/2+2 1838
?
?
3/2+3 1899
?
?
3/2+4 1908
?
?
3/2−1 2182
?
?
?
7/2+2 2229
?
?
?
7/2+3 2530
?
?
?
?
?
1/2−1 2663
?
?
?
?
?
3/2−2 3403
?
?
?
?
Jπn Sn = 6906 keV, Sp = 8672 keV, ∆ = −87727 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94T3, 97T, 97A, 99BNL]
3/2+1 0 stable log ft = 12.055 (β− from 7/2+), log ft = 12.46 (EC from 7/2+),
µ = +0.937 µn, Q = +0.245 barn, Coul.ex., (γ, γ′), (n,γ), (n,n′γ),(p,d), (d,p), (α,3nγ)
1/2+1 283 log ft = 15.64 (β− from 7/2+), Coul.ex., (n,γ), (n,n′γ), (p,d), (d,p)
11/2−1 662 2.552 m B(M4→ 3/2+
1 ) = 2.719 W.u., log ft = 9.6261u (β− from 7/2+),µ = −0.992 µn, Q = +0.78 barn, (n,γ), (n,n′γ), (p,d), (d,p), (α,3nγ)
7/2+1 1252 0.354 ps B(E2→ 3/2+
1 ) = 12.5 W.u., Coul.ex., (n,γ), (n,n′γ), (α,3nγ)5/2+
1 1294 Coul.ex., (n,γ), (n,n′γ), (p,d), (d,p)3/2+
2 1464 (n,γ), (n,n′γ), (p,d), (d,p), (α,3nγ)7/2−
1 1798 (n,γ), (n,n′γ), (d,p)1/2+
2 1838 (n,γ), (n,n′γ), (p,d), (d,p)3/2+
3 1899 (n,γ), (n,n′γ), (p,d), (d,p)3/2+
4 1908 (n,γ), (n,n′γ), (p,d), (d,p)3/2−
1 2182 (n,γ), (d,p)7/2+
2 2229 (n,n′γ), (p,d)7/2+
3 2530 (n,n′γ), (p,d)1/2−
1 2663 (n,γ), (p,d), (d,p)3/2−
2 3403 (n,γ), (d,p)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]138
56Ba
825–95
0+1 0
2+1 1436
?
4+1 1899
?
6+1 2091
?
6+2 2203
?
2+2 2218
?
?
4+2 2308
?
?
0+2 23405+1 2415
?
?
?
?
3+1 2446
?
?
?
?
4+3 25832+3 2639
?
?
?
?
4+4 2779
?
?
?
?
3−1 2881
?
?
3+2 2991
?
?
?
?
2+4 3050
?
?
?
4+5 3155
?
?
?
?
?
8+1 3184
?
?
2+5 3339
?
?
?
?
2+6 3367
?
?
?
1−1 3504
?
?
10+1 3622
?
2+7 3644
?
?
?
?
2+8 3935
?
?
?
?
?
1−2 4026
?
?
1−3 4143
?
1−4 4324
?
?
1−5 4446
?
1−6 4536
?
?
?
Jπn Sn = 8612 keV, Sp = 9005 keV, ∆ = −88267 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–96138
56Ba
82[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S2, 95T, 97A, 99BNL]
0+1 0 stable Coul.ex., (γ, γ′), (e,e′), (n,γ), (n,n′γ), (p,p′), (d,p), (d,3He), (t,p),
(3He,n), (α, α′), (α,2nγ)2+1 1436 0.192 ps B(E2→ 0+
1 ) = 11.4 W.u., log ft = 8.59 (β− from 3−),log ft = 17.32u (EC from 5+), Q = −0.14 barn, Coul.ex., (γ, γ′),(e,e′), (n,γ), (n,n′γ), (p,p′), (d,p), (d,3He), (3He,n), (α, α′), (α,2nγ)
4+1 1899 2.164 ns B(E2→ 2+
1 ) = 0.286 W.u., log ft = 7.86 (β− from 3−),µ = +3.2 µn, (n,γ), (n,n′γ), (p,p′), (d,3He), (α, α′), (α,2nγ)
6+1 2091 0.8 µs B(E2→ 4+
1 ) = 0.053 W.u., log ft = 6.73 (β− from 6−),µ = +5.86 µn, (n,n′γ), (p,p′), (d,3He), (α, α′), (α,2nγ)
6+2 2203 55 ps M1/E2→ 6+
1 : δ = −0.25, log ft = 7.53 (β− from 6−), (n,n′γ), (p,p′),(d,3He), (α,2nγ)
2+2 2218 0.123 ps B(E2→ 0+
1 ) = 1.98 W.u., log ft = 7.706 (β− from 3−), Coul.ex.,(γ, γ′), (n,γ), (n,n′γ), (p,p′), (d,3He), (α, α′), (α,2nγ)
4+2 2308 7 ps M1/E2→ 4+
1 : δ = −0.23+0.07−0.10, log ft = 7.904 (β− from 3−), (n,γ),
(n,n′γ), (p,p′), (d,3He), (α, α′), (α,2nγ)0+2 2340 (3He,n)5+1 2415 16 ps M1/E2→ 6+
1 : δ = −7.8+1.7−2.6, M1/E2→ 4+
1 : δ = −0.11,log ft = 10.31u (β− from 3−), log ft = 7.26 (β− from 6−), (n,n′γ),(p,p′), (α,2nγ)
3+1 2446 5 ps M1/E2→ 4+
1 : δ = −0.07, log ft = 7.041 (β− from 3−), (n,γ), (n,n′γ),(p,p′), (d,3He), (α,2nγ)
4+3 2583 (p,p′)2+3 2639 0.30 ps B(M1/E2→ 3+
1 ) = 0.19/3000 W.u., B(E2→ 0+1 ) = 0.30 W.u.,
log ft = 7.616 (β− from 3−), (γ, γ′), (n,γ), (n,n′γ), (p,p′), (α, α′),(α,2nγ)
4+4 2779 ≤ 6 ps log ft = 8.265 (β− from 3−), (n,γ), (n,n′γ), (p,p′), (α,2nγ)3−1 2881 ≤ 11 ps B(E3→ 0+
1 ) = 16.8 W.u., E1/(M2)→ 2+1 : δ = −0.14,
log ft = 8.66 (β− from 3−), Coul.ex., (e,e′), (n,γ), (n,n′γ), (p,p′),(d,p), (3He,n), (α, α′)
3+2 2991 ≤ 11 ps M1/E2→ 2+
2 : δ = −2.0, M1/E2→ 2+1 : δ = +0.21,
log ft = 8.51 (β− from 3−), (n,γ), (n,n′γ), (p,p′)2+4 3050 M1/E2→ 2+
1 : δ = −0.08+0.06−0.07, log ft = 9.04 (β− from 3−), (n,γ),
(n,n′γ), (p,p′), (α,2nγ)4+5 3155 (n,n′γ), (p,p′), (α,2nγ)8+1 3184 20 ps B(E2→ 6+
2 ) = 0.18 W.u., B(E2→ 6+1 ) = 0.3 W.u., (α,2nγ)
2+5 3339 29 fs B(E2→ 0+
1 ) = 0.85 W.u., log ft = 8.81 (β− from 3−), (n,γ), (p,p′),(d,p), (α, α′), (γ, γ′)
2+6 3367 70 fs B(E2→ 0+
1 ) = 0.44 W.u., log ft = 8.65 (β− from 3−), (γ, γ′), (n,γ),(p,p′)
1−1 3504 (d,p), (n,γ)10+
1 3622 0.51 ns B(E2→ 8+1 ) = 1.59 W.u., (α,2nγ)
2+7 3644 24 fs B(E2→ 0+
1 ) = 0.55 W.u., (γ, γ′), (n,γ)2+8 3935 log ft = 7.78 (β− from 3−), (n,γ)1−2 4026 0.57 fs (γ, γ′), (n,γ), (p,p′), (d,p)1−3 4143 (n,γ), (d,p)1−4 4324 (γ, γ′), (n,γ), (p,p′), (d,p)1−5 4446 (γ, γ′) (n,γ), (p,p′), (d,p)1−6 4536 (γ, γ′), (n,γ), (d,p)0+3 5740 (3He,n)0+4 6280 (3He,n)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]140
56Ba
845–97
0+1 0
2+1 602
?
4+1 1131
?
2+2 1511
?
6+1 1661
?
3−1 1803
?
?
0+2 1824
?
2+3 1994
?
?
2+4 2237
?
?
?
?
2−1 2933
?
?
?
?
?
2−2 51742−3 5183
?
?
?
2−4 5310
?
?
2−5 5389
?
?
?
2−6 5588
?
2−7 56112−8 5651
?
?
Jπn Sn = 6428 keV, Sp = 9858 keV, ∆ = −83276 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94P, 97A, 99BNL]
0+1 0 12.752 d log ft = 7.04 (β− from 1−), SF decay, (t,p), (14C,12C)2+1 602 9.7 ps B(E2→ 0+
1 ) = 17 W.u., log ft = 7.24 (β− from 1−), SF decay, (t,p),(14C,12C)
4+1 1131 SF decay, (t,p), (14C,12C)2+2 1511 M1/E2→ 2+
1 : δ = −0.60+0.18−0.17, log ft = 7.51 (β− from 1−), (t,p),
(14C,12C)6+1 1661 SF decay3−1 1803 (M1)/(E2)→ 4+
1 : δ = +0.13, SF decay, (t,p), (14C,12C)0+2 1824 log ft = 7.74 (β− from 1−), (t,p)2+3 1994 M1/E2→ 2+
1 : δ = +0.18, (t,p)2+4 2237 M1/E2→ 2+
1 : δ = +1.00, log ft = 7.33 (β− from 1−)2−1 2933 M1/E2→ 3−
1 : δ = +1.7, E1/M2→ 2+1 : δ = +0.06,
log ft = 6.69 (β− from 1−)2−2 5174 log ft = 5.54 (β− from 1−)2−3 5183 log ft = 5.49 (β− from 1−)2−4 5310 log ft = 5.57 (β− from 1−)2−5 5389 log ft = 5.07 (β− from 1−)2−6 5588 log ft = 4.74 (β− from 1−)2−7 5611 log ft = 4.9 (β− from 1−)2−8 5651 log ft = 4.64 (β− from 1−)2−9 5765 log ft = 4.42 (β− from 1−)
Landolt-BornsteinNew Series I/18B
5–98137
57La
80[Ref. p. 5–167
7/2+1 0
5/2+1 11
?
5/2+2 447
?
?
1/2+1 642
?
11/2+1 762
?
9/2+1 835
?
?
9/2+2 917
?
?
5/2+3 926
?
?
?
11/2−1 1004
?
?
?
?
13/2+1 1723
?
?
13/2−1 1728
?
15/2−1 1786
?
?
15/2+1 1791
?
19/2−1 1870
?
Jπn Sn = 9176 keV, Sp = 5524 keV, ∆ = −87130 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94T3, 97A, 99BNL]
7/2+1 0 60 ky µ = +2.695 µn, Q = +0.24 barn, (µ−,3nγ), (p,α), (p,2nγ), (α,t),
(11B,4nγ)5/2+
1 11 89 ns B(M1→ 7/2+1 ) = 0.0017 W.u., log ft = 5.374 (EC from 3/2+),
Q = +0.24 barn, (µ−,3nγ), (p,2nγ), (11B,4nγ)5/2+
2 447 log ft = 6.644 (EC from 3/2+), (µ−,3nγ), (p,α), (p,2nγ)1/2+
1 642 log ft = 8.55 (EC from 3/2+), (p,α), (p,2nγ)11/2+
1 762 log ft = 8.18 (EC from 11/2−), (µ−,3nγ), (p,α), (p,2nγ)9/2+
1 835 log ft = 8.41 (EC from 11/2−), (µ−,3nγ), (p,α), (p,2nγ), (11B,4nγ)9/2+
2 917 log ft = 9.7 (EC from 11/2−), (p,2nγ)5/2+
3 926 log ft = 6.87 (EC from 3/2+), (p,2nγ)11/2−
1 1004 ≤ 0.48 ns B(E1→ 9/2+1 ) = 0.000113 W.u., B(E3→ 5/2+
1 ) = 11 W.u.,B(M2/(E3)→ 7/2+
1 ) = 0.11/5.3 W.u. (δ < 0.8),log ft = 7.39 (EC from 11/2−), (p,α), (p,2nγ), (α,t), (11B,4nγ)
13/2+1 1723 (p,2nγ)
13/2−1 1728 (p,2nγ)
15/2−1 1786 (p,2nγ), (11B,4nγ)
15/2+1 1791 (p,2nγ)
19/2−1 1870 364 ns B(E2→ 15/2−
1 ) = 1.9 W.u., µ = +2.337 µn, (p,2nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]139
57La
825–99
7/2+1 0
5/2+1 166
?
1/2+1 1209
?
9/2+1 1219
?
?
7/2+2 1538
?
?
7/2+3 1683
?
?
5/2+2 1716
?
1/2+2 1780
1/2+3 2310
7/2−1 6019
?
?
?
?
?
9/2−1 6418
?
?
?
7/2−2 7632
?
Jπn Sn = 8778 keV, Sp = 6251 keV, ∆ = −87236 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89B, 97A, 99BNL]
7/2+1 0 stable log ft = 6.842 (β− from 7/2−), log ft > 11 (EC from 3/2+),
µ = +2.761 µn, Q = +0.22 barn, Coul.ex., (γ, γ′), (µ−,nγ), (n,n′),(n,n′γ), (d,p), (d,d′), (d,3He), (3He,d), (α,t), (α, α′), (7Li,6He)
5/2+1 166 1.499 ns B(M1→ 7/2+
1 ) = 0.00257 W.u., log ft = 7.083 (β− from 7/2−),log ft = 5.57 (EC from 3/2+),Coul.ex., (γ, γ′), (µ−,nγ), (n,n′), (n,n′γ), (d,d′), (d,3He), (3He,d),(α,t), (α, α′), (7Li,6He)
1/2+1 1209 (n,n′), (n,n′γ), (d,d′), (d,3He), (3He,d), (α,t), (α, α′), (7Li,6He)
9/2+1 1219 0.57 ps B(M1/E2→ 7/2+
1 ) = 0.00077/7.5 W.u. (δ = −4.9),B(E2→ 5/2+
1 ) = 1.79 W.u., log ft = 9.80 (β− from 7/2−), Coul.ex.,(γ, γ′), (µ−,nγ), (n,n′), (n,n′γ), (d,d′), (α, α′)
7/2+2 1538 0.024 ps B(M1/E2→ 5/2+
1 ) = 0.11/23 W.u. (δ = −0.81),B(M1/E2→ 7/2+
1 ) = 0.07/14.0 W.u. (δ = −0.89),log ft = 9.17 (β− from 7/2−), Coul.ex., (γ, γ′), (n,n′), (n,n′γ), (d,p),(d,d′), (α, α′)
7/2+3 1683 B(E2→ 7/2+
1 ) = 11.9 W.u., log ft = 9.15 (β− from 7/2−), Coul.ex.,(γ, γ′), (n,n′), (n,n′γ), (d,d′), (α, α′)
5/2+2 1716 B(E2→ 7/2+
1 ) = 19.3 W.u., Coul.ex., (γ, γ′), (n,n′), (n,n′γ), (d,d′),(α, α′)
1/2+2 1780 (d,d′), (3He,d), (α,t), (α, α′), (7Li,6He)
1/2+3 2310 (d,d′), (3He,d), (α,t), (α, α′), (7Li,6He)
7/2−1 6019 8.9 fs B(E1→ 7/2+
3 ) ≈ 2.48×10−5 W.u., B(E1→ 7/2+2 ) ≈ 9.55×10−6 W.u.,
B(E1→ 5/2+1 ) ≈ 1.59× 10−5 W.u., B(E1→ 7/2+
1 ) = 6.4× 10−5 W.u.,(γ, γ′)
9/2−1 6418 5.6 fs B(E1→ 7/2+
2 ) ≈ 1.78×10−5 W.u., B(E1→ 7/2+1 ) = 1.32×10−4 W.u.,
(γ, γ′)7/2−
2 7632 2.7 fs B(E1→ 7/2+1 ) = 5.8× 10−5 W.u., (γ, γ′)
Landolt-BornsteinNew Series I/18B
5–100134
58Ce
76[Ref. p. 5–167
0+1 0
2+1 409
?
2+2 965
?
?
4+1 1049
?
4+2 1643
?
?
?
6+1 1863
?
6+2 2304
?
8+1 2811
?
8+2 3017
?
?
10+1 3209
?
?
10+2 3719
?
?
12+1 4006
?
12+2 4184
?
14+1 4762
?
14+2 4908
?
16+1 5726
?
Jπn Sn = 10422 keV, Sp = 6700 keV, ∆ = −84740 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S1, 97A, 99BNL]
0+1 0 3.16 d (HI,xnγ)2+1 409 23 ps B(E2→ 0+
1 ) = 53 W.u., log ft = 6.6 (EC from 2−), (HI,xnγ)2+2 965 log ft = 6.5 (EC from 2−), (HI,xnγ)4+1 1049 3.3 ps B(E2→ 2+
1 ) = 39 W.u., log ft = 6.5 (EC from (5−)), (HI,xnγ)4+2 1643 log ft = 6.8 (EC from (5−)), (HI,xnγ)6+1 1863 2.8 ps B(E2→ 4+
1 ) = 14 W.u., log ft = 6.8 (EC from (5−)), (HI,xnγ)6+2 2304 (HI,xnγ)8+1 2811 0.7 ps B(E2→ 6+
1 ) > 24 W.u., (HI,xnγ)8+2 3017 (HI,xnγ)10+
1 3209 308 ns B(E2→ 8+2 ) = 0.034 W.u., B(E2→ 8+
1 ) = 0.0037 W.u.,µ = −1.87 µn, Q = +1.32 barn, (HI,xnγ)
10+2 3719 5.8 ps B(E2→ 8+
2 ) = 0.4 W.u., B(E2→ 8+1 ) = 3.9 W.u.,
µ = −3.0 µn, (HI,xnγ)12+
1 4006 (HI,xnγ)12+
2 4184 11.0 ps B(E2→ 10+2 ) = 59 W.u., (HI,xnγ)
14+1 4762 (HI,xnγ)
14+2 4908 1.2 ps B(E2→ 12+
2 ) = 58 W.u., (HI,xnγ)16+
1 5726 1.5 ps B(E2→ 14+2 ) = 25 W.u., (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]136
58Ce
785–101
0+1 0
2+1 552
?
2+2 1092
?
?
4+1 1314
?
6+1 2214
?
6+2 2367
?
8+1 2955
?
8+2 2990
?
?
10+1 3096
?
12+1 3761
?
14+1 4833
?
16+1 5594
?
15−1 5809
?
Jπn Sn = 9940 keV, Sp = 7130 keV, ∆ = −86500 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94T1, 97A, 99BNL]
0+1 0 stable (HI,xnγ)2+1 552 ≤ 5 ns B(E2→ 0+
1 ) > 0.053 W.u., log ft = 6.89 (EC from 2+), (HI,xnγ)2+2 1092 log ft = 5.575 (EC from 2+), (HI,xnγ)4+1 1314 6.6 ps B(E2→ 2+
1 ) = 8.0 W.u., (HI,xnγ)6+1 2214 ≤5 ns B(E2→ 4+
1 ) > 0.046 W.u., (HI,xnγ)6+2 2367 5 ns B(E2→ 4+
1 ) > 0.0021 W.u., (HI,xnγ)8+1 2955 (HI,xnγ)8+2 2990 (HI,xnγ)10+
1 3096 2.2 µs B(E2→ 8+2 ) = 0.174 W.u., µ = −1.8 µn, Q = 1.11 barn, (HI,xnγ)
12+1 3761 (HI,xnγ)
14+1 4833 (HI,xnγ)
16+1 5594 (HI,xnγ)
15−1 5809 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
5–102138
58Ce
80[Ref. p. 5–167
0+1 0
2+1 789
?
0+2 1477
?
?
2+2 1511
?
?
4+1 1826
?
7−1 2129
?
4+2 2137
?
5−1 2217
?
?
?
6+1 2294
?
?
?
?
0+3 2340
?
6+2 2396
?
4+3 2444
?
2+3 2642
?
?
6+3 2733
?
?
6−1 2765
?
?
6−2 2899
?
?
8+1 3109
?
?
10+1 3539
?
11+1 3942
?
12+1 4360?
Jπn Sn = 9741 keV, Sp = 7736 keV, ∆ = −87574 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95T, 97A, 99BNL]
0+1 0 stable log ft = 4.605 (EC from 1+), (p,t), (p,2nγ), (α,2nγ), (α,4nγ)2+1 789 2.00 ps B(E2→ 0+
1 ) = 21.9 W.u., log ft = 18.02u (β− from 5+),log ft = 6.28 (EC from 1+), (p,t), (p,2nγ), (α,2nγ), (α,4nγ)
0+2 1477 log ft = 5.89 (EC from 1+), (p,2nγ), (α,2nγ)2+2 1511 log ft = 6.71 (EC from 1+), (p,t), (p,2nγ), (α,2nγ)4+1 1826 (p,t), (p,2nγ), (α,2nγ), (α,4nγ)7−1 2129 8.65 ms B(E3→ 4+
1 ) = 0.45 W.u., log ft = 5.63 (EC from 7−), (p,t), (p,2nγ),(α,2nγ), (α,4nγ)
4+2 2137 log ft = 9.92u (EC from 1+), (p,2nγ), (α,2nγ), (α,4nγ)5−1 2217 < 0.3 ns (p,t), (p,2nγ), (α,2nγ), (α,4nγ)6+1 2294 (p,2nγ), (α,2nγ), (α,4nγ)0+3 2340 log ft = 5.72 (EC from 1+), (p,t)6+2 2396 (p,2nγ), (α,2nγ)4+3 2444 (p,t), (p,2nγ), (α,2nγ)2+3 2642 log ft = 6.68 (EC from 1+), (p,t)6+3 2733 (p,2nγ), (α,2nγ)6−1 2765 log ft = 6.42 (EC from 7−), (p,2nγ), (α,2nγ), (α,4nγ)6−2 2899 log ft = 7.24 (EC from 7−), (p,2nγ), (α,2nγ)8+1 3109 (p,2nγ), (α,2nγ), (α,4nγ)10+
1 3539 81 ns B(E2→ 8+1 ) = 0.0110 W.u., µ = −1.7 µn, Q = +0.77 barn, (p,2nγ),
(α,2nγ), (α,4nγ)11+
1 3942 < 1.5 ns (p,2nγ), (α,2nγ), (α,4nγ)12+
1 4360 (p,2nγ), (α,2nγ), (α,4nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]139
58Ce
815–103
3/2+1 0
1/2+1 255
?
11/2−1 754
?
5/2+1 1320
?
?
7/2+1 1347
?
7/2−1 1578
?
3/2+2 1631
?
?
7/2−2 1843
?
Jπn Sn = 7469 keV, Sp = 7731 keV, ∆ = −86958 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89B, 97A, 99BNL]
3/2+1 0 137.640 d log ft = 5.63 (EC from 5/2+), µ = +0.96 µn, (n,γ), (p,d), (p,nγ),
(d,t), (3He,α), (α,2nγ), (α,3nγ)1/2+
1 255 110 ps B(M1/E2→ 3/2+1 ) = 0.0034/71 W.u. (δ = 1.5), (p,d), (p,nγ), (d,t),
(3He,α)11/2−
1 754 54.8 s B(M4→ 3/2+1 ) = 2.34 W.u., (p,d), (p,nγ), (d,t), (3He,α), (α,2nγ),
(α,3nγ)5/2+
1 1320 M1/(E2)→ 3/2+1 : δ < 1.4, log ft = 7.93 (EC from 5/2+), (p,d),
(p,nγ), (d,t), (3He,α)7/2+
1 1347 log ft = 7.02 (EC from 5/2+), (p,nγ), (p,d), (d,t), (3He,α)7/2−
1 1578 log ft = 8.25 (EC from 5/2+), (p,nγ)3/2+
2 1631 M1/(E2)→ 1/2+1 : δ < 1.2, log ft = 6.59 (EC from 5/2+), (p,d),
(p,nγ), (d,t), (3He,α)7/2−
2 1843 log ft = 8.25 (EC from 5/2+)1/2+
2 1889 (p,d), (d,t), (3He,α)1/2+
3 3144 (p,d), (d,t), (3He,α)1/2+
4 3302 (p,d), (d,t), (3He,α)
Landolt-BornsteinNew Series I/18B
5–104140
58Ce
82[Ref. p. 5–167
0+1 0
2+1 1596
?
0+2 1903
?
?
4+1 2083
?
?
6+1 2108
?
2+2 2348
?
?
?
5+1 2350
?
?
3+1 2412
?
?
?
3−1 2464
?
?
4+2 2481
?
?
?
2+3 2521
?
?
?
?
?
?
1+1 2547
?
?
6+2 2629
?
?
2+4 2900
?
?
2+5 3001
?
?
0+3 3017
?
?
3−2 30402+6 3119
?
0+4 32265−1 3256
?
2+7 3320
?
4+3 33317−1 3425
?
7+1 3433
?
3−3 3474
?
?
8−1 3477
?
?
6+3 3484
?
9−1 3493
?
?
?
8+1 3513
?
8+2 3621
?
?
1−1 3640
?
5−2 3710
10+1 3715
?
?
2+8 37293−4 37929+1 3895
?
?
?
2−1 39123−5 39804−1 40002+9 41252−2 41581−2 4182
10+2 4264
?
?
1−3 43643−6 45382−3 45802−4 47481−4 4770
12+1 4852
?
?
11−1 4905
?
13−1 5104
?
1−5 5660
?
Jπn Sn = 9201 keV, Sp = 8140 keV, ∆ = −88088 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]140
58Ce
825–105
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94P, 97A, 99BNL]
0+1 0 stable log ft = 14.4 (β− from 3−), log ft = 4.4 (EC from 1+),
Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (n,α), (n,αγ), (p,p′), (p,t), (d,3He),(d,6Li), (t,p), (3He,n), (3He,d), (α, α′), (α,2nγ), (14C,16O)
2+1 1596 0.076 ps B(E2→ 0+
1 ) = 16.6 W.u., log ft = 9.37 (β− from 3−),log ft = 6.11 (EC from 1+), Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (n,α),(n,αγ), (p,p′), (p,t), (d,3He), (d,6Li), (t,p), (3He,n), (3He,d), (α, α′),(α,2nγ), (14C,16O)
0+2 1903 0.40 ns B(E2→ 2+
1 ) = 11.5 W.u., log ft > 12.5 (β− from 3−),log ft = 5.96 (EC from 1+), (n,n′γ), (n,α), (n,αγ), (p,p′), (p,t),(d,3He), (t,p), (3He,n), (α,2nγ)
4+1 2083 3.45 ns B(E2→ 2+
1 ) = 0.137 W.u., B(E4→ 0+1 ) = 12.1 W.u.,
log ft = 8.33 (β− from 3−), µ = +4.35 µn, Q = +0.350 barn, (e,e′),(n,n′γ), (n,α), (n,αγ), (p,p′), (p,t), (d,3He), (3He,d), (α, α′), (α,2nγ)(14C,16O)
6+1 2108 7.3 µs B(E2→ 4+
1 ) = 0.28 W.u., log ft = (β− from 3−), (e,e′), (n,n′γ), (p,t),(d,3He), (α,2nγ)
2+2 2348 ≤ 0.2 ns B(E2→ 0+
2 ) ≥ 0.0025 W.u., B(E2→ 2+1 ) ≥ 0.23 W.u. (δ = +0.36),
B(E2→ 0+1 ) ≥ 0.00015 W.u., log ft = 8.63 (β− from 3−),
log ft = 6.47 (EC from 1+), (e,e′), (n,n′γ), (n,α), (n,αγ), (d,3He),(α, α′), (α,2nγ)
5+1 2350 ≤ 10 ns M1/E2→ 6+
1 : δ = −0.04+0.03−0.06, M1/E2→ 4+
1 : δ = −20+43−8 ,
log ft = 10.561u (β− from 3−), (e,e′), (n,n′γ), (n,α), (n,αγ), (d,3He),(α, α′), (α,2nγ)
3+1 2412 55 ps B(M1/E2→ 4+
1 ) = 0.0052/0.07 W.u. (δ = −0.049),B(M1→ 2+
1 ) = 0.00038 W.u. (δ = +0.007),B(M1→ 2+
2 ) = 0.00036 W.u., log ft = 7.61 (β− from 3−), (n,n′γ),(n,α), (n,αγ), (d,3He), (3He,d), (α,2nγ)
3−1 2464 0.10 ps B(E1→ 2+
1 ) = 0.0038 W.u. (δ = +0.04), B(E3→ 0+1 ) = 27 W.u.,
log ft = 8.45 (β− from 3−), Coul.ex., (e,e′), (n,n′γ), (n,α), (n,αγ),(p,p′), (p,t), (t,p), (3He,d), (α, α′), (α,2nγ) (14C,16O)
4+2 2481 3.2 ns B(M1/E2→ 5+
1 ) = 0.0012/41 W.u. (δ = −0.13),B(M1→ 3+
1 ) = 0.0015 W.u., B(E2→ 4+1 ) = 0.028 W.u.,
log ft = 9.14 (β− from 3−), (n,n′γ), (α,2nγ)2+3 2521 ≤ 0.1 ns M1/E2→ 2+
1 : δ = −0.10, log ft = 8.07 (β− from 3−),log ft = 6.3 (EC from 1+), (n,n′γ), (p,t), (d,3He), (3He,n), (3He,d),(α,2nγ)
1+1 2547 log ft = 9.961u (β− from 3−), log ft = 8.5 (EC from 1+), (n,n′γ),
(n,α), (n,αγ)6+2 2629 M1/E2→ 6+
1 : δ = −0.19, (n,n′γ), (3He,d), (α,2nγ)2+4 2900 28 fs B(E2→ 0+
1 ) = 1.33 W.u., log ft = 9.48 (β− from 3−),log ft = 7.1 (EC from 1+), (e,e′), (n,n′γ), (p,p′), (p,t), (d,3He),(3He,d), (α, α′)
2+5 3001 M1/E2→ 2+
1 : δ = +0.7+0.9−0.6, log ft = 9.4 (β− from 3−), (n,n′γ),
(d,3He)0+3 3017 B(E2→ 2+
1 ) = W.u., log ft = 6.29 (EC from 1+), (n,n′γ), (p,t), (t,p)3−2 3040 (α, α′)2+6 3119 17.5 fs B(E2→ 0+
1 ) = 2.5 W.u., log ft = 9.67 (β− from 3−),log ft = 6.86 (EC from 1+), (e,e′), (n,n′γ), (p,p′), (p,t), (d,3He), (t,p),(3He,d), (α, α′)
0+4 3226 (p,t), (t,p)
Landolt-BornsteinNew Series I/18B
5–106140
58Ce
82[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94P, 97A, 99BNL]
5−1 3256 (p,p′), (3He,d), (α, α′), (α,2nγ)2+7 3320 24 fs B(E2→ 0+
1 ) = 1.4 W.u., log ft = 9.91 (β− from 3−),log ft = 6.4 (EC from 1+), (e,e′), (n,n′γ)
4+3 3331 (p,t), (t,p), (3He,d), (α, α′)7−1 3425 (e,e′), (p,t), (3He,d), (α,2nγ)7+1 3433 (α,2nγ)3−3 3474 log ft = 8.22 (β− from 3−), (n,n′γ), (p,p′), (3He,d)8−1 3477 (α,2nγ)6+3 3484 (α,2nγ)9−1 3493 1.7 ns (α,2nγ)8+1 3513 (α,2nγ)8+2 3621 (α,2nγ)1−1 3640 (γ, γ′)5−2 3710 (p,p′), (p,t), (t,p), (3He,d)10+
1 3715 23.1 ns B(E2→ 8+1 ) = 0.46 W.u., B(E1→ 9−
1 ) = 6.5× 10−7 W.u.,µ = +10.3 µn, (α,2nγ)
2+8 3729 (p,t), (t,p)3−4 3792 (p,p′), (p,t)9+1 3895 (α,2nγ)2−1 3912 (p,p′)3−5 3980 (p,t), (α, α′)4−1 4000 (p,p′)2+9 4125 (p,t), (t,p), (3He,n), (3He,d)2−2 4158 (p,p′), (3He,n)1−2 4182 (p,p′)10+
2 4264 (α,2nγ)1−3 4364 (p,p′)3−6 4538 (p,p′), (p,t)2−3 4580 (p,p′)2−4 4748 (p,p′), (p,t)1−4 4770 (p,p′)12+
1 4852 (α,2nγ)11−
1 4905 (α,2nγ)13−
1 5104 (α,2nγ)1−5 5660 35 fs B(E1→ 0+
1 ) = 0.00038 W.u., (γ, γ′)0+5 7370 (3He,n)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]141
58Ce
835–107
7/2−1 0
3/2−1 662
?
1/2−1 1137
?
9/2−1 1355
?
13/2+1 1369
?
5/2−1 1497
?
?
11/2−1 1693
?
?
7/2−2 1739
?
1/2+1 1785
3/2−2 1809
?
?
?
5/2−2 1812
?
?
1/2+2 1942
3/2−3 2166
?
?
9/2−2 2171
?
5/2−3 2174
3/2−4 2190
?
?
?
7/2−3 2329
?
3/2−5 2336
?
?
?
1/2−2 2411
?
?
?
3/2−6 2426
?
?
?
Jπn Sn = 5428 keV, Sp = 8407keV, ∆ = −85445 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91P1, 97A, 99BNL]
7/2−1 0 32.501 d log ft = 7.3 (β− from 7/2(+)), µ = +1.09 µn, (n,γ), (pol p,p′), (p,d),
(d,p), (d,pγ), (d,t), (3He,α), (α,nγ), (7Li,αnγ)3/2−
1 662 log ft = 12.11u (β− from 7/2(+)), (n,γ), (pol p,p′), (d,p), (d,pγ), (d,t)1/2−
1 1137 (n,γ), (d,p), (d,pγ), (d,t)9/2−
1 1355 log ft = 7.7 (β− from 7/2(+)), (d,p), (d,pγ)13/2+
1 1369 5.3 ns B(E3→ 7/2−1 ) = 21.5 W.u., log ft = 10.2 (β− from 7/2(+)), (d,p),
(d,pγ), (d,t), (3He,α), (α,nγ), (7Li,αnγ)5/2−
1 1497 log ft = 9.5 (β− from 7/2(+)), (n,γ), (pol p,p′), (d,p), (d,pγ), (d,t)11/2−
1 1693 log ft = 8.4 (β− from 7/2(+)), (d,p), (d,pγ)7/2−
2 1739 log ft = 9.0 (β− from 7/2(+)), (d,p), (d,pγ), (d,t)1/2+
1 1785 (p,d), (d,t), (3He,α)3/2−
2 1809 (n,γ), (d,p), (d,pγ)5/2−
2 1812 (d,p), (d,pγ)1/2+
2 1942 (d,t)3/2−
3 2166 (d,p), (d,pγ)9/2−
2 2171 log ft = 7.5 (β− from 7/2(+))5/2−
3 2174 log ft = 7.4 (β− from 7/2(+)), (d,p), (d,pγ)3/2−
4 2190 (n,γ), (d,p), (d,pγ)7/2−
3 2329 log ft = 8.0 (β− from 7/2(+)), (pol p,p′), (d,p), (d,pγ), (3He,α)3/2−
5 2336 (n,γ), (d,p), (d,pγ)1/2−
2 2411 (n,γ), (d,p), (d,pγ)3/2−
6 2426 (n,γ), (d,p), (d,pγ)1/2+
3 2841 (d,t)1/2+
4 2987 (d,t), (3He,α)1/2+
5 3351 (d,p), (d,pγ)1/2+
6 3413 (d,t)
Landolt-BornsteinNew Series I/18B
5–108142
58Ce
84[Ref. p. 5–167
0+1 0
2+1 641
?
4+1 1219
?
2+2 1536
?
3−1 1653
?
?
2+3 2004
?
?
0+2 2031
?
1+1 2398
?
?
?
?
?
2+4 2543
?
?
?
?
?
2+5 2667
?
?
?
0+3 2767
?
?
2+6 2999
?
?
2+7 3304
?
?
1+2 3676
?
?
1+3 3717
?
?
Jπn Sn = 7167 keV, Sp = 8831 keV, ∆ = −84543 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91P2, 97A, 99BNL]
0+1 0 > 50 Py log ft = 10.461u (β− from 2−), log ft = 9.421u (EC from 2−),
Coul.ex., (t,p)2+1 641 5.56 ps B(E2→ 0+
1 ) = 21.2 W.u., log ft = 9.6 (β− from 2−),log ft = 7.90 (EC from 2−), Q = −0.16 barn, Coul.ex., (t,p)
4+1 1219 7.5 ps B(E2→ 2+
1 ) = 26.4 W.u., log ft = 11.51u (β− from 2−), Coul.ex.,(t,p)
2+2 1536 < 0.8 ps M1/E2→ 2+
1 : δ = −0.10, log ft ≈ 10.2 (β− from 2−), Coul.ex.3−1 1653 log ft = 9.12 (β− from 2−), Coul.ex., (t,p)2+3 2004 0.037 ps B(M1/E2→ 2+
1 ) = 0.142/7 W.u. (δ = +0.41),B(E2→ 0+
1 ) = 3.2 W.u., log ft = 8.69 (β− from 2−), Coul.ex., (t,p)0+2 20311+1 2398 M1/E2→ 2+
2 : δ = +0.31, M1/E2→ 2+1 : δ = −0.93+0.28
−0.22,log ft = 7.34 (β− from 2−)
2+4 2543 M1/E2→ 2+
1 : δ = +0.55+0.40−0.54,
log ft = 7.23 (β− from 2−), (t,p)2+5 2667 log ft = 7.87 (β− from 2−)0+3 2767 log ft = 8.8 (β− from 2−)2+6 2999 log ft = 8.12 (β− from 2−), (t,p)2+7 3304 M1/E2→ 2+
1 : δ > +1.1, log ft = 7.65 (β− from 2−)1+2 3676 log ft = 6.99 (β− from 2−)1+3 3717 log ft = 6.99 (β− from 2−)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]144
58Ce
865–109
0+1 0
2+1 397
?
4+1 939
?
2+2 1489
?
?
4+2 1674
?
?
2+3 1819
?
?
4+3 1829
?
?
2+4 2153
?
?
?
2+5 2353
?
?
?
2+6 2750
?
?
?
2+7 2882
?
2+8 2999
?
?
Jπn Sn = 6898 keV, Sp = 9410 keV, ∆ = −80441 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89T, 97A, 99BNL]
0+1 0 284.893 d2+1 397 log ft = 7.09 (β− from (3−))4+1 939 log ft = 6.91 (β− from (3−))2+2 1489 (M1/E2)→ 2+
1 : δ = 5+12−3 , log ft = 7.61 (β− from (3−))
4+2 1674 (M1/E2)→ 4+
1 : δ = 0.52, log ft = 7.18 (β− from (3−))2+3 1819 M1/E2→ 2+
1 : δ = −3.5+1.4−4.9, log ft = 7.55 (β− from (3−))
4+3 1829 (M1/E2)→ 4+
1 : δ = 0.68, log ft = 7.42 (β− from (3−))2+4 21532+5 2353 log ft = 7.57 (β− from (3−))2+6 2750 log ft = 7.33 (β− from (3−))2+7 2882 log ft = 7.39 (β− from (3−))2+8 2999 log ft = 6.60 (β− from (3−))
Landolt-BornsteinNew Series I/18B
5–110141
59Pr
82[Ref. p. 5–167
5/2+1 0
7/2+1 145
?
11/2−1 1118
?
?
3/2+1 1127
?
?
1/2+1 1299
?
3/2+2 1436
?
?
9/2+1 1457
?
?
11/2+1 1494
?
9/2+2 1521
?
?
?
5/2−1 1580
?
?
1/2+2 1658
?
?
13/2+1 1768
?
?
?
15/2+1 1797
?
?
7/2+2 1854
?
?
?
13/2+2 1987
?
?
?
17/2+1 2070
?
?
5/2−2 2075
?
?
?
7/2−1 2105
?
?
?
5/2−3 2172
?
?
5/2−4 2316
?
?
5/2−5 2363
?
?
?
11/2−2 2383
?
?
19/2−1 2928
?
19/2+1 2963
?
21/2+1 3018
?
21/2−1 3397
?
23/2−1 3472
?
?
23/2+1 3586
?
7/2+3 6877
?
?
?
?
?
5/2−6 7256
?
?
?
?
?
5/2+2 7632
?
?
?
?
?
?
?
5/2+3 7915
?
Jπn Sn = 9398 keV, Sp = 5227 keV, ∆ = −86026 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]141
59Pr
825–111
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91P1, 97A, 99BNL]
5/2+1 0 stable log ft = 7.75 (β− from 7/2−), log ft = 5.25 (EC from 3/2+),
µ = +4.275 µn, Q = −0.0589 barn, Coul.ex., (γ, γ′), (n,n′γ), (p,α),(p,2nγ), (d,n), (d,d′), (d,3He), (3He,d), (α, α′), (α,2nγ), (7Li,6He),(16O,15N)
7/2+1 145 1.85 ns B(M1/E2→ 5/2+
1 ) = 0.00264/0.35 W.u. (δ = 0.069),log ft = 6.97 (β− from 7/2−), µ = +2.8 µn, Coul.ex., (γ, γ′),(n,n′γ), (p,α), (p,2nγ), (d,n), (d,d′), (d,3He), (3He,n), (3He,d), (α, α′),(α,2nγ), (7Li,6He),
11/2−1 1118 4.8 ns B(M2→ 7/2+
1 ) = 0.242 W.u., B(E3→ 5/2+1 ) = 10.9 W.u.,
µ = +6.2 µn, (n,n′γ), (p,α), (p,2nγ), (d,n), (d,d′), (d,3He), (3He,d),(α, α′), (α,2nγ), (7Li,6He),
3/2+1 1127 log ft = 6.4 (EC from 3/2+), Coul.ex., (n,n′γ), (p,2nγ)
1/2+1 1299 log ft = 7.0 (EC from 3/2+), (n,n′γ), (p,α), (p,2nγ), (d,n), (d,d′),
(d,3He), (3He,d), (α, α′), (α,2nγ), (7Li,6He), (16O,15N)3/2+
2 1436 log ft = 7.6 (EC from 3/2+), (γ, γ′), (n,n′γ), (p,2nγ), (d,d′), (α,2nγ)9/2+
1 1457 (γ, γ′), (n,n′γ), (p,2nγ), (d,d′), (α,2nγ)11/2+
1 1494 Coul.ex., (n,n′γ), (p,2nγ), (d,d′), (3He,n), (α,2nγ)9/2+
2 1521 (γ, γ′), (n,n′γ), (p,2nγ), (d,d′), (α, α′), (α,2nγ)5/2−
1 1580 log ft = 7.5 (EC from 3/2+), Coul.ex., (γ, γ′), (n,n′γ), (p,2nγ), (d,d′)1/2+
2 1658 log ft = 7.9 (EC from 3/2+), (n,n′γ)13/2+
1 1768 M1/E2→ 11/2+1 : δ = +0.08, (n,n′γ), (p,2nγ), (d,d′), (α, α′), (α,2nγ)
15/2+1 1797 1.0 ns B(M1→ 13/2+
1 ) = 0.088 W.u., B(E2→ 11/2+1 ) = 0.87 W.u.,
µ = +8.0 µn, (n,n′γ), (p,2nγ), (d,d′), (α,2nγ)7/2+
2 1854 (n,n′γ), (p,2nγ)13/2+
2 1987 (n,n′γ), (p,2nγ), (α,2nγ)17/2+
1 2070 (p,2nγ), (α,2nγ)5/2−
2 2075 (n,n′γ), (d,d′), (α, α′)7/2−
1 2105 (n,n′γ), (p,2nγ), (d,d′), (α, α′)5/2−
3 2172 (n,n′γ), (p,2nγ), (d,d′), (α, α′)5/2−
4 2316 (n,n′γ), (d,d′), (α, α′)5/2−
5 2363 (n,n′γ), (d,d′), (α, α′)11/2−
2 2383 (n,n′γ), (p,2nγ), (d,d′), (α, α′)19/2−
1 2928 (p,2nγ), (d,d′), (α,2nγ)19/2+
1 2963 (α,2nγ)21/2+
1 3018 (α,2nγ)21/2−
1 3397 (α,2nγ)23/2−
1 3472 (α,2nγ)23/2+
1 3586 0.2 ns B(M1→ 21/2+1 ) = 0.0006 W.u., (α,2nγ)
7/2+3 6877 5.4 fs (γ, γ′)
5/2−6 7256 1.6 fs (γ, γ′)
5/2+2 7632 5.1 fs (γ, γ′)
5/2+3 7915 65 fs (γ, γ′)
Landolt-BornsteinNew Series I/18B
5–112143
59Pr
84[Ref. p. 5–167
7/2+1 0
5/2+1 57
?
3/2+1 351
?
?
7/2+2 490
?
?
?
5/2+2 722
?
?
?
?
3/2+2 938
?
?
?
?
3/2+3 1161
?
?
?
?
?
Jπn Sn = 7349 keV, Sp = 5824 keV, ∆ = −83078 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91P3, 97A, 99BNL]
7/2+1 0 13.57 d log ft ≥ 10.81u (β− from 3/2−), (d,3He)
5/2+1 57 4.14 ns B(M1/E2→ 7/2+
1 ) = 0.00369/1.0 W.u. (δ = +0.039),log ft = 7.70 (β− from 3/2−), µ = +3.4 µn, (d,3He)
3/2+1 351 59 ps B(M1/E2→ 5/2+
1 ) = 0.0081/32 W.u. (δ = +0.77),B(E2→ 7/2+
1 ) = 2.7 W.u., log ft = 7.18 (β− from 3/2−)7/2+
2 490 log ft = 10.21u (β− from 3/2−)5/2+
2 722 log ft = 7.11 (β− from 3/2−), (d,3He)3/2+
2 938 log ft = 7.58 (β− from 3/2−), (d,3He)3/2+
3 1161 log ft = 7.25 (β− from 3/2−)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]140
60Nd
805–113
0+1 0
2+1 774
?
0+2 1413
?
?
4+1 1802
?
3−1 2124
?
?
7−1 2221
?
5−1 2276
?
0+3 23306+1 2366
?
?
?
6−1 2842
?
7−2 3062
?
?
8−1 3239
?
?
9−1 3455
?
?
10+1 3621
?
10−1 3668
?
7−3 3673
?
?
?
10−2 4031
?
11−1 4323
?
?
11+1 4915
?
Jπn Sn = 10510 keV, Sp = 6937 keV, ∆ = −84477 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94P, 97A, 99BNL]
0+1 0 3.37 d log ft = 4.34 (EC from 1+), (p,t), (HI,xnγ)2+1 774 log ft = 5.48 (EC from 1+), (p,t), (HI,xnγ)0+2 1413 log ft = 5.9 (EC from 1+)4+1 1802 (p,t), (HI,xnγ)3−1 2124 (HI,xnγ)7−1 2221 0.60 ms B(E3→ 4+
1 ) = 0.72 W.u., log ft = 5.17 (EC from 8−), (p,t), (HI,xnγ)5−1 2276 log ft = 8.1 (EC from 8−), (HI,xnγ)0+3 2330 (p,t)6+1 2366 log ft = 7.3 (EC from 8−), (HI,xnγ)6−1 2842 log ft = 7.4 (EC from 8−)7−2 3062 M1/(E2)→ 7−
1 : δ = −0.25+0.25−0.20, log ft = 6.9 (EC from 8−), (HI,xnγ)
8−1 3239 M1/E2→ 7−
2 : δ = −0.4+0.4−0.3, M1/E2→ 7−
1 : δ = −1.7,log ft = 7.0 (EC from 8−), (HI,xnγ)
9−1 3455 M1/E2→ 8−
1 : δ = −0.25+0.25−0.10, (HI,xnγ)
10+1 3621 22 ns B(E1→ 9−
1 ) = 2.31× 10−6 W.u., µ = −1.92 µn, (HI,xnγ)10−
1 3668 (HI,xnγ)7−3 3673 log ft = 6.7 (EC from 8−)10−
2 4031 M1/E2→ 9−1 : δ = −1.9+1.1
−2.1, (HI,xnγ)11−
1 4323 M1/E2→ 10−2 : δ = −0.8, (HI,xnγ)
11+1 4915 M1/E2→ 10+
1 : δ = −0.4, (HI,xnγ)
Landolt-BornsteinNew Series I/18B
5–114142
60Nd
82[Ref. p. 5–167
0+1 0
2+1 1576
?
3−1 2085
?
4+1 2101
?
?
6+1 2210
?
0+2 2217
?
?
2+2 2385
?
?
4+2 2438
?
5+1 2514
?
?
?
3+1 2548
?
2+3 2846
?
6+2 2887
?
?
4−1 29600+3 29787−1 3243
?
1−1 3425
?
?
8+1 3454
?
?
8−1 3457
?
9−1 3486
?
?
?
?
2+4 34873−2 37792−1 38258+2 3832
?
?
2−2 3908
10+1 3926
?
?
10−1 4607
?
11−1 4717
?
?
11−2 4987
?
12−1 5203
?
?
13−1 5260
?
12−2 5308
?
?
?
13−2 5469
?
?
14−1 5746
?
?
?
3−3 6200
14+1 6247
?
14+2 6441
?
?
15+1 6657
?
?
?
1−2 6877
?
?
15+2 7006
?
16+1 7130
?
?
18+1 8526
?
20+1 9534
?
Jπn Sn = 9818 keV, Sp = 7221 keV, ∆ = −85960 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]142
60Nd
825–115
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91P2, 97A, 99BNL]
0+1 0 stable log ft = 8.91u (β− from 2−), log ft = 4.5 (EC from 1+), (γ, γ′), (p,t),
(d,t), (3He,d), (12C,14C), (14C,16O), (HI,xnγ)2+1 1576 0.110 ps B(E2→ 0+
1 ) = 12.04 W.u., log ft = 7.1 (β− from 2−),log ft = 5.3 (EC from 1+), (γ, γ′), (p,t), (d,t), (3He,d), (12C,14C),(14C,16O), (HI,xnγ)
3−1 2085 B(E3→ 0+
1 ) = 28.6 W.u., log ft = 6.5 (β− from 2−), (p,t), (12C,14C),(14C,16O), (HI,xnγ)
4+1 2101 28 ns (p,t), (3He,d), (12C,14C), (HI,xnγ)6+1 2210 18.1 µs B(E2→ 4+
1 ) = 0.0179 W.u., (HI,xnγ)0+2 2217 log ft = 5.5 (EC from 1+), (p,t)2+2 2385 0.14 ps B(E2→ 0+
1 ) = 1.0 W.u., log ft = 6.2 (EC from 1+), (γ, γ′), (3He,d),(HI,xnγ)
4+2 2438 (HI,xnγ)5+1 2514 (HI,xnγ)3+1 2548 (3He,d), (HI,xnγ)2+3 2846 34 fs log ft = 6.1 (EC from 1+), (γ, γ′), (p,t), (3He,d)6+2 2887 (HI,xnγ)4−1 29600+3 2978 (p,t), (3He,d) (12C,14C)7−1 3243 (3He,d), (HI,xnγ)1−1 3425 (γ, γ′), (p,t)8+1 3454 (HI,xnγ)8−1 3457 (HI,xnγ)9−1 3486 1.6 ns (HI,xnγ)2+4 3487 (p,t), (12C,14C)3−2 3779 (d,t)2−1 3825 (d,t)8+2 3832 (HI,xnγ)2−2 3908 (d,t), (3He,d)10+
1 3926 0.6 ns (HI,xnγ)10−
1 4607 (HI,xnγ)11−
1 4717 (HI,xnγ)11−
2 4987 (HI,xnγ)12−
1 5203 (HI,xnγ)13−
1 5260 (HI,xnγ)12−
2 5308 (HI,xnγ)13−
2 5469 (HI,xnγ)14−
1 5746 (HI,xnγ)3−3 620014+
1 6247 (HI,xnγ)14+
2 6441 (HI,xnγ)15+
1 6657 (HI,xnγ)1−2 6877 1.34 fs B(E1→ 0+
1 ) = 4.8× 10−4 W.u., (γ, γ′)15+
2 7006 (HI,xnγ)16+
1 7130 (HI,xnγ)18+
1 8526 (HI,xnγ)20+
1 9534 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
5–116143
60Nd
83[Ref. p. 5–167
7/2−1 0
3/2−1 742
?
13/2+1 1228
?
1/2−1 1306
?
9/2−1 1407
?
11/2−1 1431
?
?
5/2−1 1556
?
?
3/2+1 1556
?
?
1/2+1 1608
?
9/2−2 1739
?
?
1/2+2 1775
?
?
?
3/2+2 1800
?
?
?
?
?
7/2−2 1852
?
3/2−2 1853
?
?
?
5/2−2 1911
?
?
11/2−2 1988
?
?
?
?
5/2+1 1996
?
?
1/2−2 2005
?
?
?
9/2+1 2011
?
15/2−1 2019
?
7/2−3 2036
?
?
?
?
13/2−1 2067
?
?
11/2−3 2075
?
7/2+1 2091
?
?
?
11/2−4 2094
?
?
?
3/2−3 2126
?
?
?
?
9/2−3 2134
?
?
?
7/2+2 2174
?
?
5/2−3 2187
?
?
7/2−4 2197
?
?
?
11/2−5 2201
?
?
?
?
5/2+2 2221
?
?
?
13/2−2 2223
?
?
?
11/2+1 2242
?
?
?
11/2−6 2249
?
?
?
7/2−5 2284
?
?
?
13/2−3 2295
?
?
?
?
?
11/2−7 2323
?
?
?
?
15/2+1 2359
?
?
3/2−4 2362
?
?
?
17/2−1 2398
?
9/2−4 2399
?
?
?
?
3/2−5 2420
?
?
?
5/2−4 2433
?
?
?
?
9/2−5 2443
?
?
?
5/2−5 2460
?
?
11/2−8 2464
?
?
?
?
17/2+1 2483
?
19/2−1 2490
?
7/2−6 2496
?
?
?
7/2−7 2528
?
?
?
3/2−6 2530
?
?
?
?
?
?
5/2−6 2588
?
?
?
11/2−9 2590
?
?
3/2−7 2662
?
?
?
?
3/2−8 2684
?
?
?
3/2−9 2738
?
?
?
13/2−4 2750
?
?
13/2+2 2805
?
?
?
21/2+1 2911
?
3/2−10 2957
?
?
3/2−11 2999
?
?
3/2−12 3013
?
?
?
?
Jπn Sn = 6124 keV, Sp = 7053 keV, ∆ = −84012 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]143
60Nd
835–117
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91P3, 97A, 98T, 99BNL]
7/2−1 0 stable log ft = 7.605 (β− from 7/2+), log ft = 8.39 (EC from 5/2+),
µ = −1.065 µn, Q = −0.63 barn, Coul.ex., (n,γ), (p,p′), (pol p,d),(p,t), (d,p), (pol d,p), (d,pγ), (d,d′), (d,t), (pol d,t), (3He,α), (α,nγ),(α,3nγ), (18O,5nγ)
3/2−1 742 2.8 ps B(E2→ 7/2−
1 ) = 20.1 W.u., log ft = 12.751u (β− from 7/2+),log ft = 7.43 (EC from 5/2+), Coul.ex., (n,γ), (p,p′), (pol p,d), (p,t),(d,p), (pol d,p), (d,pγ), (d,d′), (d,t), (α,nγ), (α,3nγ)
13/2+1 1228 6.79 ns B(E3→ 7/2−
1 ) = 34.85 W.u., µ = +0.377 µn, (p,t), (p,p′), (d,p),(pol d,p), (d,pγ), (d,d′), (d,t), (3He,α), (α,nγ), (α,3nγ), (18O,5nγ)
1/2−1 1306 (n,γ), (p,p′), (d,p), (pol d,p), (d,pγ), (d,d′), (d,t), (α,nγ)
9/2−1 1407 53 fs B(M1/E2→ 7/2−
1 ) = 0.10/13 W.u. (δ = 0.65), Coul.ex., (γ, γ′),(p,p′), (p,t), (d,p), (pol d,p), (d,pγ), (d,d′), (d,t), (3He,α), (α,nγ),(α,3nγ)
11/2−1 1431 68 fs B(E2→ 7/2−
1 ) = 31 W.u., Coul.ex., (γ, γ′), (p,p′), (p,t), (d,p),(pol d,p), (d,pγ), (d,d′), (3He,α), (α,nγ), (α,3nγ)
5/2−1 1555.5 0.19 ps B(M1/E2→ 7/2−
1 ) = 0.026/0.33 W.u. (δ = 0.23),B(M1→ 3/2−
1 ) = 0.021 W.u., (γ, γ′), (n,γ), (p,p′), (p,t), (d,p),(pol d,p), (d,pγ), (d,d′), (d,t), (α,nγ)
3/2+1 1556.4 (n,γ), (p,p′), (p,t), (d,t), (pol d,t), (3He,α), (α,nγ)
1/2+1 1608 (n,γ), (p,p′), (p,t), (d,p), (pol d,p), (d,pγ), (d,d′), (d,t), (pol d,t),
(3He,α), (α,nγ)9/2−
2 1739 63 fs B(M1/E2→ 7/2−1 ) = 0.046/3.7 W.u. (δ = 0.65), (γ, γ′), (p,p′),
(p,t), (d,p), (pol d,p), (d,pγ), (d,d′), (3He,α), (α,nγ)1/2+
2 1775 (n,γ), (p,p′), (p,t), (d,t), (pol d,t), (α,nγ)3/2+
2 1800 (n,γ), (p,p′), (d,d′), (pol d,t), (α,nγ)7/2−
2 1852 50 fs B(M1→ 7/2−1 ) < 0.067 W.u., B(E2→ 7/2−
1 ) > 2.2 W.u. (δ > 0.65),(γ, γ′), (p,p′), (p,t), (d,p), (pol d,p), (d,pγ), (d,d′), (α,nγ)
3/2−2 1853 M1/E2→ 3/2−
1 : δ ≈ 0.20, (n,γ), (p,p′), (p,t), (d,p), (pol d,p),(d,pγ), (d,d′), (α,nγ)
5/2−2 1911 67 fs B(M1/E2→ 7/2−
1 ) = 0.041/0.7 W.u. (δ = 0.33), (γ, γ′), (n,γ),(p,p′), (d,p), (pol d,p), (d,pγ), (d,d′), (α,nγ)
11/2−2 1988 M1/E2→ 9/2−
1 : δ = 0.14, (p,p′), (p,t), (3He,α), (α,nγ)5/2+
1 1996 < 0.1 ps B(E1→ 3/2−1 ) > 0.00013 W.u., (γ, γ′), (p,p′), (d,d′), (α,nγ)
1/2−2 2005 (n,γ), (d,p), (pol d,p), (d,pγ), (α,nγ)
9/2+1 2011 27 fs (γ, γ′), (p,p′), (α,nγ)
15/2−1 2019 (α,nγ), (α,3nγ), (18O,5nγ)
7/2−3 2036 (p,p′), (p,t), (α,nγ)
13/2−1 2067 (p,t), (d,d′)
11/2−3 2075 (p,p′), (d,p), (pol d,p), (d,pγ), (3He,α), (α,nγ), (α,3nγ)
7/2+1 2091 ≈ 30 fs B(E1→ 5/2−
1 ) = 0.0022 W.u., B(E1→ 9/2−1 ) = 0.011 W.u., (γ, γ′),
(p,p′), (p,t), (d,d′), (α,nγ)11/2−
4 2094 (α,nγ)3/2−
3 2126 M1/E2→ 3/2−1 : δ > 0.33, (n,γ), (d,p), (pol d,p), (d,pγ), (α,nγ)
9/2−3 2134 (p,p′), (d,d′), (α,nγ)
7/2+2 2174 (p,p′), (p,t), (α,nγ)
5/2−3 2187 (α,nγ)
7/2−4 2197 (d,p), (pol d,p), (d,pγ), (α,nγ)
11/2−5 2201 (d,t), (α,nγ)
5/2+2 2221 < 0.1 ps (γ, γ′), (p,t), (d,t), (α,nγ)
Landolt-BornsteinNew Series I/18B
5–118143
60Nd
83[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91P3, 97A, 98T, 99BNL]
13/2−2 2223 (p,p′), (α,nγ)
11/2+1 2242 (p,t), (p,p′), (3He,α), (α,nγ)
11/2−6 2249 (d,d′), (d,t), (α,nγ)
7/2−5 2284 (p,p′), (p,t), (α,nγ)
13/2−3 2295 (p,p′), (α,nγ)
11/2−7 2323 (α,nγ)
15/2+1 2359 (α,nγ), (α,3nγ)
3/2−4 2362 (n,γ), (d,p), (pol d,p), (d,pγ), (α,nγ)
17/2−1 2398 ≤ 0.3 ns B(M1→ 15/2−
1 ) > 0.0013 W.u., (α,nγ), (α,3nγ), (18O,5nγ)9/2−
4 2399 (α,nγ), (3He,α)3/2−
5 2420 (n,γ), (d,p), (pol d,p), (d,pγ), (α,nγ)5/2−
4 2433 (d,p), (pol d,p), (d,pγ), (α,nγ)9/2−
5 2443 (α,nγ)5/2−
5 2460 (p,p′), (d,p), (pol d,p), (d,pγ), (α,nγ)11/2−
8 2464 (α,nγ)17/2+
1 2483 (p,p′), (α,nγ)19/2−
1 2490 ≤ 0.3 ns B(M1→ 17/2−1 ) > 0.033 W.u., (p,p′), (α,nγ), (α,3nγ), (18O,5nγ)
7/2−6 2496 (γ, γ′), (d,p), (pol d,p), (d,pγ), (α,nγ)
7/2−7 2528 (p,p′), (α,nγ)
3/2−6 2530 (n,γ), (p,t), (d,p), (pol d,p), (d,pγ), (α,nγ)
5/2−6 2588 (α,nγ)
11/2−9 2590 (α,nγ)
3/2−7 2662 (n,γ), (d,p), (pol d,p), (d,pγ), (α,nγ)
3/2−8 2684 (n,γ), (d,p), (pol d,p), (d,pγ), (α,nγ)
3/2−9 2738 (n,γ), (3He,α)
13/2−4 2750 (p,t), (α,nγ)
13/2+2 2805 (p,p′), (p,t), (d,p), (pol d,p), (d,pγ), (3He,α), (α,nγ)
21/2+1 2911 0.48 ns B(E1→ 19/2−
1 ) = 6.9× 10−6 W.u., (α,nγ), (α,3nγ), (18O,5nγ)3/2−
10 2957 (n,γ), (d,p), (pol d,p), (d,pγ)3/2−
11 2999 (n,γ)3/2−
12 3013 (n,γ)21/2+
2 3024 ≤ 1.04 psB(E1→ 19/2−1 ) > 0.0016 W.u., (α,nγ), (α,3nγ), (18O,5nγ)
7/2−8 3040 (p,t)
7/2−9 3071 (γ, γ′), (p,t)
23/2+1 3085 7.6 ps B(M1→ 21/2+
1 ) = 0.30 W.u., (18O,5nγ)1/2+
3 3168 (n,γ), (d,p), (pol d,p), (d,pγ)25/2+
1 3457 48 ps B(M1/E2→ 23/2+1 ) = 0.008/0.5 W.u. (δ = 0.115), (α,3nγ),
(18O,5nγ)27/2+
1 4225 (α,3nγ), (18O,5nγ)29/2+
1 4636 (α,3nγ), (18O,5nγ)31/2+
1 5000 (18O,5nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]144
60Nd
845–119
0+1 0
2+1 697
?
4+1 1315
?
3−1 1511
?
?
2+2 1561
?
?
6+1 1791
?
0+2 2084
?
?
5−1 2093
?
?
?
3+1 2178
?
?
?
1−1 2186
?
?
?
?
2+3 2270
?
?
2+4 24474+2 2451
?
?
2+5 2527
?
?
?
2+6 2592
?
?
3−2 2605
?
?
3+2 2655
?
0+3 2675
?
0+4 2743
?
?
Jπn Sn = 7817 keV, Sp = 7969 keV, ∆ = −83758 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89T, 97A, 99BNL]
0+1 0 2.29 Py log ft = 6.53 (β− from 0−), HF=1.0 (α from 0+), Coul.ex., (n,γ),
(n,n′γ), (p,t), (d,p), (d,6Li), (t,p), (α,2nγ), (12C,12C′)2+1 697 4.51 ps B(E2→ 0+
1 ) = 17 W.u., log ft = 9.201u (β− from 0−), µ = 0.30 µn,Coul.ex., (n,γ), (n,n′γ), (p,t), (d,p), (d,6Li), (t,p), (α,2nγ), (12C,12C′)
4+1 1315 7.4 ps B(E2→ 2+
1 ) = 18.8 W.u., log ft = 8.548 (EC from 5−), (n,γ), (n,n′γ),(p,t), (d,p), (d,6Li), (t,p), (α,2nγ), (12C,12C′)
3−1 1511 E1/M2→ 2+
1 : δ = 0.12, log ft > 8.6 (β− from 3−), (n,γ), (n,n′γ),(p,t), (d,p), (t,p), (α,2nγ), (12C,12C′)
2+2 1561 log ft = 10.91u (β− from 0−), (n,γ), (n,n′γ), (p,t), (d,p), (t,p),
(α,2nγ)6+1 1791 log ft = 8.087 (EC from 5−), (n,γ), (n,n′γ), (p,t), (d,p), (t,p), (α,2nγ)0+2 2084 log ft = 8.69 (β− from 0−), (n,n′γ), (p,t), (t,p)5−1 2093 E1/M2→ 4+
1 : δ = +0.23, log ft = 8.63 (EC from 5−), (n,γ), (n,n′γ),(α,2nγ)
3+1 2178 M1/E2→ 4+
1 : δ = −0.84+0.17−0.92, (n,γ), (n,n
′γ)1−1 2186 E1/M2→ 2+
1 : δ = 0.01, log ft = 6.31 (β− from 0−), (n,γ), (n,n′γ),(d,p), (t,p)
2+3 2270 (n,n′γ)2+4 2447 (p,t), (d,p), (t,p)4+2 2451 M1/E2→ 4+
1 : δ = −1.3, (n,γ), (n,n′γ)2+5 2527 (n,γ)2+6 2592 (n,γ), (n,n′γ)3−2 2605 (n,γ), (n,n′γ), (d,p), (t,p)3+2 2655 (n,γ)0+3 2675 log ft = 8.03 (β− from 0−), (p,t)0+4 2743 log ft = 8.16 (β− from 0−), (t,p)
Landolt-BornsteinNew Series I/18B
5–120145
60Nd
85[Ref. p. 5–167
7/2−1 0
3/2−1 67
?
5/2−1 73
?
11/2−1 658
?
9/2−1 748
?
?
?
3/2−2 780
?
?
?
1/2−1 920
?
?
9/2−2 921
?
?
?
5/2−2 937
?
?
?
3/2+1 1085
?
?
13/2+1 1111
?
7/2−2 1150
?
?
?
9/2−3 1162
?
?
?
5/2−3 1250
?
?
?
5/2−4 1286
?
?
?
1/2+1 1326
?
3/2−3 1401
?
15/2−1 1401
?
?
13/2−1 1428
?
?
9/2−4 1527
?
?
?
?
?
3/2+2 1533
?
17/2+1 1710
?
?
1/2+2 1714
?
?
?
3/2−4 1745
?
?
?
?
5/2+1 1820
3/2−5 1885
?
?
?
?
1/2+3 1960
3/2−6 2004
?
?
?
17/2−1 2012
?
?
3/2−7 2036
?
?
17/2−2 2071
?
3/2−8 2107
?
?
5/2+2 2204
3/2−9 2270
?
?
?
?
21/2+1 2421
?
21/2−1 2534
?
5/2+3 2647
3/2−10 2703
?
?
5/2+4 2799
1/2+4 2826
25/2+1 3270
?
29/2+1 3962
?
Jπn Sn = 5755 keV, Sp = 7970 keV, ∆ = −81442 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93P, 97A, 99BNL]
7/2−1 0 stable log ft = 6.96 (β− from 7/2+), log ft = 7.81 (EC from 5/2+),
µ = −0.656 µn, Q = −0.33 barn, Coul.ex., (n,γ), (n,n′γ), (p,p′),(p,d), (d,p), (d,t), (pol d,t), (3He,α), (3He,αγ), (α,3He), (13C,4nγ)
3/2−1 67 29.4 ns B(E2→ 7/2−
1 ) = 29.2 W.u., log ft = 8.3 (EC from 5/2+), Coul.ex.,(n,γ), (n,n′γ), (p,p′), (p,d), (d,p), (d,t), (pol d,t)
5/2−1 73 0.72 ns B(M1→ 7/2−
1 ) = 0.0173 W.u., log ft = 9.36 (β− from 7/2+),log ft = 8.1 (EC from 5/2+), µ = −0.320 µn, Coul.ex., (n,γ), (n,n′γ),(d,t), (pol d,t), (3He,αγ), (13C,4nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]145
60Nd
855–121
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93P, 97A, 99BNL]
11/2−1 658 Coul.ex., (n,n′γ), (p,p′), (p,d), (d,p), (pol d,t) (d,t) (3He,αγ), (α,3He),
(13C,4nγ)9/2−
1 748 3.7 ps B(M1/E2→ 7/2−1 ) = 0.0027/4.7 W.u. (δ = +1.3),
B(M1/E2→ 11/2−1 ) = 0.0029/2.0× 103 W.u.,
B(E2→ 5/2−1 ) = 11 W.u., log ft = 8.06 (β− from 7/2+), Coul.ex.,
(n,n′γ), (p,p′), (p,d), (d,p), (d,t), (pol d,t), (3He,α), (3He,αγ),(α,3He), (13C,4nγ)
3/2−2 780 0.9 ps B(E2→ 7/2−
1 ) = 8.7W.u., Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,d), (d,p),(d,t), (pol d,t), (3He,αγ)
1/2−1 920 (n,γ), (n,n′γ), (p,d), (d,p), (d,t), (pol d,t)
9/2−2 921 0.73 ps B(M1/E2→ 7/2−
1 ) = 0.016/6.1 W.u. (δ = 0.75),B(E2→ 5/2−
1 ) = 13 W.u., log ft = 8.44 (β− from 7/2+), Coul.ex.,(n,n′γ), (p,p′), (3He,αγ)
5/2−2 937 (n,n′γ), (d,p), (d,t), (pol d,t), (α,3He)
3/2+1 1085 (n,n′γ), (p,d), (d,t), (pol d,t)
13/2+1 1111 (p,p′), (d,p), (d,t), (pol d,t), (3He,α), (3He,αγ), (α,3He), (13C,4nγ)
7/2−2 1150 log ft = 7.98 (β− from 7/2+), (n,n′γ), (d,p)
9/2−3 1162 M1/E2→ 7/2−
1 : δ = −0.87+0.48−0.83, log ft = 9.25 (β− from 7/2+),
Coul.ex., (n,n′γ), (p,p′)5/2−
3 1250 log ft = 9.2 (β− from 7/2+), (n,γ), (n,n′γ), (p,p′), (d,p), (d,t),(pol d,t), (α,3He)
5/2−4 1286 log ft = 9.68 (β− from 7/2+), (n,γ), (n,n′γ), (d,p)
1/2+1 1326 (n,n′γ), (p,d), (d,t), (pol d,t)
3/2−3 1400.9 (n,n′γ), (d,p)
15/2−1 1401.3 E1/(M2)→ 13/2+
1 : δ = −0.05, (n,n′γ), (13C,4nγ)13/2−
1 1428 (13C,4nγ)9/2−
4 1527 log ft = 7.88 (β− from 7/2+), (n,n′γ), (d,p), (α,3He)3/2+
2 1533 (d,t), (pol d,t), (3He,α), (3He,αγ)17/2+
1 1710 E1/(M2)→ 15/2−1 : δ = −0.12, (13C,4nγ)
1/2+2 1714 (n,γ), (p,d), (d,t), (pol d,t)
3/2−4 1745 (n,γ), (d,p)
5/2+1 1820 (d,t), (pol d,t)
3/2−5 1885 (n,γ), (d,p)
1/2+3 1960 (d,t), (pol d,t)
3/2−6 2004 (n,γ), (n,n′γ), (d,p)
17/2−1 2012 M1/E2→ 15/2−
1 : δ = −0.11, (n,n′γ), (13C,4nγ)3/2−
7 2036 (n,γ)17/2−
2 2071 (n,n′γ), (13C,4nγ)3/2−
8 2107 (n,γ)5/2+
2 2204 (p,d), (d,t), (pol d,t)3/2−
9 2270 (n,γ), (n,n′γ), (d,p)21/2+
1 2421 (13C,4nγ)21/2−
1 2534 (13C,4nγ)5/2+
3 2647 (p,d), (d,t), (pol d,t)3/2−
10 2703 (n,γ)5/2+
4 2799 (d,t), (pol d,t)1/2+
4 2826 (d,t), (pol d,t)25/2+
1 3270 (13C,4nγ)29/2+
1 3962 (13C,4nγ)
Landolt-BornsteinNew Series I/18B
5–122146
60Nd
86[Ref. p. 5–167
0+1 02+1 454
?
0+2 915
?
4+1 1042
?
3−1 1190
?
?
2+2 1303
?
?
1−1 1377
?
?
2+3 1471
?
?
5−1 1518
?
?
0+3 1603
?
0+4 1697
?
4+2 1745
?
?
?
3+1 1777
?
?
?
6+1 1780
?
?
2+4 1787
?
?
?
2+5 1905
?
?
?
4+3 1919
?
?
?
?
2+6 1978
?
?
?
?
?
?
4+4 1989
?
?
?
?
7−1 2029
?
?
3−2 2073
?
?
2+7 2119
?
?
2+8 2144
?
?
?
?
?
3−3 2166
?
?
?
?
2+9 2197
?
2+10 2208
?
3+2 2220
?
?
?
?
3−4 2232
?
2+11 2266
?
?
2+12 2286
?
?
7−2 2336
?
?
3−5 2336
?
4+5 2435
?
?
2+13 2437
?
?
2+14 2457
?
?
?
8+1 2475
?
?
2+16 2553
?
?
3+3 2562
?
2+17 2575
?
8+2 2594
?
?
0+5 2611
?
?
1−5 2681
?
?
9−1 2706
?
?
1−6 2757
?
?
?
1−7 2830
?
?
2+19 2855
?
?
?
3−7 2929
?
2+21 2971
?
?
?
?
?
2+22 3043
?
9−2 3109
?
?
10+1 3124
?
?
10−1 3246
?
?
1+1 3276
?
?
10+2 3320
?
?
3−11 3369
?
?
?
?
11−1 3405
?
?
?
1+2 3411
?
?
11−2 3501
?
?
1−10 3534
?
?
?
2+36 3709
?
?
1−11 3751
?
?
12+1 3902
?
?
12−1 3958
?
12+2 3994
?
?
Jπn Sn = 7565 keV, Sp = 8588 keV, ∆ = −80936 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]146
60Nd
865–123
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97P, 97A, 99BNL]
0+1 0 stable log ft = 9.261u (β− from (2)−), Coul.ex., (γ, γ′), (e,e′), (n,γ), (n,n′γ),
(n,α), (p,p′), (p,t), (d,d′), (t,p), (α, α′4nγ), (13C,3nγ)2+1 454 21.6 ps B(E2→ 0+
1 ) = 29.3 W.u., log ft = 7.93 (β− from (2)−),log ft = 9.40 (EC from 3−), µ = +0.58 µn, Q = −0.78 barn,Coul.ex., (γ, γ′), (e,e′), (n,γ), (n,n′γ), (n,α), (p,p′), (p,t), (d,d′), (t,p),(α, α′4nγ), (13C,3nγ)
0+2 915 log ft > 11.21u (β− from (2)−), (p,p′), (d,d′)4+1 1042 4.0 ps B(E2→ 2+
1 ) = 43 W.u., log ft > 11.11u (β− from (2)−),log ft = 10.42 (EC from 3−), Coul.ex., (n,γ), (n,n′γ), (n,α), (p,p′),(p,t), (d,d′), (t,p), (α, α′4nγ), (13C,3nγ)
3−1 1190 0.62 ps B(E1→ 2+
1 ) = 0.00099 W.u., log ft = 8.94 (β− from (2)−),log ft = 8.53 (EC from 3−), Coul.ex., (n,γ), (n,n′γ), (n,α), (p,p′),(p,t), (d,d′), (t,p), (α, α′4nγ), (13C,3nγ)
2+2 1303 log ft ≈ 9.3 (β− from (2)−), (p,t)1−1 1377 64 fs log ft = 8.13 (β− from (2)−), (γ, γ′), (n,γ), (n,n′γ), (n,α), (p,p′),
(p,t), (d,d′)2+3 1471 ≈ 0.3 ps M1/E2→ 2+
1 : δ = +5.2+1.6−1.0, log ft = 8.62 (β− from (2)−), (γ, γ′),
(n,γ), (n,n′γ), (n,α), (p,p′), (p,t), (d,d′)5−1 1518 (n,γ), (n,n′γ), (n,α), (p,p′), (p,t), (d,d′), (t,p), (α, α′4nγ), (13C,3nγ)0+3 1603 (n,n′γ), (p,t)0+4 1697 log ft = 9.831u (β− from (2)−), (p,p′), (p,t), (d,d′), (t,p)4+2 1745 M1/E2→ 4+
1 : δ = −0.23, (n,γ), (n,n′γ), (n,α), (p,p′), (p,t), (d,d′),(t,p)
3+1 1777 E1/(M2)→ 3−
1 : δ = −0.7, M1/E2→ 4+1 : δ = −22,
M1/E2→ 2+1 : δ = −16, log ft ≈ 9.2 (β− from (2)−), (n,γ), (n,n′γ),
(p,t)6+1 1780 (p,p′), (d,d′), (α, α′4nγ), (13C,3nγ)2+4 1787 M1/E2→ 2+
1 : δ = −0.59+0.1−0.12, log ft = 8.54 (β− from (2)−), (γ, γ′),
(n,γ), (n,n′γ), (p,p′), (p,t), (d,d′)2+5 1905 M1/E2→ 2+
1 : δ = −0.37, log ft = 7.79 (β− from (2)−), (n,α), (n,γ),(n,n′γ), (p,t)
4+3 1919 (n,γ), (n,n′γ), (n,α), (p,p′), (d,d′)2+6 1978 M1/E2→ 2+
4 : δ = +0.03, E1/(M2)→ 3−1 : δ = +0.06,
M1/E2→ 2+1 : δ = +0.17, log ft = 6.70 (β− from (2)−), (n,γ), (n,n′γ),
(p,p′), (p,t), (d,d′), (t,p)4+4 1989 M1/E2→ 4+
1 : δ = −0.14, (n,γ), (n,n′γ), (p,p′), (p,t), (d,d′)1−2 2027 (p,p′), (d,d′)7−1 2029 (α, α′4nγ), (13C,3nγ)5−2 2069 (p,p′), (d,d′)3−2 2073 (n,γ), (n,n′γ), (p,t), (t,p)2+7 2119 (n,γ), (n,n′γ)2+8 2144 (n,n′γ), (p,t)3−3 2166 (n,γ), (n,n′γ), (p,t)2+9 2197 M1/E2→ 2+
1 : δ = +2.9, (n,γ), (n,n′γ), (p,p′), (p,t), (d,d′)2+10 2208 (n,n′γ), (p,p′), (d,d′), (t,p)3+2 2220 (n,γ), (n,n′γ)1−3 2225 (p,p′), (d,d′)3−4 2232 (n,γ), (n,n′γ), (p,t)2+11 2266 log ft ≈ 8.5 (β− from (2)−), (n,n′γ), (p,t), (t,p)
Landolt-BornsteinNew Series I/18B
5–124146
60Nd
86[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97P, 97A, 99BNL]
1−4 2269 (p,p′), (d,d′)2+12 2286 (n,γ), (n,n′γ), (p,t)7−2 2335.5 (13C,3nγ)3−5 2335.6 E1/(M2)→ 2+
1 : δ = −0.02, (n,n′γ), (p,p′), (p,t), (d,d′), (t,p)4+5 2435 M1/E2→ 3+
1 : δ = +0.61, (n,γ), (n,n′γ)2+13 2437 (n,γ), (n,n′γ), (p,t)2+14 2457 (n,n′γ), (p,p′), (d,d′)8+1 2475 (α, α′4nγ), (13C,3nγ)2+15 2529 (n,γ), (p,t)2+16 2553 E1/M2→ 3−
1 : δ = +0.45, (n,γ), (n,n′γ), (p,p′), (p,t), (d,d′), (t,p)3+3 2562 M1/E2→ 2+
1 : δ < +0.06, (n,γ), (n,n′γ)5−3 2570 (p,p′), (d,d′)2+17 2575 (n,γ), (γ, γ′), (p,t)2+18 2587 (γ, γ′), (p,t)8+2 2594 (13C,3nγ)0+5 2611 (n,n′γ), (p,p′), (p,t), (d,d′)4+6 2623 (p,p′), (p,t), (d,d′)1−5 2681 0.08 ps log ft = 7.47 (β− from (2)−), (γ, γ′), (n,n′γ), (t,p)9−1 2706 (α, α′4nγ), (13C,3nγ)0+6 2729 (p,t), (t,p)5−4 2750 (n,γ), (p,p′), (p,t), (d,d′)1−6 2757 5.3 fs (γ, γ′), (n,n′γ)0+7 2820 (p,p′), (p,t), (d,d′)1−7 2830 67 fs (γ, γ′)2+19 2855 (n,n′γ), (p,t)3−6 2856 (p,t)2+20 2871 (n,γ), (p,p′), (p,t), (d,d′)5−5 2916 (p,p′), (d,d′)3−7 2929 (n,γ), (p,t)4+7 2932 (p,p′), (d,d′)0+8 2945 (p,p′), (p,t), (d,d′)2+21 2971 log ft = 7.2 (β− from (2)−), (n,γ), (p,p′), (p,t), (d,d′)3−8 2997 (n,γ), (p,t)5−6 3005 (p,p′), (d,d′)3−9 3014 (n,γ), (p,p′), (d,d′)0+9 3028 (p,t), (t,p)2+22 3043 (n,γ), (p,t)2+23 3091 (n,γ), (p,p′), (p,t), (d,d′)2+24 3102 (p,p′), (d,d′)9−2 3109 (13C,3nγ)10+
1 3124 (α, α′4nγ), (13C,3nγ)1−8 3126 (p,p′), (p,t), (d,d′)4+8 3148 (p,p′), (p,t), (d,d′)4+9 3161 (p,p′), (d,d′)2+25 3172 (n,γ), (p,t)4+10 3208 (p,p′), (d,d′)2+26 3220 (p,t)2+27 3230 (n,γ), (p,t)2+28 3236 (p,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]146
60Nd
865–125
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97P, 97A, 99BNL]
10−1 3246 (13C,3nγ)
3−10 3248 (p,p′), (d,d′)1+1 3276 22 fs (γ, γ′)2+29 3283 (p,p′), (p,t), (d,d′)4+11 3310 (p,p′), (d,d′)10+
2 3320 (13C,3nγ)2+30 3329 (p,t)3−11 3369 log ft = 6.7 (β− from (2)−), (p,t)1−9 3389 (p,t)11−
1 3405 (α, α′4nγ), (13C,3nγ)1+2 3411 8.4 fs (γ, γ′)5−7 3434 (p,p′), (d,d′)2+31 3443 (p,t)4+12 3455 (γ, γ′), (p,p′), (p,t), (d,d′)3−12 3468 (p,t)4+13 3472 (p,p′), (d,d′)2+32 3481 (p,p′), (p,t), (d,d′)11−
2 3501 (α, α′4nγ), (13C,3nγ)5−8 3503 (p,p′), (d,d′)3−13 3521 (p,t)1−10 3534 log ft ≈ 6.8 (β− from (2)−), (p,t)2+33 3546 (p,p′), (p,t), (d,d′)5−9 3558 (p,p′), (p,t), (d,d′)2+34 3569 (p,t)2+35 3583 (p,p′), (d,d′)4+14 3601 (p,t)5−10 3610 (p,p′), (p,t), (d,d′)5−11 3667 (p,p′), (p,t), (d,d′)2+36 3709 45 fs log ft > 6.6 (β− from (2)−), (γ, γ′), (p,t)2+37 3727 (p,t)3−14 3742 (p,t)1−11 3751 16 fs (γ, γ′), (p,t)3−15 3810 (p,t)12+
1 3902 (13C,3nγ)3−16 3922 (p,t)12−
1 3958 (13C,3nγ)12+
2 3994 (13C,3nγ)13−
1 4028 (α, α′4nγ), (13C,3nγ)2+38 4168 (p,t)3−17 4179 (p,t)2+39 4196 (p,t)2+40 4212 (p,t)1−12 4243 (p,t)2+41 4256 (p,t)13−
2 4295 (13C,3nγ)4+15 4404 (p,t)3−18 4442 (p,t)4+16 4545 (p,t)14+
1 4694 (13C,3nγ)
Landolt-BornsteinNew Series I/18B
5–126146
60Nd
86[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97P, 97A, 99BNL]
14+2 4696 (13C,3nγ)
3−19 4738 (p,t)3−20 4755 (p,t)15−
1 4761 (13C,3nγ)2+42 4765 (p,t)14−
1 4787 (13C,3nγ)4+17 4899 (p,t)3−21 4982 (p,t)15−
2 5058 (13C,3nγ)15+
1 5161 (13C,3nγ)16+
1 5363 (13C,3nγ)16+
2 5461 (13C,3nγ)17−
1 5559 (13C,3nγ)16−
1 5612 (13C,3nγ)18+
1 5900 (13C,3nγ)19−
1 6203 (13C,3nγ)20+
1 6514 (13C,3nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]147
60Nd
875–127
5/2−1 0
7/2−1 50
?
5/2−2 128
?
?
1/2−1 215
?
?
3/2−1 315
?
?
?
?
3/2−2 464
?
?
?
?
5/2−3 517
?
?
?
?
7/2−2 581
?
?
1/2−2 605
?
?
?
3/2−3 631
?
?
?
?
?
?
3/2+1 769
?
?
?
?
?
3/2−4 957
?
?
?
1/2−3 1041
?
?
?
3/2+2 1112
?
?
?
3/2+3 1264
?
?
?
?
?
3/2+4 1311
?
?
?
?
?
?
?
?
1/2+1 1353
3/2+5 1398
?
?
?
1/2+2 1445
?
?
3/2−5 1550
?
?
1/2+3 1673
1/2+4 2018
1/2+5 2424
?
?
Jπn Sn = 5292 keV, Sp = 8660 keV, ∆ = −78156 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–128147
60Nd
87[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92M, 97A, 99BNL]
5/2−1 0 10.98 d µ = +0.578 µn, Q = +0.9 barn, (n,γ), (d,p), (d,t), (pol d,t), (3He,α)
7/2−1 50 2.5 ns B(M1/E2→ 5/2−
1 ) = 0.0058/19 W.u. (δ = 0.12),log ft = 7.9 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t), (3He,α)
5/2−2 128 ≤ 0.8 ns B(M1→ 7/2−
1 ) > 0.011 W.u., B(E2→ 7/2−1 ) > 57 W.u. (δ = 0.28),
B(M1→ 5/2−1 ) > 0.00054 W.u, log ft = 7.1 (β− from (3/2+)), (n,γ),
(d,p), (d,t), (pol d,t), (3He,α)1/2−
1 215 5.8 ns B(E2→ 5/2−2 ) = 88 W.u., B(E2→ 5/2−
1 ) = 0.14 W.u.,log ft = 7.1 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t)
3/2−1 315 log ft = 6.81 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t)
3/2−2 464 log ft = 7.55 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t)
5/2−3 517 log ft = 7.78 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t), (3He,α)
7/2−2 581 log ft = 8.08 (β− from (3/2+)), (d,p), (d,t), (pol d,t), (3He,α)
1/2−2 605 < 0.8 ns (n,γ), (d,p), (d,t), (pol d,t)
3/2−3 631 log ft = 7.94 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t)
3/2+1 769 log ft = 6.36 (β− from (3/2+)), (n,γ), (d,p), (d,t), (pol d,t), (3He,α)
3/2−4 957 (n,γ), (d,p), (d,t), (pol d,t)
1/2−3 1041 (n,γ), (d,p), (d,t), (pol d,t)
3/2+2 1112 (n,γ), (d,p), (d,t), (pol d,t) (3He,α)
3/2+3 1264 log ft = 6.61 (β− from (3/2+)), (d,p), (d,t), (pol d,t)
3/2+4 1311 log ft = 6.15 (β− from (3/2+)), (n,γ), (d,t), (pol d,t)
1/2+1 1353 (d,t), (pol d,t)
3/2+5 1398 log ft = 6.94 (β− from (3/2+)), (n,γ), (d,t), (pol d,t), (3He,α)
1/2+2 1445 (n,γ), (d,t), (pol d,t)
3/2−5 1550 (n,γ) (d,p), (d,t), (pol d,t)
1/2+3 1673 (d,t), (pol d,t)
1/2+4 2018 (d,t), (pol d,t)
1/2+5 2424 log ft = 5.56 (β− from (3/2+)), (d,t), (pol d,t)
1/2+6 2593 (d,t), (pol d,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]148
60Nd
865–129
0+1 0
2+1 302
?
4+1 752
?
0+2 917
?
0+3 970
3−1 999
?
?
1−1 1023
?
?
2+2 1171
?
?
?
?
?
5−1 1242
?
2+3 1249
?
?
?
6+1 1280
?
3+1 1512
?
?
0+4 1600
7−1 1645
?
?
2+4 1660
?
?
?
?
3+2 1729
?
?
8+1 1857
?
?
3+3 1859
?
?
2+5 2074
?
?
?
?
?
?
9−1 2132
?
?
10+1 2472
?
?
11−1 2677
?
?
Jπn Sn = 7333 keV, Sp = 9230 keV, ∆ = −77418 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–130148
60Nd
86[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [90P, 97A, 99BNL]
0+1 0 stable log ft ≈ 7.1 (β− from 1−), Coul.ex., (n,n′γ), (p,t), (d,d′), (t,p),
(α,α2n′γ)2+1 302 78.0 ps B(E2→ 0+
1 ) = 60.0 W.u., log ft ≈ 7.0 (β− from 1−), µ = 0.64 µn,Q = −0.67 barn, Coul.ex., (n,n′γ), (p,t), (d,d′), (t,p), (α,α2n′γ)
4+1 752 7.03 ps B(E2→ 2+
1 ) = 92 W.u., log ft = 6.6 (β− from (4)), Coul.ex., (n,n′γ),(d,d′), (α,α2n′γ)
0+2 917 3.3 ps log ft ≈ 8.1 (β− from 1−), (n,n′γ), (t,p)0+3 ≈ 970 (p,t)3−1 999 log ft = 6.5 (β− from (4)), Coul.ex., (n,n′γ), (d,d′), (t,p), (α,α2n′γ)1−1 1023 log ft ≈ 7.7 (β− from 1−), (n,n′γ), (d,d′)2+2 1171 0.75 ps M1/E2→ 2+
1 : δ = +8+12−2 , log ft ≈ 7.7 (β− from 1−), Coul. ex.,
(n,n′γ), (d,d′), (t,p)5−1 1242 E1/(M2)→ 4+
1 : δ = +0.03, (n,n′γ), (d,d′), (α,α2n′γ)2+3 1249 0.74 ps log ft ≈ 8.0 (β− from 1−), Coul.ex., (n,n′γ)6+1 1280 (n,n′γ), (α,α2n′γ)3+1 1512 log ft ≈ 8.3 (β− from 1−), (n,n′γ)0+4 ≈ 1600 (p,t)7−1 1645 (α,α2n′γ)2+4 1660 log ft ≈ 6.9 (β− from 1−), (n,n′γ)3+2 1729 M1/E2→ 4+
1 : δ = 0.00+0.13−0.14, M1/E2→ 2+
1 : δ = +0.37, (n,n′γ)8+1 1857 (n,n′γ), (α,α2n′γ)3+3 1859 log ft = 6.7 (β− from (4)), (d,d′), (t,p)2+5 2074 M1/E2→ 2+
1 : δ = −0.03+0.25−0.28, log ft ≈ 6.7 (β− from 1−)
9−1 2132 (α,α2n′γ)10+
1 2472 (α,α2n′γ)11−
1 2677 (α,α2n′γ)2+6 ≈ 3650 (p,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]150
60Nd
905–131
0+1 0
2+1 130
?
4+1 381
?
0+2 675
?
6+1 720
?
2+2 851
?
?
?
?
1−1 853
?
?
3−1 935
?
?
2+3 1062
?
?
?
5−1 1129
?
?
8+1 1130
?
4+2 1138
?
?
?
?
?
4+3 1353
?
?
4+4 1435
?
3−2 14823−3 15193−4 1545
?
3−5 1580
10+1 1599
?
4+5 16483−6 16870+3 1738
?
4+6 1782
3−7 18664+7 18854+8 19064+9 1921
3−8 19884+10 20332+4 2069
?
?
?
?
?
Iπn Sn = 7380 keV, Sp = 9995 keV, ∆ = −73694 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–132150
60Nd
90[Ref. p. 5–167
Iπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95M, 97A, 99BNL]
0+1 0 21 Ey log ft = 6.0 (β− from (1)−), Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (p,p′),
(d,d′), (d,d′γ), (d,6Li), (t,p)2+1 130 1.492 ns B(E2→ 0+
1 ) = 115 W.u., log ft = 5.92 (β− from (1)−),µ = +0.644 µn, Q = −2.0 barn, Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (p,p′),(d,d′), (d,d′γ), (d,6Li), (t,p)
4+1 381 63 ps B(E2→ 2+
1 ) = 175 W.u., log ft = 7.45 (β− from (1)−), µ = +1.28 µn,Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′), (d,d′γ), (d,6Li)
0+2 675 5.5 ps B(E2→ 2+
1 ) = 44.8 W.u., log ft = 6.88 (β− from (1)−), Coul.ex.,(n,n′γ), (p,p′), (d,d′), (d,d′γ), (d,6Li), (t,p)
6+1 720 12.6 ps B(E2→ 4+
1 ) = 212 W.u., Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′),(d,d′γ), (d,6Li)
2+2 851 4.6 ps B(E2→ 4+
1 ) = 20 W.u., B(E2→ 2+1 ) = 7.1 W.u.,
B(E2→ 0+1 ) = 0.51 W.u., log ft = 6.61 (β− from (1)−),
Coul.ex., (t,p), (e,e′), (d,6Li), (n,n′γ), (d,d′γ)1−1 853 log ft = 6.85 (β− from (1)−), Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (p,p′),
(d,d′), (d,d′γ)3−1 935 log ft = 7.0 (β− from (1)−), Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′),
(d,d′γ), (d,6Li)2+3 1062 1.47 ps B(E2→ 4+
1 ) = 1.7 W.u., B(E2→ 2+1 ) = 5.7 W.u. (δ > 1.5),
B(E2→ 0+1 ) = 3 W.u., log ft = 6.95 (β− from (1)−),
Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′), (d,d′γ), (d,6Li)5−1 1129 Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′), (d,d′γ)8+1 1130 4.4 ps B(E2→ 6+
1 ) = 236 W.u., Coul.ex., (n,n′γ), (d,6Li)4+2 1138 Coul.ex., (n,n′γ), (d,d′γ), (d,6Li)4+3 1353 Coul.ex., (e,e′), (n,n′γ), (p,p′), (d,d′), (d,d′γ), (d,6Li)4+4 1435 log ft = 7.16 (β− from (1)−), Coul.ex., (e,e′), (p,p′), (d,d′)3−2 1482 (e,e′), (p,p′), (d,d′), (d,6Li)3−3 1519 (e,e′), (n,n′γ), (p,p′), (d,d′)3−4 1545 log ft = 7.11 (β− from (1)−), (e,e′), (n,n′γ), (p,p′), (d,d′)3−5 1580 (e,e′), (n,n′γ), (p,p′), (d,d′)10+
1 1599 Coul.ex.4+5 1648 (e,e′), (p,p′), (d,d′)3−6 1687 (e,e′), (p,p′), (d,d′)0+3 1738 log ft = 7.46 (β− from (1)−), (e,e′), (p,p′), (d,d′)4+6 1782 (p,p′), (d,d′)3−7 1866 (e,e′), (p,p′), (d,d′)4+7 1885 (e,e′), (p,p′), (d,d′)4+8 1906 (e,e′), (p,p′), (d,d′)4+9 1921 (p,p′), (d,d′)3−8 1988 (e,e′), (p,p′), (d,d′)4+10 2033 (p,p′), (d,d′)2+4 2069 log ft = 5.88 (β− from (1)−), (p,p′), (d,d′)3−9 2077 (p,p′), (d,d′)3−10 2090 (p,p′), (d,d′)3−11 2109 (p,p′), (d,d′)4+11 2129 (p,p′), (d,d′)4+12 2174 (p,p′), (d,d′)2+5 2194 (p,p′), (d,d′)4+13 2206 (p,p′), (d,d′)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]150
60Nd
905–133
Iπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [95M, 97A, 99BNL]
2+6 2223 (p,p′), (d,d′), (d,6Li)2+7 2242 (p,p′), (d,d′)3−12 2328 (p,p′), (d,d′)2+8 2384 (p,p′), (d,d′)1−2 2414 18 fs (γ, γ′)4+14 2441 (p,p′), (d,6Li)4+15 2475 (p,p′), (d,d′)4+16 2528 (p,p′), (d,d′)4+17 2563 (p,p′), (d,d′)5−2 2596 (p,p′), (d,d′)4+18 2638 (p,p′), (d,d′)4+19 2652 (p,p′), (d,d′)4+20 2681 (p,p′), (d,d′)1+1 2681 38 fs (γ, γ′)4+21 2707 (p,p′), (d,d′)4+22 2737 (p,p′), (d,d′)4+23 2755 (p,p′), (d,d′)4+24 2789 (p,p′), (d,d′)3−13 2818 (p,p′), (d,d′)3−14 2836 (p,p′), (d,d′)3−15 2880 (p,p′), (d,d′)4+25 2895 (p,p′), (d,d′)1+2 2895 27 fs (γ, γ′)4+26 2925 (p,p′), (d,d′)2+9 2961 (p,p′), (d,d′)4+27 3039 (p,p′), (d,d′)1+3 3058 8.4 fs (γ, γ′)3−16 3069 (p,p′), (d,d′)4+28 3085 (p,p′), (d,d′)1+4 3096 17 fs (γ, γ′)1+5 3103 20 fs (γ, γ′)2+10 3112 (p,p′), (d,d′)4+29 3252 (p,p′), (d,d′)4+30 3301 (p,p′), (d,d′)3−17 3315 (p,p′), (d,d′)
Landolt-BornsteinNew Series I/18B
5–134150
60Nd
90[Ref. p. 5–167
00+0gsb
IπKn E [keV]
1302+0gsb
?
6750+01
8512+01
11384+01
?
?
8531−01
9353−01
11295−01
10622+21
13534+21
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]143
61Pm
825–135
5/2+1 0
7/2+1 272
?
11/2−1 960
?
?
3/2+1 1057
?
1/2+1 1173
?
3/2+2 1403
?
9/2+1 1456
?
?
11/2+1 1664
?
1/2+2 1753
?
15/2+1 1898
?
13/2−1 1951
?
?
13/2−2 2060
?
17/2+1 2288
?
15/2−1 2437
?
?
17/2−1 2882
?
19/2−1 2930
?
?
21/2−1 3013
?
19/2−2 3076
?
?
?
21/2−2 3377
?
?
?
Jπn Sn = 9970 keV, Sp = 4298 keV, ∆ = −82970 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [91P3, 97A, 99BNL]
5/2+1 0 265 d log ft = 4.9 (EC from 3/2+), µ = +3.8 µn, HF=0.5 (α from 5/2+),
(p,2nγ), (d,2nγ), (d,3He), (3He,d), (α,2nγ)7/2+
1 272 1.06 ns B(M1→ 5/2+1 ) = 0.00094 W.u., B(E2→ 5/2+
1 ) < 0.17 W.u.(δ < 0.15), log ft ≥ 7.8 (EC from 3/2+), (p,2nγ), (d,2nγ), (d,3He),(3He,d), (α,2nγ)
11/2−1 960 24.0 ns B(M2→ 7/2+
1 ) = 0.24 W.u., B(E3→ 5/2+1 ) = 10.2 W.u.,
log ft = 6.6 (EC from 11/2−), µ = +6.8 µn, (p,2nγ), (d,2nγ), (d,3He),(3He,d), (α,2nγ)
3/2+1 1057 log ft = 5.8 (EC from 3/2+), (p,2nγ), (d,2nγ), (d,3He), (3He,d),
(α,2nγ)1/2+
1 1173 log ft = 6.4 (EC from 3/2+), (p,2nγ), (d,3He), (3He,d), (α,2nγ)3/2+
2 1403 log ft = 6.4 (EC from 3/2+), (p,2nγ), (d,3He), (3He,d),9/2+
1 1456 (p,2nγ), (d,2nγ), (α,2nγ)11/2+
1 1664 (p,2nγ), (d,2nγ), (α,2nγ)1/2+
2 1753 log ft = 7.7 (EC from 3/2+), (3He,d)15/2+
1 1898 10.5 ns B(E2→ 11/2+1 ) = 1.45 W.u., µ = +7.7 µn, (p,2nγ), (d,2nγ), (α,2nγ)
13/2−1 1951 (p,2nγ), (d,2nγ), (3He,d), (α,2nγ)
13/2−2 2060 (p,2nγ), (d,2nγ), (α,2nγ)
17/2+1 2288 (p,2nγ), (d,2nγ), (α,2nγ)
15/2−1 2437 (p,2nγ), (d,2nγ), (α,2nγ)
17/2−1 2882 (p,2nγ), (d,2nγ), (α,2nγ)
19/2−1 2930 (p,2nγ), (d,2nγ), (α,2nγ)
21/2−1 3013 (p,2nγ), (d,2nγ), (α,2nγ)
19/2−2 3076 (M1/E2)→ 17/2−
1 : δ = +0.11, (d,2nγ), (α,2nγ)21/2−
2 3377 M1/E2→ 19/2−2 : δ = −0.27, (α,2nγ)
Landolt-BornsteinNew Series I/18B
5–136145
61Pm
84[Ref. p. 5–167
5/2+1 0
7/2+1 61
?
3/2+1 492
?
?
7/2+2 670
?
?
9/2+1 714
?
1/2+1 727
?
9/2+2 750
?
?
11/2−1 795
?
?
?
5/2+2 824
?
?
?
11/2+1 837
?
?
7/2+3 884
?
?
1/2+2 1057
?
9/2−1 1102
?
?
?
?
11/2+2 1207
?
?
?
?
13/2+1 1347
?
?
7/2−1 1385
?
13/2+2 1397
?
?
13/2+3 1494
?
15/2+1 1502
?
?
Jπn Sn = 7927 keV, Sp = 4812 keV, ∆ = −81279 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93P, 97A, 99BNL]
5/2+1 0 17.7 y log ft = 8.91 (EC from 7/2−), (p,nγ), (p,2nγ), (3He,d),
7/2+1 61 2.64 ns B(M1→ 5/2+
1 ) = 0.0356 W.u. (δ < 0.045),log ft = 7.79 (EC from 7/2−), (p,nγ), (p,2nγ), (3He,d),
3/2+1 492 log ft = 9.451u (EC from 7/2−), (p,nγ), (p,2nγ), (3He,d),
7/2+2 670 M1/E2→ 5/2+
1 : δ = 0.44, (p,nγ), (p,2nγ)9/2+
1 714 M1/E2→ 7/2+1 : δ = 0.63, (p,nγ), (p,2nγ)
1/2+1 727 (p,2nγ), (3He,d)
9/2+2 750 (p,nγ), (p,2nγ)
11/2−1 795 17.1 ns B(M2→ 7/2+
1 ) ≤ 0.30 W.u., B(E3→ 5/2+1 ) ≤ 13 W.u., (p,nγ),
(p,2nγ), (3He,d),5/2+
2 824 (p,2nγ)11/2+
1 837 (p,nγ), (p,2nγ)7/2+
3 884 M1/E2→ 5/2+1 : δ = 1.1, (p,nγ), (p,2nγ)
1/2+2 1057 (p,2nγ), (3He,d),
9/2−1 1102 M1/E2→ 11/2−
1 : δ = 0.34, (p,nγ), (p,2nγ)11/2+
2 1207 M1/E2→ 9/2+2 : δ = 0.07, (p,nγ), (p,2nγ)
13/2+1 1347 (p,nγ), (p,2nγ)
7/2−1 1385 (p,2nγ), (3He,d)
13/2+2 1397 (p,nγ), (p,2nγ)
13/2+3 1494 (p,nγ), (p,2nγ)
15/2+1 1502 (p,2nγ)
1/2+3 1716 (3He,d)
1/2+4 1978 (3He,d)
1/2+5 2112 (3He,d)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]147
61Pm
865–137
7/2+1 0
5/2+1 91
?
9/2+1 408
?
3/2+1 411
?
?
7/2+2 489
?
?
5/2+2 531
?
?
?
11/2−1 649
?
?
5/2+3 686
?
?
?
?
Jπn Sn = 7673 keV, Sp = 5405 keV, ∆ = −79052 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92M, 97A, 99BNL]
7/2+1 0 2.6234 y log ft > 10.3 (β− from 5/2−), µ = +2.58 µn, Q = +0.74 barn,
(p,2nγ), (d,3He)5/2+
1 91 2.50 ns B(M1/E2→ 7/2+1 ) = 0.00377/2.2 W.u. (δ = 0.094),
log ft = 7.392 (β− from 5/2−), µ = +3.22 µn, Q = +0.6 barn,(p,2nγ), (d,3He)
9/2+1 408 M1/E2→ 7/2+
1 : δ = +0.57, (p,2nγ)3/2+
1 411 0.139 ns B(M1/E2→ 5/2+1 ) = 0.0038/2.8 W.u. (δ = −0.37),
B(E2→ 7/2+1 ) = 0.5 W.u., log ft = 8.76 (β− from 5/2−), (p,2nγ)
7/2+2 489 M1/E2→ 5/2+
1 : δ = +0.30, log ft = 8.38 (β− from 5/2−), (p,2nγ)5/2+
2 531 0.083 ns B(M1/E2→ 3/2+1 ) = 0.0037/0.4 W.u. (δ = +0.050),
B(M1/E2→ 5/2+1 ) = 0.00019/0.20 W.u. (δ = +0.62),
B(M1/E2→ 7/2+1 ) = 0.0013/0.41 W.u. (δ = −0.40),
log ft = 6.95 (β− from 5/2−), (p,2nγ)11/2−
1 649 12 ns B(E1→ 9/2+1 ) = 1.15 × 10−6 W.u., B(M2→ 7/2+
1 ) = 0.14 W.u.,(p,2nγ)
5/2+3 686 0.25 ns B(M1/E2→ 7/2+
2 ) = 0.0009/0.5 W.u. (δ = −0.20),B(M1/E2→ 3/2+
1 ) = 0.0015/0.21 W.u. (δ = 0.14),B(M1/E2→ 7/2+
1 ) = 5× 10−5/0.06 W.u. (δ = −0.95),M1/(E2)→ 5/2+
1 : δ ≥ 6, log ft = 7.02 (β− from 5/2−), (p,2nγ)
Landolt-BornsteinNew Series I/18B
5–138148
61Pm
87[Ref. p. 5–167
1−1 0
2−1 76
?
6−1 138
?
Jπn Sn = 5894 keV, Sp = 6007 keV, ∆ = −76878 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [90P, 97A, 99BNL]
1−1 0 5.370 d µ = +2.08 µn, Q = +0.2 barn, (d,3He)2−1 76 (p,nγ), (d,3He)6−1 138 41.29 d B(E4→ 2−
1 ) = 0.0081 W.u., µ = 1.82 µn, (p,nγ), (d,3He)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]149
61Pm
885–139
7/2+1 0
5/2+1 114
?
3/2+1 189
?
?
5/2+2 211
?
?
?
11/2−1 240
?
7/2−1 270
?
?
?
?
9/2+1 288
?
7/2+2 360
?
?
1/2+1 388
?
?
?
5/2+3 397
?
?
?
?
?
?
3/2+2 415
?
?
7/2+3 425
?
?
?
?
?
?
3/2−1 462
?
?
?
?
?
5/2−1 538
?
?
?
?
?
?
?
?
?
1/2+2 637
7/2−2 655
?
?
?
?
?
?
?
?
?
7/2+4 721
?
?
3/2+3 752
11/2−2 791
?
1/2+3 907
1/2+4 1008
5/2+4 1142
?
?
?
?
?
3/2+4 1329
3/2+5 1394
?
Jπn Sn = 7269 keV, Sp = 5947 keV, ∆ = −76076 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S3, 97A, 99BNL]
7/2+1 0 53.08 h µ = 3.3 µn, (p,2nγ), (p,α), (d,3He), (pol t,α), (3He,d), (α,t)
5/2+1 114 2.53 ns B(M1/E2→ 7/2+
1 ) = 0.00273/2.9 W.u. (δ = +0.16),log ft = 7.4 (β− from 5/2−), µ = +2.13 µn, (p,2nγ), (p,α), (d,3He),(pol t,α), (3He,d), (α,t)
3/2+1 189 3.27 ns B(M1/E2→ 5/2+
1 ) = 0.0014/70 W.u. (δ = +0.71),B(E2→ 7/2+
1 ) = 3.2 W.u., log ft > 7.7 (β− from 5/2−),µ = +1.09 µn, (p,2nγ), (p,α), (pol t,α), (3He,d), (α,t)
Landolt-BornsteinNew Series I/18B
5–140149
61Pm
88[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S3, 97A, 99BNL]
5/2+2 211 80 ps B(M1→ 5/2+
1 ) = 0.012W.u., B(E2→ 5/2+1 ) < 18W.u. (δ = +0.09),
B(M1/E2→ 7/2+1 ) = 0.019/38 W.u. (δ = −0.41),
log ft = 6.70 (β− from 5/2−), µ = +2.20 µn, (p,2nγ), (p,α), (d,3He),(pol t,α), (3He,d), (α,t)
11/2−1 240 35 µs B(M2→ 7/2+
1 ) = 0.024 W.u., (p,2nγ), (p,α), (d,3He), (pol t,α),(3He,d), (α,t)
7/2−1 270 2.59 ns B(E2→ 11/2−
1 ) = 130 W.u., B(E1→ 5/2+2 ) = 2.2× 10−5 W.u.,
B(E1→ 5/2+1 ) = 5.6×10−6 W.u., B(E1→ 7/2+
1 ) = 1.93×10−6 W.u.,B(M2→ 7/2+
1 ) =< 1.5 W.u. (δ = −0.07),log ft = 6.777 (β− from 5/2−), µ = +2.19 µn, (p,2nγ), (p,α),(d,3He), (pol t,α), (3He,d), (α,t)
9/2+1 288 M1/E2→ 7/2+
1 : δ = +0.78, log ft > 10.51u (β− from 5/2−), (p,2nγ)7/2+
2 360 M1/E2→ 5/2+1 : δ = +0.23, log ft > 8.6 (β− from 5/2−), (p,2nγ),
(p,α), (d,3He), (pol t,α)1/2+
1 388 0.6 ns B(M1→ 3/2+1 ) = 0.032 W.u., B(E2→ 3/2+
1 ) < 7 W.u. (δ = +0.2),B(E2→ 5/2+
2 ) = 2.9 W.u., B(E2→ 5/2+1 ) = 1.2 W.u.,
log ft > 8.81u (β− from 5/2−), (p,2nγ), (p,α), (d,3He), (pol t,α),(3He,d), (α,t)
5/2+3 397 M1/E2→ 3/2+
1 : δ = +0.17, M1/E2→ 5/2+1 : δ = +0.65,
log ft = 7.35 (β− from 5/2−), (d,3He), (p,2nγ)3/2+
2 415 log ft = 8.64 (β− from 5/2−), (p,2nγ), (p,α), (d,3He), (pol t,α),(3He,d), (α,t)
7/2+3 425 M1/E2→ 5/2+
1 : δ = +0.23, log ft = 8.05 (β− from 5/2−), (p,2nγ),(d,3He)
3/2−1 462 log ft = 7.70 (β− from 5/2−), (3He,d), (p,2nγ)
5/2−1 538 ≤ 50 ps B(M1→ 3/2−
1 ) ≥ 0.0056 W.u. (δ < 0.8),B(E1→ 7/2+
3 ) ≥ 1.8× 10−5 W.u., B(E1→ 3/2+2 ) ≥ 3.0× 10−5 W.u.,
B(E1→ 5/2+3 ) ≥ 3.0× 10−5 W.u., B(E1→ 7/2+
2 ) ≥ 6.1× 10−5 W.u.,B(M1/E2→ 7/2−
1 ) ≥ 0.0058/1.2 W.u. (δ = +0.24),B(E1→ 5/2+
2 ) ≥ 2.8× 10−5 W.u. (δ = −0.07),B(E1→ 3/2+
1 ) ≥ 7.1× 10−6 W.u., B(E1→ 5/2+1 ) ≥ 2.2× 10−5 W.u.,
log ft = 6.35 (β− from 5/2−), (p,2nγ), (d,3He)1/2+
2 637 (3He,d), (α,t)7/2−
2 655 ≤ 0.18 ns B(M1→ 5/2−1 ) ≥ 3.9× 10−5 W.u. (δ = 0.5+1.1
−0.3),B(E1→ 7/2+
3 ) ≥ 2.7× 10−6 W.u., B(E1→ 5/2+3 ) ≥ 1.5× 10−6 W.u.,
B(E1→ 7/2+2 ) ≥ 1.5× 10−6 W.u., B(E1→ 9/2+
1 ) ≥ 7.6× 10−7 W.u.,B(E1→ 5/2+
2 ) ≥ 9.0× 10−7 W.u., B(E1→ 5/2+1 ) ≥ 2.9× 10−6 W.u.,
B(E1→ 7/2+1 ) ≥ 2.0 × 10−6 W.u., log ft = 6.23 (β− from 5/2−),
(p,2nγ), (p,α), (pol t,α)7/2+
4 721 log ft > 9.3 (β− from 5/2−), (p,2nγ), (p,α), (d,3He), (pol t,α),(3He,d), (α,t)
3/2+3 752 (p,α), (d,3He) (pol t,α), (3He,d), (α,t)
11/2−2 791 (p,2nγ), (p,α), (d,3He), (pol t,α), (3He,d), (α,t)
1/2+3 907 (p,α), (3He,d), (α,t)
1/2+4 1008 (pol t,α) (3He,d),
5/2+4 1142 log ft = 7.60 (β− from 5/2−), (3He,d), (α,t)
3/2+4 1329 (d,3He), (α,t)
3/2+5 1394 log ft = 7.44 (β− from 5/2−)
1/2+5 1765 (3He,d), (α,t)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]144
62Sm
825–141
0+1 0
2+1 1660
?
3−1 1810
?
?
4+1 2191
?
?
6+1 2323
?
2+2 2423
?
?
0+2 2478
?
?
4+2 2588
2+3 2799
?
5−1 2825
?
0+3 28274+3 2884
7−1 3124
?
0+4 31421−1 3225
?
3−2 32286+2 33082+4 33183−3 33758−1 3377
?
?
2+5 34269−1 3461
?
?
8−2 3519
?
5−2 3683
1−2 4262
?
10−1 4700
?
?
10−2 4759
?
11−1 4908
?
11−2 4961
?
12−1 5078
?
12−2 5151
?
?
?
?
13−1 5360
?
13−2 5521
?
?
?
14−1 5720
?
?
?
14+1 6126
?
Jπn Sn = 10519 keV, Sp = 6294 keV, ∆ = −81976 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–142144
62Sm
82[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89T, 97A, 99BNL]
0+1 0 stable log ft = 4.50 (EC from 1+), HF=1.0 (α from 0+), Coul.ex., (γ, γ),
(γ, γ′), (p,p′), (p,t), (α, α), (α, α′), (α,2nγ), (α,4nγ), (16O,14C)2+1 1660 84.3 fs B(E2→ 0+
1 ) = 11.9 W.u., log ft = 4.89 (EC from 1+), Coul.ex., (γ, γ),(γ, γ′), (p,p′), (p,t), (α, α), (α, α′), (α,2nγ), (α,4nγ), (16O,14C)
3−1 1810 (p,p′), (p,t), (α, α), (α, α′), (α,2nγ), (α,4nγ), (16O,14C)4+1 2191 (p,p′), (p,t), (α, α), (α, α′), (α,2nγ), (α,4nγ), (16O,14C)6+1 2323 880 ns B(E2→ 4+
1 ) = 0.188 W.u., (p,p′), (p,t), (α,2nγ), (α,4nγ)2+2 2423 30 fs log ft = 5.44 (EC from 1+), (p,p′), (p,t), (γ, γ), (γ, γ′)0+2 2478 < 50 ps log ft = 5.22 (EC from 1+), (p,p′), (p,t), (α, α), (α, α′), (γ, γ), (γ, γ′)4+2 2588 (p,p′)2+3 2799 97 fs (p,p′), (p,t), (γ, γ), (γ, γ′)5−1 2825 (p,p′), (α,2nγ), (α,4nγ)0+3 2827 (p,t), (α, α), (α, α′), (16O,14C)4+3 2884 (γ, γ), (γ, γ′), (p,p′), (p,t)7−1 3124 (p,p′), (α,2nγ), (α,4nγ)0+4 3142 (p,p′), (p,t)1−1 3225 2.07 fs (γ, γ), (γ, γ′)3−2 3228 (p,p′), (16O,14C)6+2 3308 (p,p′)2+4 3318 (p,t)3−3 3375 (p,t)8−1 3377 1.6 ns B(M1→ 7−
1 ) ≤ 0.0004 W.u., B(E2→ 7−1 ) ≤ 3.6 W.u.,
B(M2→ 6+1 ) = 0.034 W.u., (α,2nγ), (α,4nγ)
2+5 3426 (p,t)9−1 3461 0.5 ns B(M1/E2→ 8−
1 ) = 0.029/2400 W.u., B(E2→ 7−1 ) = 1.2 W.u.,
(α,2nγ), (α,4nγ)8−2 3519 (p,p′), (α,2nγ), (α,4nγ)5−2 3683 (p,t)1−2 4262 (γ, γ), (γ, γ′), (p,p′)10−
1 4700 (α,2nγ), (α,4nγ)10−
2 4759 (α,2nγ), (α,4nγ)11−
1 4908 (α,2nγ), (α,4nγ)11−
2 4961 (α,2nγ), (α,4nγ)12−
1 5078 (α,2nγ), (α,4nγ)12−
2 5151 ≤ 0.3 ns (α,2nγ), (α,4nγ)13−
1 5360 (α,2nγ), (α,4nγ)13−
2 5521 (α,2nγ), (α,4nγ)14−
1 5720 (α,2nγ), (α,4nγ)14+
1 6126 (α,2nγ), (α,4nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]145
62Sm
835–143
7/2−1 0
3/2−1 894
?
13/2+1 1105
?
9/2−1 1423
?
1/2+1 1436
?
11/2−1 1538
?
?
3/2+1 1547
?
?
?
1/2−1 1607
?
3/2+2 1628
?
?
5/2−1 1659
?
?
9/2−2 1706
?
?
?
1/2+2 1729
?
9/2−3 1780
?
5/2+1 1804
?
?
?
?
9/2+1 1848
?
7/2+1 1858
?
?
?
7/2−2 1877
?
?
?
?
3/2−2 1973
?
?
?
?
?
?
?
5/2−2 1997
?
?
?
?
?
15/2−1 2050
?
3/2−3 2133
?
?
?
?
?
?
1/2−2 2160
17/2−1 2230
?
5/2+2 2277
?
?
9/2+2 2293
?
5/2−3 2346
?
?
?
?
?
?
?
?
3/2+3 2386
?
?
?
?
?
?
5/2−4 2426
?
?
?
?
?
?
?
17/2+1 2438
?
19/2−1 2710
?
21/2+1 2931
?
?
21/2+2 2979
?
?
23/2+1 3120
?
?
3/2−4 3140
25/2+1 3369
?
25/2+2 3484
?
Jπn Sn = 6757 keV, Sp = 6525 keV, ∆ = −80662 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–144145
62Sm
83[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [93P, 97A, 99BNL]
7/2−1 0 340 d log ft = 8.66 (EC from 5/2+), µ = −1.11 µn, Q = −0.59 barn, (n,γ),
(d,p), (d,pγ), (α,nγ), (α,3nγ), (α,3He), (13C,12C)3/2−
1 894 36 ps B(E2→ 7/2−1 ) = 0.61 W.u., log ft = 7.43 (EC from 5/2+), (n,γ),
(d,p), (d,pγ), (α,nγ), (α,3nγ), (α,3He), (13C,12C)13/2+
1 1105 15 ns B(E3→ 7/2−1 ) = 32 W.u., (d,p), (d,pγ), (α,nγ), (α,3nγ), (α,4nγ),
(α,3He)9/2−
1 1423 M1→ 7/2−1 : δ = +0.48, log ft = 10.411u (EC from 5/2+), (d,p),
(d,pγ), (α,nγ), (α,3nγ), (α,3He)1/2+
1 1436 (pol d,t), (α,nγ)11/2−
1 1538 (α,nγ), (α,3nγ)3/2+
1 1547 M1/E2→ 1/2+1 : δ = −1.98, M2/E3→ 7/2−
1 : δ = +0.62+0.12−0.10,
log ft = 7.37 (EC from 5/2+), (pol d,t), (α,nγ)1/2−
1 1607 log ft = 10.531u (EC from 5/2+), (n,γ), (d,p), (d,pγ), (13C,12C)3/2+
2 1628 M1/E2→ 1/2+1 : δ = +0.084, log ft = 8.77 (EC from 5/2+), (pol d,t),
(α,nγ)5/2−
1 1659 M1/E2→ 3/2−1 : δ = +0.16, M1/E2→ 7/2−
1 : δ = −2.07,log ft = 7.3 (EC from 5/2+), (d,p), (d,pγ), (13C,12C)
9/2−2 1706 (α,3nγ)
1/2+2 1729 (pol d,t), (α,nγ)
9/2−3 1780 log ft = 10.841u (EC from 5/2+), (d,p), (d,pγ), (α,3He)
5/2+1 1804 log ft = 8.35 (EC from 5/2+), (d,p), (d,pγ), (α,nγ)
9/2+1 1848 (α,nγ)
7/2+1 1858 log ft = 8.58 (EC from 5/2+), (d,p), (d,pγ), (α,nγ)
7/2−2 1877 M1/(E2)→ 9/2−
1 : δ = +0.03, M1/E2→ 7/2−1 : δ = −1.29,
log ft = 8.21 (EC from 5/2+), (d,p), (d,pγ)3/2−
2 1973 M1/E2→ 1/2−1 : δ = −2.2+0.7
−1.3, M1/E2→ 3/2−1 : δ = +0.04,
log ft = 8.43 (EC from 5/2+), (n,γ), (d,p), (d,pγ), (α,3He)5/2−
2 1997 M1/E2→ 5/2−1 : δ = +1.9+1.4
−0.8, M1/E2→ 7/2−1 : δ = +0.241,
log ft = 7.31 (EC from 5/2+), (d,p), (d,pγ), (α,3He), (13C,12C)15/2−
1 2050 ≈ 3 ns B(E1→ 13/2+1 ) ≈ 9.7× 10−8 W.u., (α,3nγ), (α,4nγ)
3/2−3 2133 M1/E2→ 1/2−
1 : δ = +0.31+0.1−0.09, M1/E2→ 3/2−
1 : δ = −0.61,log ft = 8.30 (EC from 5/2+), (n,γ), (d,p), (d,pγ), (α,3He)
1/2−2 2160 (n,γ), (d,p), (d,pγ), (α,3He), (13C,12C)
17/2−1 2230 (α,3nγ)
5/2+2 2277 E1/(M2)→ 7/2−
1 : δ = +0.067, log ft = 8.54 (EC from 5/2+)9/2+
2 2293 log ft = 9.89 (EC from 5/2+), (d,p), (d,pγ)5/2−
3 2346 M1/(E2)→ 3/2−2 : δ = −0.19+0.21
−0.41, M1/(E2)→ 7/2−1 : δ = +0.81+0.18
−0.10,log ft = 7.81 (EC from 5/2+), (d,p), (d,pγ)
3/2+3 2386 log ft = 7.80 (EC from 5/2+)
5/2−4 2426 log ft = 7.43 (EC from 5/2+), (d,p), (d,pγ)
17/2+1 2438 (α,3nγ), (α,4nγ)
19/2−1 2710 (α,3nγ), (α,4nγ), (α,3He)
21/2+1 2931 (α,3nγ), (α,4nγ)
21/2+2 2979 (α,3nγ), (α,4nγ)
23/2+1 3120 (α,3nγ), (α,4nγ)
3/2−4 3140 (n,γ), (d,p), (d,pγ)
25/2+1 3369 (α,3nγ)
25/2+2 3484 (α,4nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]146
62Sm
845–145
0+1 0
2+1 747
?
3−1 1380
?
4+1 1381
?
2+2 1648
?
?
?
6+1 1812
?
4−1 2046
?
?
5−1 2083
?
?
?
2+3 2156
?
?
?
6+2 2222
?
?
3+1 2270
?
?
?
?
4+2 2281
?
?
?
2+4 2401
?
?
3−2 2513
?
?
?
?
?
3+2 2532
?
?
?
7−1 2600
?
?
4+3 2678
?
?
?
?
?
8+1 2737
?
?
?
5−2 2788
?
?
?
?
9−1 2798
?
?
?
4+4 2850
?
?
?
?
?
?
5+1 2898
?
?
?
3+3 3015
?
?
?
?
0+6 3021
?
8+2 3043
?
?
?
?
3+4 3068
?
?
?
?
5+2 3073
?
?
?
?
?
3+5 3093
?
?
?
?
?
?
?
3−3 3136
?
?
?
?
8−1 3167
?
?
3+6 3184
?
?
?
?
?
4+5 3232
?
?
?
4+6 3239
?
?
?
?
?
?
5−3 3260
?
?
?
?
?
?
?
2+9 3278
?
?
4+7 3330
?
?
?
9−2 3355
?
?
?
?
4+8 3377
?
?
?
?
?
3−4 3392
?
?
?
?
?
3+7 3517
?
?
?
?
?
?
9+1 3567
?
?
?
4−2 3584
?
?
?
?
4+9 3626
?
?
?
?
?
?
?
?
?
?
4+10 3652
?
?
?
?
?
10−1 3754
?
11−1 3784
11−2 4091
?
?
?
12+1 4195
?
?
11−3 4341
?
?
12−1 4580?
13−1 4629
?
?
Jπn Sn = 8415 keV, Sp = 7016 keV, ∆ = −81006 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–146146
62Sm
84[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97P, 97A, 99BNL]
0+1 0 103 My (p,t), (d,t), (t,p), (3He,α), (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)2+1 747 < 7.2 ps B(E2→ 0+
1 ) > 7.4 W.u., log ft = 10.07 (β− from 3−), (p,t), (d,t),(t,p), (3He,α), (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)
3−1 1380 log ft = 8.93 (β− from 3−), log ft = 8.14 (EC from 4−), (p,t), (d,t),
(t,p), (3He,α), (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)4+1 1381 ≤ 9 ps B(E2→ 2+
1 ) ≥ 2 W.u., log ft = 8.19 (EC from 4−), (p,t), (d,t), (t,p),(3He,α), (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)
2+2 1648 (E1/M2)→ 3−
1 : δ = 0.33, (p,t), (d,t), (3He,α)6+1 1812 0.09 ns B(E2→ 4+
1 ) ≈ 9.6 W.u., log ft = 8.79 (EC from 4−), (p,t), (d,t),(t,p), (3He,α), (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)
4−1 2046 log ft = 8.08 (EC from 4−), (d,t)5−1 2083 log ft = 8.55 (EC from 4−), (p,t), (t,p), (3He,α), (3He,3nγ), (α,2nγ),
(α,4nγ), (11B,4nγ)2+3 2156 log ft = 9.751u (EC from 4−), (p,t), (d,t), (t,p), (3He,α)0+2 2211 (p,t)6+2 2222 log ft = 10.261u (EC from 4−), (p,t), (3He,3nγ), (α,2nγ), (α,4nγ),
(11B,4nγ)3+1 2270 M1/E2→ 4+
1 : δ = −0.36+0.11−0.18, log ft = 8.76 (EC from 4−)
4+2 2281 log ft = 8.02 (EC from 4−), (p,t), (d,t), (t,p)0+3 2331 (p,t)2+4 2401 log ft = 10.0 (EC from 4−), (p,t)3−2 2513 E1/(M2)→ 2+
2 : δ = −0.10+0.20−0.26, log ft = 8.52 (EC from 4−), (p,t),
(d,t)3+2 2532 log ft = 8.27 (EC from 4−), (p,t), (d,t), (3He,α)0+4 2600 (p,t), (t,p)7−1 2600 11 ps B(E2→ 5−
1 ) = 3 W.u., B(E1→ 6+1 ) = 0.0005 W.u., (3He,α),
(3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)4+3 2678 log ft = 7.79 (EC from 4−), (t,p)8+1 2737 11 ps B(E1→ 7−
1 ) = 2.0× 10−4 W.u., B(E2→ 6+2 ) = 0.46 W.u.,
B(E2→ 6+1 ) = 1.6 W.u., (t,p), (3He,α), (3He,3nγ), (α,2nγ), (α,4nγ),
(11B,4nγ)5−2 2788 log ft = 7.88 (EC from 4−), (p,t), (d,t), (t,p), (3He,α)9−1 2798 0.83 ns B(E1→ 8+
1 ) = 0.7 × 10−4 W.u., B(E2→ 7−1 ) = 1.5 W.u., (p,t),
(3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)2+5 2824 (p,t)4+4 2850 (E1/M2)→ 4−
1 : δ = 0.79+0.29−0.24, log ft = 8.89 (EC from 4−), (p,t),
(t,p)2+6 2859 (p,t)5+1 2898 log ft = 8.33 (EC from 4−), (d,t)0+5 2921 (p,t)3+3 3015 log ft = 8.37 (EC from 4−), (d,t), (t,p)0+6 3021 (p,t)8+2 3043 (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)3+4 3068 log ft = 8.37 (EC from 4−), (p,t)5+2 3073 log ft = 8.35 (EC from 4−), (d,t), (t,p)3+5 3093 log ft = 8.21 (EC from 4−), (p,t)0+7 3126 (p,t)3−3 3136 log ft = 8.09 (EC from 4−), (p,t), (d,t), (t,p)8−1 3167 (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]146
62Sm
845–147
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97P, 97A, 99BNL]
2+7 3176 (p,t)3+6 3184 log ft = 7.84 (EC from 4−)2+8 3205 (p,t)4+5 3232 log ft = 8.44 (EC from 4−), (p,t), (d,t)4+6 3239 log ft = 8.32 (EC from 4−), (p,t), (t,p)5−3 3260 log ft = 7.66 (EC from 4−), (p,t), (t,p)2+9 3278 log ft = 8.83 (EC from 4−), (p,t)2+10 3308 (p,t)4+7 3330 log ft = 8.87 (EC from 4−)9−2 3355 27 ps B(M1→ 8−
1 ) = 0.005 W.u., B(M1→ 9−1 ) = 0.004 W.u.,
B(E1→ 8+1 ) = 3 × 10−6 W.u., B(E2→ 7−
1 ) = 0.1 W.u., (3He,3nγ),(α,2nγ), (α,4nγ), (11B,4nγ)
4+8 3377 log ft = 8.07 (EC from 4−), (d,t), (3He,α)3−4 3392 log ft = 8.23 (EC from 4−), (p,t)3+7 3517 log ft = 7.94 (EC from 4−)9+1 3567 (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)4−2 3584 log ft =7.71 (EC from 4−), (p,t), (3He,α)0+8 3618 (p,t)4+9 3626 log ft = 7.04 (EC from 4−), (d,t)4+10 3652 log ft = 7.94 (EC from 4−), (d,t)0+9 3686 (p,t)10−
1 3754 (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)11−
1 3784 10 ps B(E2→ 9−1 ) = 1.3 W.u., (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)
0+10 3891 (p,t)0+11 4021 (p,t)11−
2 4091 4.9 ps B(E2→ 9−2 ) = 8 W.u., B(E2→ 9−
1 ) = 0.2 W.u., (3He,3nγ), (α,2nγ),(α,4nγ), (11B,4nγ)
12+1 4195 (3He,3nγ), (α,2nγ), (α,4nγ), (11B,4nγ)
11−3 4341 (α,4nγ), (11B,4nγ)
12−1 4580 (α,4nγ), (11B,4nγ)
13−1 4629 5.3 ps B(E2→ 11−
2 ) ≈ 20 W.u., (3He,3nγ), (α,4nγ), (11B,4nγ)
Landolt-BornsteinNew Series I/18B
5–148147
62Sm
85[Ref. p. 5–167
7/2−1 0
5/2−1 121
?
3/2−1 197
?
?
11/2−1 717
?
3/2−2 799
?
?
?
9/2−1 809
?
?
11/2−2 932
?
?
?
13/2+1 1031
?
?
5/2+1 1064
?
?
?
5/2−2 1077
?
?
?
?
?
9/2−2 1180
?
?
?
1/2+1 1221
3/2−3 1453
?
?
?
?
?
?
15/2−1 1458
?
?
1/2+2 1668
17/2+1 1717
?
?
15/2−2 1762
?
?
15/2−3 1897
?
17/2−1 2109
?
21/2+1 2432
?
21/2−1 2558
?
21/2−2 2765
?
23/2−1 2978
?
Jπn Sn = 6356 keV, Sp = 7116 keV, ∆ = −79276 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]147
62Sm
855–149
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [92M, 97A, 99BNL]
7/2−1 0 106 Gy log ft = 7.4 (β− from 7/2+), log ft = 8.6 (EC from 5/2+),
HF=0.8 (α from 7/2−), µ = −0.815 µn, Q = −0.26 barn, Coul.ex.,(n,n′γ), (p,p′), (p,d), (p,t), (d,d′), (d,t), (3He,α), (3He,4nγ), (α,3nγ)
5/2−1 121 0.80 ns M1/E2→ 7/2−
1 : δ = −0.33, log ft = 10.6 (β− from 7/2+),log ft = 8.2 (EC from 5/2+), µ = −0.449 µn, Q = −0.45 barn,Coul.ex., (n,n′γ), (p,p′), (d,d′), (d,t), (3He,4nγ), (α,3nγ)
3/2−1 197 1.24 ns M1/E2→ 5/2−
1 : δ = +0.65, log ft = 12.01u (β− from 7/2+),log ft = 8.1 (EC from 5/2+), µ = −0.27 µn, Coul.ex., (n,n′γ), (p,p′),(p,d), (d,d′), (d,t), (3He,4nγ), (α,3nγ)
11/2−1 717 2.39 ps B(E2→ 7/2−
1 ) = 27.2 W.u., Coul.ex., (n,n′γ), (p,p′), (d,d′), (d,t),(3He,4nγ), (α,3nγ)
3/2−2 799 < 0.2 ns M1/E2→ 3/2−
1 : δ = 0.00, M1/E2→ 5/2−1 : δ = −0.47,
log ft = 7.7 (EC from 5/2+), Coul.ex., (n,n′γ), (p,p′), (p,d), (d,d′),(d,t), (3He,α), (3He,4nγ), (α,3nγ)
9/2−1 809 log ft = 10.91u (EC from 5/2+), Coul.ex., (n,n′γ), (d,d′), (d,t),
(3He,α), (3He,4nγ), (α,3nγ)11/2−
2 932 Coul.ex., (n,n′γ), (d,d′), (3He,4nγ), (α,3nγ)13/2+
1 1031 Coul.ex., (n,n′γ), (d,d′), (d,t), (3He,α), (3He,4nγ), (α,3nγ)5/2+
1 1064 log ft = 9.2 (EC from 5/2+), (n,n′γ), (p,d), (d,d′), (d,t)5/2−
2 1077 M1/E2→ 5/2−1 : δ = +0.16, log ft = 7.7 (EC from 5/2+), (n,n′γ)
9/2−2 1180 log ft = 9.2 (EC from 5/2+), (n,n′γ)
1/2+1 1221 (p,p′), (p,d), (d,d′), (d,t)
3/2−3 1453 log ft = 7.8 (EC from 5/2+), (n,n′γ), (p,p′), (d,d′), (d,t)
15/2−1 1458 (n,n′γ), (3He,4nγ), (α,3nγ)
1/2+2 1668 (p,d)
17/2+1 1717 (d,d′), (d,t), (3He,4nγ), (α,3nγ)
15/2−2 1762 (p,p′), (d,d′), (3He,4nγ), (α,3nγ)
15/2−3 1897 (3He,4nγ), (α,3nγ)
17/2−1 2109 (n,n′γ), (3He,4nγ), (α,3nγ)
21/2+1 2432 (3He,4nγ), (α,3nγ)
21/2−1 2558 (3He,4nγ), (α,3nγ)
21/2−2 2765 (3He,4nγ), (α,3nγ)
23/2−1 2978 (3He,4nγ), (α,3nγ)
Landolt-BornsteinNew Series I/18B
5–150148
62Sm
86[Ref. p. 5–167
0+1 0
2+1 550
?
3−1 1162
?
4+1 1180
?
0+2 1424
?
2+2 1454
?
?
1−1 1465
?
?
?
5−1 1594
?
?
2+3 1664
?
?
4+2 1733
?
?
?
?
4+3 1895
?
?
?
6+1 1906
?
?
0+3 1922
?
2+4 1972
?
?
?
4−1 2031
?
?
?
6+2 2096
?
?
?
?
4+4 2111
?
?
?
?
?
?
?
?
7−1 2129
?
?
5+1 2148
?
?
?
?
?
?
6+3 2194
?
?
?
?
?
?
0+4 2207
?
4+5 2228
?
?
?
?
?
?
4+6 2327
?
?
?
?
?
?
?
?
0+5 23586+4 2374
?
?
?
7+1 2393
?
?
4+7 2490
?
?
?
?
?
?
?
?
4+8 2524
?
?
?
?
?
?
?
?
8+1 2545
?
?
?
?
4+9 2673
?
?
?
?
?
8+2 2715
?
?
4+10 2724
?
?
?
?
?
?
?
?
5+2 2802
?
?
?
?
?
?
?
?
?
?
?
9−1 2807
?
?
5+3 2831
?
?
?
?
?
?
?
?
?
?
?
?
?
3−2 3018
?
?
10+1 3235
?
10−1 3254
?
10+2 3398
?
?
11−1 3422
?
?
?
11−2 3615
?
?
12+1 3992
?
12+2 4105
?
?
13−1 4110
?
13−2 4397
?
?
14+1 4805
?
14+2 4806
?
?
15−1 4842
?
15−2 5136
?
17−1 5561
?
Jπn Sn = 8141 keV, Sp = 7584 keV, ∆ = −79347 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]148
62Sm
865–151
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [90P, 97A, 99BNL]
0+1 0 7 Py log ft = 9.12 (β− from 1−), HF=1.0 (α from 0+), Coul.ex., (γ, γ′),
(e,e′), (µ−,3nγ), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (d,t),(HI,xnγ)
2+1 550 7.70 ps B(E2→ 0+
1 ) = 32.7 W.u., log ft = 9.45 (β− from 1−),µ = +0.492 µn, Q = −0.97 barn, Coul.ex., (e,e′), (µ−,3nγ), (n,γ),(n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (d,t), (HI,xnγ)
3−1 1162 Coul.ex., (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (d,t), (HI,xnγ)4+1 1180 2.39 ps B(E2→ 2+
1 ) = 53 W.u., log ft = 9.4 (EC from 5−), Coul.ex., (n,γ),(n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (d,t), (HI,xnγ)
0+2 1424 log ft = 10.0 (β− from 1−), Coul.ex., (n,n′γ), (p,t), (d,p)2+2 1454 0.38 ps B(M1/E2→ 2+
1 ) = 0.0113/7.6 W.u. (δ = +2.26),B(E2→ 0+
1 ) = 1.7 W.u., log ft = 10.4 (β− from 1−), Coul.ex., (n,γ),(n,n′γ), (p,t), (d,d′), (d,t)
1−1 1465 0.097 ps B(E1→ 2+
1 ) = 0.0012 W.u., B(E1→ 0+1 ) = 0.00058 W.u.,
log ft = 7.84 (β− from 1−), Coul.ex., (γ, γ′), (n,n′γ), (p,p′), (d,p),(d,d′)
5−1 1594 log ft = 10.38 (β− from 6−), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′),
(HI,xnγ)2+3 1664 0.25 ps M1/E2→ 2+
1 : δ = −0.56, log ft = 10.7 (β− from 1−), Coul.ex., (n,γ),(n,n′γ), (p,p′), (p,t), (d,p), (d,d′), (d,t)
4+2 1733 M1/E2→ 4+
1 : δ = +1.66, E1/(M2)→ 3−1 : δ = 0.00,
log ft = 8.72 (EC from 5−), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′),(d,t), (HI,xnγ)
4+3 1895 M1/E2→ 4+
1 : δ = +0.25, E2/(M3)→ 2+1 : δ = −0.01,
log ft = 9.18 (EC from 5−), (n,γ), (n,n′γ), (d,t)6+1 1906 log ft = 8.37 (β− from 6−), log ft = 8.64 (EC from 5−), Coul.ex.,
(n,n′γ), (p,p′), (d,p), (d,t), (HI,xnγ)0+3 1922 log ft = 10.3 (β− from 1−), (p,t)2+4 1972 M1/E2→ 2+
1 : δ = −0.55, (n,γ), (n,n′γ), (p,p′), (d,p), (d,t)4−1 2031 M1/E2→ 3−
1 : δ = −1.73, log ft = 8.93 (EC from 5−), (n,γ), (n,n′γ),(d,t), (HI,xnγ)
6+2 2096 log ft = 7.89 (β− from 6−), log ft = 8.97 (EC from 5−), Coul.ex.,
(n,γ), (p,t), (d,p), (d,d′), (d,t), (HI,xnγ)4+4 2111 E1/M2→ 5−
1 : δ = 0.48, M1/E2→ 4+1 : δ = −0.80,
log ft = 9.00 (EC from 5−), (n,γ), (n,n′γ), (d,p), (d,d′), (d,t)7−1 2129 (HI,xnγ)5+1 2148 M1/E2→ 4+
2 : δ = 1.9+2.6−1.6, M1/E2→ 4+
1 : δ = 1.6+3.0−0.6,
log ft = 8.20 (EC from 5−), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,t)6+3 2194 M1/E2→ 6+
2 : δ = 0.2, M1/E2→ 6+1 : δ = +0.088,
log ft = 7.24 (β− from 6−), log ft = 9.26 (EC from 5−), (n,γ), (d,p),(d,t), (HI,xnγ)
0+4 2207 (n,n′γ), (p,t)4+5 2228 log ft = 9.94 (EC from 5−), (n,γ), (n,n′γ), (p,p′), (p,t), (d,p), (d,d′),
(d,t)4+6 2327 M1/E2→ 4+
1 : δ = −0.22, log ft = 8.91 (EC from 5−), (n,γ), (n,n′γ)0+5 2358 (p,t)6+4 2374 M1/(E2)→ 6+
1 : δ ≥ 0.41, log ft = 9.38 (EC from 5−), (d,p), (d,d′),(d,t)
7+1 2393 (HI,xnγ)4+7 2490 log ft = 8.66 (EC from 5−), (n,γ), (n,n′γ), (d,p), (d,t)
Landolt-BornsteinNew Series I/18B
5–152148
62Sm
86[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [90P, 97A, 99BNL]
4+8 2524 M1/E2→ 4+
1 : δ = +0.20, E1/(M2)→ 3−1 : δ = +0.05,
log ft = 8.46 (EC from 5−), (n,γ), (d,p), (d,d′), (d,t)8+1 2545 (HI,xnγ)4+9 2673 log ft = 9.32 (EC from 5−)8+2 2715 (HI,xnγ)4+10 2724 log ft = 8.43 (EC from 5−), (n,γ), (p,t), (d,d′)5+2 2802 M1/E2→ 5+
1 : δ = +0.89, M1/E2→ 6+1 : δ = −0.20,
log ft = 7.38 (EC from 5−), (n,n′γ)9−1 2807 (HI,xnγ)5+3 2831 M1/(E2)→ 5+
1 : δ = +0.85+0.35−0.40, log ft = 7.35 (EC from 5−)
3−2 3018 (n,n′γ), (d,t)10+
1 3235 (HI,xnγ)10−
1 3254 (HI,xnγ)10+
2 3398 (HI,xnγ)11−
1 3422 (HI,xnγ)11−
2 3615 (HI,xnγ)12+
1 3992 (HI,xnγ)12+
2 4105 (HI,xnγ)13−
1 4110 (HI,xnγ)13−
2 4397 (HI,xnγ)14+
1 4805 (HI,xnγ)14+
2 4806 (HI,xnγ)15−
1 4842 (HI,xnγ)15−
2 5136 (HI,xnγ)17−
1 5561 (HI,xnγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]149
62Sm
875–153
7/2−1 0
5/2−1 23
?
5/2−2 277
?
?
9/2−1 286
?
?
3/2−1 350
?
?
?
3/2−2 529
?
?
?
?
5/2−3 558
?
?
?
?
?
9/2−2 591
?
?
?
7/2−2 636
?
?
?
?
?
11/2−1 664
?
?
?
13/2−1 748
?
5/2−4 785
?
11/2+1 789
?
?
13/2+1 879
?
?
?
5/2−5 1187
1/2+1 1195
11/2−2 1309
?
?
?
?
5/2−6 1339
17/2−1 1361
?
17/2+1 1362
?
15/2−1 1399
?
?
?
Jπn Sn = 5872 keV, Sp = 7557 keV, ∆ = −77147 keV E [keV]
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S3, 97A, 99BNL]
7/2−1 0 > 2 Py log ft = 7.090 (β− from 7/2+), log ft = 8.02 (EC from 5/2+),
µ = −0.6717 µn, Q = +0.075 barn, Coul.ex., muonic atom, (γ, γ),(µ−,2nγ), (n,γ), (p,d), (p,t), (d,p), (d,d′), (d,t), (3He,α), (α,3He),(13C,12C), (16O,15O), (HI,xnγ)
5/2−1 23 7.12 ns B(M1/E2→ 7/2−
1 ) = 0.0087/48 W.u. (δ = 0.0715),log ft > 7.4 (β− from 7/2+), log ft = 7.59 (EC from 5/2+),µ = −0.6238 µn, Q = +1.01 barn, Coul.ex., muonic atom, (γ, γ),(µ−,2nγ), (p,t), (d,p), (d,t), (HI,xnγ)
5/2−2 277 ≤ 0.2 ns M1/E2→ 5/2−
1 : δ = +0.20, M1/E2→ 7/2−1 : δ = −0.08,
log ft = 10.17 (β− from 7/2+), log ft = 8.29 (EC from 5/2+),Coul.ex., (µ−,2nγ), (p,d), (p,t), (d,p), (d,t), (HI,xnγ)
9/2−1 286 0.22 ns B(M1→ 7/2−
1 ) = 0.0043 W.u., B(E2→ 7/2−1 ) < 0.28 W.u.
(δ = +0.06), B(E2→ 5/2−1 ) = 0.13 W.u.,
log ft = 8.06 (β− from 7/2+), log ft = 11.81u (EC from 5/2+),Coul.ex., (µ−,2nγ), (p,d), (d,p), (d,t), (3He,α), (α,3He), (13C,12C),(16O,15O), (HI,xnγ)
3/2−1 350 9.5 ps B(M1/E2→ 5/2−
2 ) = 0.016/120 W.u. (δ = 0.27),B(M1/E2→ 5/2−
1 ) = 0.055/5.7 W.u. (δ = +0.14),B(E2→ 7/2−
1 ) = 18 W.u., log ft = 11.351u (β− from 7/2+),log ft = 8.08 (EC from 5/2+), Coul.ex., (µ−,2nγ), (p,d), (p,t), (d,p),(d,d′), (d,t), (3He,α), (HI,xnγ)
Landolt-BornsteinNew Series I/18B
5–154149
62Sm
87[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [94S3, 97A, 99BNL]
3/2−2 529 24 ps B(M1/E2→ 3/2−
1 ) = 0.0024/10 W.u. (δ = +0.5),B(M1/E2→ 5/2−
1 ) = 0.00014/7.1 W.u. (δ = 4.9+3.1−1.5),
B(E2→ 7/2−1 ) = 5.7 W.u., log ft = 7.95 (EC from 5/2+), Coul.ex.,
(p,d), (p,t), (d,p), (d,d′), (d,t), (3He,α), (13C,12C), (HI,xnγ)5/2−
3 558 24 ps B(M1/E2→ 3/2−1 ) = 0.0033/8 W.u. (δ = −0.45),
B(M1/E2→ 5/2−2 ) = 0.0072/1.0 W.u. (δ = +0.14),
B(M1/E2→ 5/2−1 ) = 0.0013/1.0 W.u. (δ = −0.65+0.23
−0.43),B(M1/E2→ 7/2−
1 ) = 0.0006/2.6 W.u. (δ = +1.5),log ft = 9.40 (β− from 7/2+), log ft = 8.61 (EC from 5/2+),Coul.ex., (p,d), (p,t), (d,p), (d,t), (3He,α), (HI,xnγ)
9/2−2 591 3.0 ps B(M1→ 9/2−
1 ) = 0.0078 W.u., B(E2→ 9/2−1 ) < 5 W.u. (δ = +0.15),
B(M1/E2→ 7/2−1 ) = 0.008/29 W.u. (δ = −1.5),
B(E2→ 5/2−1 ) = 14 W.u., log ft = 8.89 (β− from 7/2+),
log ft = 10.01u (EC from 5/2+), Coul.ex., (p,d), (p,t), (d,p), (d,d′),(d,t), (3He,α), (HI,xnγ)
7/2−2 636 < 1.5 ps M1/E2→ 9/2−
1 : δ = −0.30, M1/E2→ 5/2−2 : δ = +0.9,
M1/E2→ 7/2−1 : δ = −0.30, log ft = 9.28 (β− from 7/2+),
log ft = 9.9 (EC from 5/2+), Coul.ex., (p,d), (p,t), (d,p), (d,d′),(d,t), (3He,α), (HI,xnγ)
11/2−1 664 2.7 ps B(M1→ 9/2−
1 ) = 0.006 W.u., B(E2)→ 9/2−1 ) < 0.24 W.u. (δ = 0.0),
B(E2→ 7/2−1 ) = 31 W.u., log ft = 10.721u (β− from 7/2+), Coul.ex.,
(p,d), (p,t), (d,p), (d,d′), (d,t), (3He,α), (HI,xnγ)13/2−
1 748 Coul.ex., (HI,xnγ)5/2−
4 785 log ft = 10.55 (β− from 7/2+), (p,d), (p,t), (d,d′)11/2+
1 789 E1/(M2)→ 11/2−1 : δ = 0.2, Coul.ex., (p,d), (d,d′), (HI,xnγ)
13/2+1 879 Coul.ex., (p,d), (d,p), (d,d′), (d,t), (α,3He), (13C,12C), (16O,15O),
(HI,xnγ)5/2−
5 1187 (p,t), (d,p), (d,d′)1/2+
1 1195 (p,d), (d,d′), (d,t), (3He,α)11/2−
2 1309 M1/E2→ 9/2−1 : δ = −2.8, (p,d), (d,p), (d,d′), (d,t), (3He,α),
(HI,xnγ)5/2−
6 1339 (p,t), (d,d′)17/2−
1 1361 (HI,xnγ)17/2+
1 1362 (HI,xnγ)15/2−
1 1399 (HI,xnγ)5/2−
7 1549 (p,t), (d,d′), (d,t)5/2−
8 1672 (p,d), (p,t), (d,p), (d,d′), (d,t)5/2−
9 1699 (p,t), (d,p), (3He,α)5/2−
10 1757 (p,t), (d,p), (d,d′), (d,t)5/2−
11 1782 (p,t)5/2−
12 1817 (p,d), (d,p), (d,d′)5/2−
13 1891 (p,t), (α,3He)5/2−
14 1917 (p,t), (d,p), (d,d′), (α,3He)5/2−
15 2059 (p,t), (d,p), (d,d′), (d,t)5/2−
16 2098 (p,t), (d,p), (d,d′)5/2−
17 2117 (p,t), (d,p), (d,d′)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]150
62Sm
885–155
0+1 0
2+1 334
?
0+2 740
?
?
4+1 773
?
2+2 1046
?
?
?
?
3−1 1071
?
?
1−1 1166
?
?
?
2+3 1194
?
?
?
?
?
0+3 1255
?
?
?
?
6+1 1279
?
5−1 1358
?
?
?
2+4 1417
?
?
?
?
?
?
?
4+2 1449
?
?
?
?
?
?
3+1 1504
?
?
?
?
4+3 1643
?
?
?
?
?
?
?
?
?
3−2 1684
?
?
?
?
?
7−1 1765
?
?
2+5 1794
?
?
?
?
?
4+4 1819
?
?
?
?
?
?
?
?
?
?
?
8+1 1837
?
3−3 1951
?
?
4+5 1970
?
?
?
?
?
?
?
2+6 20065+1 2020
?
?
?
?
?
4+6 2025
?
?
?
?
?
?
?
?
?
?
?
?
5−2 2035
?
?
4+7 2117
?
?
?
?
?
?
?
?
?
?
4+8 2153
?
?
?
?
?
?
1−2 21604+9 2191
?
9−1 2232
?
?
5−3 22323−4 2294
10+1 2433
?
?
3+2 24563−5 24825−4 26275−5 26653−6 2715
11−1 2744
?
?
3−7 2911
12+1 3048
?
?
3−8 3049
13−1 3293
?
?
15−1 3914
?
16+1 4306
17−1 4606
?
18+1 4929
?
?
Jπn Sn = 7986 keV, Sp = 8274 keV, ∆ = −77061 keV E [keV]
Landolt-BornsteinNew Series I/18B
5–156150
62Sm
88[Ref. p. 5–167
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S2, 95M, 97A, 99BNL]
0+1 0 stable log ft ≥ 8.7 (β− from (1−)), log ft = 7.46 (EC from 0−),
Coul.ex., (n,γ), (p,p′), (p,p′γ), (p,t), (d,p), (d,d′), (d,t), (t,p), (α,2nγ),(α,4nγ)
2+1 334 48.4 ps B(E2→ 0+
1 ) = 55.8 W.u., log ft = 8.60 (β− from (1−)),log ft = 9.51u (EC from 0−), µ = +0.77 µn, Q = −1.32 barn,Coul.ex., (n,γ), (p,p′), (p,p′γ), (p,t), (d,p), (d,d′), (d,t), (t,p),(3He,α), (α,2nγ), (α,4nγ)
0+2 740 19.7 ps B(E2→ 2+
1 ) = 54 W.u., log ft = 9.20 (β− from (1−)),log ft = 7.48 (EC from 0−), Coul.ex., (n,γ), (p,p′), (p,p′γ), (p,t),(d,p), (d,d′), (d,t), (t,p), (α,2nγ)
4+1 773 6.5 ps B(E2→ 2+
1 ) = 112 W.u., log ft = 11.4 (EC from 5(−)),µ = +1.43 µn, Coul.ex., (n,γ), (p,p′), (p,p′γ), (p,t), (d,p), (d,d′),(d,t), (t,p), (3He,α), (α,2nγ), (α,4nγ)
2+2 1046 0.86 ps B(E2→ 4+
1 ) = 100 W.u., B(E2→ 0+2 ) = 110 W.u.,
B(E2→ 0+1 ) = 0.8 W.u., log ft = 9.0 (β− from (1−)),
log ft = 9.571u (EC from 0−), µ = +0.72 µn, Coul.ex., (n,γ), (p,p′),(p,p′γ), (p,t), (d,p), (d,d′), (d,t), (t,p), (α,2nγ)
3−1 1071 0.11 ps B(E3→ 0+
1 ) = 33 W.u., log ft ≥ 12.2 (EC from 5(−)), Coul.ex., (n,γ),(p,p′), (p,p′γ), (p,t), (d,p), (d,d′), (t,p), (α,2nγ), (α,4nγ)
1−1 1166 0.06 ps log ft = 7.5 (β− from (1−)), log ft = 7.99 (EC from 0−), (n,γ), (p,p′),
(p,p′γ), (p,t), (d,d′), (α,2nγ)2+3 1194 1.3 ps B(E2→ 4+
1 ) = 9 W.u., B(E2→ 0+2 ) = 19 W.u.,
B(E2→ 0+1 ) = 2.0 W.u., log ft = 9.4 (β− from (1−)),
log ft = 9.821u (EC from 0−), log ft = 12.6 (EC from 5(−)),µ = +0.83 µn, Coul.ex., (n,γ), (p,p′), (p,p′γ), (p,t), (d,d′), (d,t)
0+3 1255 log ft = 8.12 (EC from 0−), (n,γ), (p,t)6+1 1279 log ft = 11.446 (EC from 5(−)), µ = +2.3 µn, (n,γ), (p,t), (α,2nγ),
(α,4nγ)5−1 1358 log ft = 10.104 (EC from 5(−)), (n,γ), (p,p′), (p,t), (d,d′), (α,2nγ),
(α,4nγ)2+4 1417 (n,γ), (p,t), (d,p)4+2 1449 log ft = 12.06 (EC from 5(−)), (n,γ), (p,t), (d,p), (d,d′), (α,2nγ),
(α,4nγ)3+1 1504 log ft = 12.46 (EC from 5(−)), (n,γ), (d,p)4+3 1643 log ft = 10.96 (EC from 5(−)), (n,γ), (p,t), (d,p), (d,d′), (t,p)3−2 1684 log ft ≥ 9.4 (β− from (1−)), (n,γ), (p,p′), (p,p′γ) (d,p), (d,d′), (t,p),
(3He,α)7−1 1765 (n,γ), (α,2nγ), (α,4nγ)2+5 1794 (n,γ), (d,p)4+4 1819 log ft = 10.19 (EC from 5(−)), (n,γ), (d,p), (d,d′), (t,p), (3He,α)8+1 1837 (α,2nγ), (α,4nγ)3−3 1951 (n,γ), (p,p′), (p,t), (d,d′)4+5 1970 log ft = 10.34 (EC from 5(−)), (n,γ), (p,t), (d,p), (d,d′), (t,p)2+6 2006 (n,γ), (p,t)5+1 2020 log ft = 10.05 (EC from 5(−)), (n,γ), (p,t), (d,d′)4+6 2025 log ft = 10.34 (EC from 5(−)), (n,γ), (d,p), (d,d′)5−2 2035 log ft = 10.82 (EC from 5(−)), (n,γ), (d,d′), (t,p)4+7 2117 log ft = 9.66 (EC from 5(−)), (n,γ), (d,p), (d,d′)4+8 2153 log ft = 11.2 (EC from 5(−)), (n,γ), (d,p), (d,d′)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]150
62Sm
885–157
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S2, 95M, 97A, 99BNL]
1−2 2160 (p,p′), (d,d′)4+9 2191 (n,γ)9−1 2232.1 E1→ 8+
1 : δ = +0.03, (α,2nγ), (α,4nγ)5−3 2232.3 (n,γ), (p,p′), (d,d′)3−4 2294 (p,p′), (d,d′)10+
1 2433 E1/M2→ 9−1 : δ = +0.05, (n,γ), (p,t), (t,p), (α,2nγ), (α,4nγ)
3+2 2456 (n,γ), (d,p)3−5 2482 (p,p′), (d,d′), (t,p)5−4 2627 (p,p′), (d,d′), (t,p)5−5 2665 (p,p′), (d,d′)3−6 2715 (n,γ), (p,p′), (d,p), (d,d′)11−
1 2744 E1→ 10+1 : δ ≥ −0.1, (d,p), (α,2nγ), (α,4nγ)
3−7 2911 (n,γ), (p,p′), (d,p), (d,d′)12+
1 3048 (α,2nγ), (α,4nγ)3−8 3049 (p,p′), (d,d′)13−
1 3293 (α,2nγ), (α,4nγ)15−
1 3914 (α,4nγ)16+
1 4306 (α,4nγ)17−
1 4606 (α,4nγ)18+
1 4929 (α,4nγ)
Landolt-BornsteinNew Series I/18B
5–158151
62Sm
89[Ref. p. 5–167
5/2−1 0
3/2−1 5
?
7/2−1 66
?
?
5/2−2 70
?
?
3/2−2 105
?
?
?
?
13/2+1 148
5/2+1 168
?
?
?
?
?
9/2−1 175
?
?
?
7/2−2 209
?
?
?
?
9/2−2 295
?
?
?
3/2+1 307
?
?
?
?
?
?
7/2+1 324
?
?
?
?
?
3/2+2 345
?
?
?
?
?
1/2+1 356
?
?
?
5/2+2 396
?
?
?
?
?
?
?
?
5/2+3 446
?
?
?
?
?
?
?
?
?
1/2+2 502
?
?
?
?
?
3/2+3 521
?
?
?
?
?
?
?
13/2−1 532
?
?
Jπn Sn = 5596 keV, Sp = 8268 keV, ∆ = −74586 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]151
62Sm
895–159
Jπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [97S, 97A, 99BNL]
5/2−1 0 90 y log ft > 8.0 (β− from 5/2+), µ = −0.3630 µn, Q = +0.67 barn,
Coul.ex., (µ,2nγ), (n,γ), (3He,4He), (α,3nγ)3/2−
1 5 35 ns B(M1/E2→ 5/2−1 ) = 0.0059/79 W.u. (δ = 0.024),
log ft > 8.0 (β− from 5/2+), (µ,2nγ), (n,γ), (p,d), (d,p), (d,t),(3He,4He), (α,3nγ)
7/2−1 66 0.40 ns B(M1/E2→ 5/2−
1 ) = 0.026/160 W.u. (δ = −0.22),B(E2→ 3/2−
1 ) = 30 W.u., log ft > 8.8 (β− from 5/2+),Coul.ex., (n,γ), (p,d), (d,p), (d,t), (t,p), (3He,4He), (4He,3He),(α,3nγ)
5/2−2 70 < 0.5 ns B(M1→ 3/2−
1 ) > 0.018W.u., B(E2→ 3/2−1 ) > 10W.u. (δ = −0.076),
B(M1→ 5/2−1 ) > 0.0036 W.u., B(E2→ 5/2−
1 ) > 10 W.u. (δ = 0.16),log ft = 8.4 (β− from 5/2+), (n,γ), (d,t), (3He,4He), (4He,3He),(α,3nγ)
3/2−2 105 0.48 ns B(M1/E2→ 5/2−
2 ) = 0.002/200 W.u. (δ = 0.5),B(M1→ 3/2−
1 ) = 0.0066W.u., B(E2→ 3/2−1 ) < 0.16W.u. (δ < 0.02),
B(M1/E2→ 5/2−1 ) = 0.0078/5 W.u. (δ = −0.12),
B(E2→ 7/2−1 ) = 65 W.u., log ft = 8.3 (β− from 5/2+),
µ = +0.31 µn, Coul.ex., (n,γ), (α,3nγ)13/2+
1 148 (p,d), (d,p), (d,t), (3He,4He), (4He,3He), (α,3nγ)5/2+
1 168 0.38 ns B(E1→ 3/2−2 ) = 3.8× 10−5 W.u., B(E1→ 5/2−
2 ) = 1.9× 10−5 W.u.,B(E1→ 7/2−
1 ) = 5.3× 10−5 W.u., B(E1→ 3/2−1 ) = 9.6× 10−6 W.u.,
B(E1→ 5/2−1 ) = 8.0× 10−5 W.u., log ft = 7.83 (β− from 5/2+),
µ = +1.8 µn, (µ,2nγ), (n,γ), (d,p), (d,t), (α,3nγ)9/2−
1 175 log ft > 11.01u (β− from 5/2+), (n,γ), (p,d), (d,p), (d,t), (3He,4He),(4He,3He), (α,3nγ)
7/2−2 209 ≈ 47 ps B(M1/E2→ 5/2−
2 ) = 0.025/22 W.u. (δ = −0.18),B(M1→ 5/2−
1 ) = 0.026 W.u., B(E2→ 5/2−1 ) < 9 W.u. (δ < 0.1),
B(E2→ 3/2−1 ) = 27 W.u., log ft = 8.30 (β− from 5/2+), Coul.ex.,
(µ,2nγ), (n,γ), (d,p), (d,t), (3He,4He), (α,3nγ)9/2−
2 295 26 ps B(E2→ 5/2−1 ) = 60 W.u., log ft > 11.71u (β− from 5/2+),
Coul.ex., (n,γ), (α,3nγ)3/2+
1 307 log ft = 8.26 (β− from 5/2+), (n,γ), (p,d), (d,p), (d,t), (3He,4He)7/2+
1 324 log ft = 7.94 (β− from 5/2+), (n,γ), (α,3nγ)3/2+
2 345 9.3 ps B(M1/E2→ 5/2+1 ) = 0.035/77 W.u. (δ = −0.36),
B(E1→ 3/2−2 ) = 1.7× 10−4 W.u., B(E1→ 5/2−
2 ) = 2.0× 10−4 W.u.,B(E1→ 3/2−
1 ) = 3.5× 10−4 W.u., B(E1→ 5/2−1 ) = 3.2× 10−5 W.u.,
log ft = 6.80 (β− from 5/2+), (µ,2nγ), (n,γ), (p,d), (d,t), (3He,4He)1/2+
1 356 log ft > 10.1 (β− from 5/2+), (n,γ), (d,p), (d,t)5/2+
2 396 log ft = 8.05 (β− from 5/2+), (n,γ), (p,d), (d,t), (3He,4He)5/2+
3 446 20 ps B(E1→ 7/2−2 ) = 2.1× 10−5 W.u., B(E1→ 3/2−
2 ) = 3.1× 10−6 W.u.,B(E1→ 5/2−
2 ) = 3.4× 10−6 W.u., B(E1→ 7/2−1 ) = 3.0× 10−5 W.u.,
B(E1→ 3/2−1 ) = 2.3× 10−5 W.u., B(E1→ 5/2−
1 ) = 7.8× 10−5 W.u.,log ft = 7.38 (β− from 5/2+), (n,γ), (t,α)
1/2+2 502 (n,γ), (p,d), (d,t)
3/2+3 521 log ft = 8.18 (β− from 5/2+), (n,γ), (p,d), (d,t), (3He,4He)
13/2−1 532 Coul.ex., (3He,4He), (α,3nγ)
7/2−3 718 Coul.ex., (d,p), (t,p), (4He,3He)
Landolt-BornsteinNew Series I/18B
5–160152
62Sm
90[Ref. p. 5–167
0+1 0
2+1 122
?
4+1 366
?
0+2 685
?
?
6+1 707
?
2+2 810
?
?
?
?
1−1 963
?
?
?
?
4+2 1023
?
?
?
?
3−1 1041
?
?
0+3 1083
?
?
?
?
?
2+3 1086
?
?
?
?
8+1 1125
?
5−1 1221
?
?
3+1 1234
?
?
?
?
6+2 1311
?
?
?
4+3 1372
?
?
?
?
?
?
7−1 1506
?
?
1−2 1511
?
?
?
?
?
2−1 1530
?
?
?
?
?
?
5+1 1560
?
?
?
3−2 1579
?
?
?
?
?
?
?
?
10+1 1609
?
2−2 1650
?
?
?
?
?
0+4 1659
?
?
?
8+2 1666
?
?
?
?
6+3 1728
?
?
?
0+5 17362+4 1769
?
?
?
?
?
?
5−2 1804
?
?
?
?
?
9−1 1879
?
?
6−1 1920
?
?
?
7+1 1946
?
?
?
?
7−2 2004
?
?
3−3 2012
10+2 2080
?
?
?
?
12+1 2149
?
8−1 2201
?
?
?
8−2 2215
?
?
9−2 2291
?
?
?
9+1 2375
?
?
?
?
10−1 2511
?
?
?
12+2 2526
?
?
11−1 2641
?
?
?
13−1 2833
?
4+4 2895
?
?
?
?
12−1 2901
?
14+1 2977
?
Iπn Sn = 8258 keV, Sp = 8662 keV, ∆ = −74773 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]152
62Sm
905–161
Iπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96A, 97A, 99BNL]
0+1 0 stable log ft = 6.43 (β− from 1+), log ft = 8.65 (EC from 0−),
Coul.ex., muonic atom, SF decay, (γ, γ′), (n,γ), (n,n′γ), (p,t), (d,p),(t,p), (t,pγ), (α,2nγ), (12C,14C)
2+1 122 1.400 ns B(E2→ 0+
1 ) = 144 W.u., log ft = 6.82 (β− from 1+),log ft = 12.11 (EC from 3−), log ft > 9.51u (EC from 0−),µ = +0.84 µn, Q = −1.666 barn, Coul.ex., muonic atom, SF decay,(γ, γ′), (n,γ), (n,n′γ), (n,α), (p,t), (d,p), (t,p), (t,pγ), (t,α), (α,2nγ),(12C,14C)
4+1 366 57.7 ps B(E2→ 2+
1 ) = 209 W.u., log ft = 7.10 (β− from 4−),log ft = 11.89 (EC from 3−), µ = +1.68 µn, Q = −2.6 barn, Coul.ex.,(n,γ), (n,n′γ), (n,α), (p,t), (d,p), (t,p), (t,pγ), (t,α), (α,2nγ)
0+2 685 6.2 ps B(E2→ 2+
1 ) = 32.7 W.u., log ft = 8.31 (β− from 1+),log ft = 8.39 (EC from 0−), Coul.ex., (n,n′γ), (p,t), (d,p), (t,p),(t,pγ), (α,2nγ)
6+1 707 10.1 ps B(E2→ 4+
1 ) = 245 W.u., log ft > 8.81u (β− from 4−),µ = +2.4 µn, Coul.ex., (n,n′γ), (p,t), (d,p), (t,α), (α,2nγ)
2+2 810 7.4 ps B(E2→ 0+
2 ) = 520 W.u., B(E2→ 4+1 ) = 19.0 W.u.,
B(M1/E2→ 2+1 ) = 1.32× 10−5/5.5 W.u. (δ = +19),
B(E2→ 0+1 ) = 0.92 W.u., log ft = 9.61u (β− from 4−),
log ft = 8.27 (β− from 1+), log ft = 11.419 (EC from 3−),log ft = 10.31u (EC from 0−), µ = +0.76 µn, Coul.ex., (n,γ), (n,n′γ),(p,t), (d,p), (t,p), (t,α), (α,2nγ)
1−1 963 28.2 fs B(E1→ 2+
2 ) = 0.00013 W.u., B(E1→ 2+1 ) = 0.0077 W.u.,
B(E1→ 0+1 ) = 0.0042 W.u., log ft = 7.49 (β− from 1+),
log ft = 5.92 (EC from 0−), Coul.ex., (γ, γ′), (n,γ), (n,n′γ), (t,pγ),(α,2nγ)
4+2 1023 ≈ 4.9 ps B(E2→ 2+
2 ) = 400 W.u., B(E2→ 6+1 ) = 6.0 W.u.,
B(M1/E2→ 4+1 ) = 0.0017/9.0 W.u. (δ = 2.1),
B(E2→ 2+1 ) = 1.2 W.u., log ft > 8.3 (β− from 4−),
log ft = 11.956 (EC from 3−), Coul.ex., (n,n′γ), (p,t), (d,p), (t,α),(α,2nγ)
3−1 1041 27 fs B(E1→ 4+
1 ) = 0.0082 W.u., B(E1→ 2+1 ) = 0.0081 W.u.,
log ft = 7.74 (β− from 4−), log ft = 9.71u (β− from 1+),log ft = 12.43 (EC from 3−), Coul.ex., (n,γ), (n,n′γ), (p,t), (d,p),(α,2nγ)
0+3 1083 15 ps B(E1→ 1−
1 ) = 0.0009 W.u., B(E2→ 2+2 ) = 22 W.u.,
B(E2→ 2+1 ) = 0.8 W.u., log ft = 6.89 (β− from 1+),
log ft = 7.88 (EC from 0−), (n,n′γ), (t,p), (t,pγ)2+3 1086 0.87 ps B(M1→ 2+
2 ) = 0.00161 W.u., B(E2→ 4+1 ) = 0.78 W.u.,
B(M1/E2→ 2+1 ) = 0.00019/9.3 W.u. (δ = −9.3),
B(E2→ 0+1 ) = 3.62 W.u., log ft = 8.941u (β− from 4−),
log ft = 8.31 (β− from 1+), log ft = 9.924 (EC from 3−),µ = +0.82 µn, Coul.ex., (n,γ), (n,n′γ), (p,t), (d,p), (α,2nγ)
8+1 1125 3.15 ps B(E2→ 6+
1 ) = 285 W.u., µ = 2.8 µn, Coul.ex., (α,2nγ)5−1 1221 E1/(M2)→ 4+
1 : δ = −0.11, Coul.ex., (n,n′γ), (p,t), (d,p), (t,α),(α,2nγ)
3+1 1234 < 6 ps B(M1→ 4+
1 ) > 2.8×10−5 W.u., B(E2→ 4+1 ) > 0.92 W.u. (δ = −6.5),
B(M1→ 2+1 ) > 2.3×10−5 W.u., B(E2→ 2+
1 ) > 0.86 W.u. (δ = −8.7),log ft = 8.0 (β− from 4−), log ft > 8.3 (β− from 1+),log ft = 9.828 (EC from 3−), (n,γ), (n,n′γ), (d,p), (α,2nγ)
Landolt-BornsteinNew Series I/18B
5–162152
62Sm
90[Ref. p. 5–167
Iπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [96A, 97A, 99BNL]
6+2 1311 M1/E2→ 6+
1 : δ = +1.6, log ft = 9.301u (β− from 4−), Coul.ex.,(n,n′γ), (α,2nγ)
4+3 1372 1.4 ps B(E2→ 2+
3 ) = 50 W.u., B(E1→ 3−1 ) = 3.2× 10−5 W.u.,
B(E2→ 2+2 ) = 0.18 W.u., B(E2→ 6+
1 ) = 1.2 W.u.,B(M1/E2→ 4+
1 ) = 0.0011/5.5 W.u. (δ = −3.1),B(E2→ 2+
1 ) = 0.59 W.u., log ft = 7.40 (β− from 4−),log ft = 10.909 (EC from 3−), Coul.ex., (n,γ), (n,n′γ), (p,t), (α,2nγ)
7−1 1506 (n,n′γ), (α,2nγ)1−2 1511 E1/M2→ 2+
1 : δ = −0.025, log ft = 8.17 (β− from 1+),log ft = 6.65 (EC from 0−), (n,n′γ), (p,t), (t,α)
2−1 1530 ≈ 27 fs B(E1→ 3+
1 ) ≈ 0.0061 W.u., B(E1→ 2+3 ) ≈ 0.011 W.u.,
B(M1/E2→ 3−1 ) ≈ 0.0036/250 W.u. (δ = +5.6),
B(M1/E2→ 1−1 ) ≈ 0.015/14 W.u. (δ = −0.74),
B(E1→ 2+2 ) = 5.6× 10−5 W.u., B(E1→ 2+
1 ) = 0.0027 W.u.,log ft = 8.7 (β− from 1+), log ft = 9.083 (EC from 3−), (n,n′γ),(α,2nγ)
5+1 1560 M1/E2→ 4+
1 : δ = −4.0, log ft = 7.65 (β− from 4−), (n,n′γ), (α,2nγ)3−2 1579 log ft = 7.41 (β− from 4−), log ft = 10.006 (EC from 3−), Coul.ex.,
(n,γ), (n,n′γ), (p,t), (α,2nγ)10+
1 1609 1.38 ps B(E2→ 8+1 ) = 320 W.u., Coul.ex., (α,2nγ)
2−2 1650 log ft = 8.2 (β− from 1+), log ft = 10.079 (EC from 3−), (n,γ),
(n,n′γ)0+4 1659 8 ps B(E1→ 1−
1 ) = 8× 10−5 W.u., B(E2→ 2+2 ) = 0.08 W.u.,
B(E2→ 2+1 ) = 0.0020 W.u., log ft = 6.63 (β− from 1+), (p,t)
8+2 1666 (α,2nγ)6+3 1728 M1/E2→ 6+
1 : δ = −14+4−7, (n,n
′γ), (α,2nγ)0+5 1736 (p,t)2+4 1769 log ft = 7.93 (β− from 1+), log ft = 10.34 (EC from 3−), (n,γ),
(n,n′γ), (p,t), (d,p), (t,p)5−2 1804 log ft = 5.59 (β− from 4−), (n,n′γ), (t,α), (α,2nγ)9−1 1879 (α,2nγ)6−1 1920 M1/E2→ 5−
2 : δ = +0.21, (n,n′γ), (t,α), (α,2nγ)7+1 1946 M1/E2→ 8+
1 : δ = −1.6, M1/E2→ 6+1 : δ = −1.7, (α,2nγ)
7−2 2004 (α,2nγ)3−3 2012 (n,γ), (p,t)10+
2 2080 M1/E2→ 10+1 : δ = +0.3, (α,2nγ)
12+1 2149 Coul.ex., (α,2nγ)
8−1 2201 (α,2nγ)8−2 2215 (t,α), (α,2nγ)9−2 2291 (α,2nγ)9+1 2375 M1/E2→ 10+
1 : δ = −1.0, (α,2nγ)10−
1 2511 (α,2nγ)12+
2 2526 (α,2nγ)11−
1 2641 (α,2nγ)13−
1 2833 (α,2nγ)4+4 2895 log ft = 5.9 (β− from 4−)12−
1 2901 (α,2nγ)14+
1 2977 (α,2nγ)
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]152
62Sm
905–163
10862+21
12343+21
13724+21
15605+21
17286+21
19467+21
23759+21
?
?
?
?
?
?
15111−1115302−11
15793−11
20047−11
22018−11
22919−11
251110−11
264111−11
290112−11
?
?
18045−51
19206−51
22158−51
?
?
00+0gsb
IπKn E [keV]
1222+0gsb
3664+0gsb
7076+0gsb
11258+0gsb
160910+0gsb
214912+0gsb
?
?
?
?
?
?
6850+01
8102+01
10234+01
13116+01
16668+01
208010+01
252612+01
297714+01
?
?
?
?
?
?
?
9631−01
10413−01
12215−01
15067−01
18799−01
283313−01
Landolt-BornsteinNew Series I/18B
5–164154
62Sm
92[Ref. p. 5–167
0+1 02+1 82
?
4+1 267
?
6+1 544
?
8+1 903
?
1−1 921
?
?
3−1 1012
?
?
0+2 1099
?
2+2 1178
?
?
?
?
5−1 1181
?
?
0+3 1202
?
?
10+1 1333
?
4+2 1338
?
?
?
?
4+3 1371
?
?
7−1 1431
?
?
2+3 1440
?
?
?
2−1 1515
?
?
3+1 1539
?
?
6+2 1577
?
?
?
3−2 1585
?
?
?
4−1 1662
?
4+4 1665
?
?
?
9−1 1760
?
5−2 1774
?
?
?
5+1 1805
?
?
12+1 1826
?
6+3 1946
?
?
?
?
7+1 2154
?
11−1 2163
?
?
14+1 2373
?
1+1 2444
?
?
1−2 2557
?
?
1−3 2618
?
?
13−1 2636
?
?
1−4 2744
?
?
1−5 2825
?
?
1−6 2843
?
?
1−7 2882
?
?
1+2 2907
?
?
16+1 2967
?
1+3 3092
?
?
1+4 3117
?
?
1+5 3193
?
?
?
?
1+6 3371
?
?
1+7 3492
?
?
1+8 3622
?
?
1−8 3827
?
?
1−9 6466
?
?
?
?
?
?
?
Iπn Sn = 7968 keV, Sp = 9066 keV, ∆ = −72465 keV E [keV]
Landolt-BornsteinNew Series I/18B
Ref. p. 5–167]154
62Sm
925–165
Iπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S2, 87H2, 97A, 99BNL]
0+1 0 stable log ft ≥ 6.8 (β− from (0,1)), Coul.ex., (γ, γ′), (e,e′), (n,n′γ), (t,p)2+1 82 3.02 ns B(E2→ 0+
1 ) = 174 W.u., log ft > 6.8 (β− from (0,1)),log ft ≈ 9.0 (EC from 3−), µ = +0.78 µn, Q = −1.87 barn, Coul.ex.,(γ, γ′), (e,e′), (n,n′γ), (t,p)
4+1 267 172 ps B(E2→ 2+
1 ) = 244 W.u., B(E4→ 0+1 ) = 80 W.u.,
log ft = 7.3 (β− from (3,4)), log ft ≈ 9.1 (EC from 3−), µ = +1.29 µn,Q = −2.2 barn, Coul.ex., (γ, γ′), (e,e′), (n,n′γ)
6+1 544 22.7 ps B(E2→ 4+
1 ) = 290 W.u., µ = +1.97 µn, Coul.ex., (γ, γ′), (e,e′),(n,n′γ)
8+1 903 5.9 ps B(E2→ 6+
1 ) = 318 W.u., µ = 2.8 µn, Coul.ex., (n,n′γ)1−1 921 21 fs B(E1→ 2+
1 ) = 0.0115 W.u., B(E1→ 0+1 ) = 0.0056 W.u.,
log ft = 7.3 (β− from (0,1)), Coul.ex., (γ, γ′), (e,e′), (n,n′γ)3−1 1012 23 fs B(E1→ 4+
1 ) = 0.0093 W.u., B(E1→ 2+1 ) = 0.0079 W.u.,
B(E3→ 0+1 ) = 10 W.u., Coul.ex., (n,n′γ)
0+2 1099 log ft = 7.7 (β− from (0,1)), Coul.ex., (γ, γ′), (e,e′), (n,n′γ)2+2 1178 1.4 ps B(E1→ 1−
1 ) = 6.1× 10−5 W.u., B(E2→ 4+1 ) = 4.3 W.u.,
B(E2→ 0+1 ) = 0.94 W.u., Coul.ex., (γ, γ′), (e,e′), (n,n′γ)
5−1 1181 Coul.ex., (n,n′γ)0+3 1202 log ft = 7.6 (β− from (0,1)), (γ, γ′), (e,e′), (n,n′γ), (t,p)10+
1 1333 2.45 ps B(E2→ 8+1 ) = 314 W.u., µ = 3.2 µn, Coul.ex.
4+2 1338 Coul.ex., (n,n′γ)4+3 1371 Coul.ex.7−1 1431 Coul.ex.2+3 1440 0.28 ps B(E2→ 4+
1 ) = 0.68 W.u., B(E2→ 0+1 ) = 3.2 W.u.,
log ft = 7.7 (β− from (0,1)), log ft ≥ 7.0 (β− from (3,4)), Coul.ex.,(γ, γ′), (e,e′), (n,n′γ)
2−1 1515 (n,n′γ)3+1 1539 log ft = 7.0 (β− from (3,4)), Coul.ex., (n,n′γ)6+2 1577 Coul.ex., (n,n′γ)3−2 1585 (n,n′γ)4−1 1662 (n,n′γ)4+4 1665 log ft ≥ 7.6 (β− from (3,4)), Coul.ex., (n,n′γ)9−1 1760 Coul.ex.5−2 1774 (n,n′γ)5+1 1805 log ft = 7.0 (β− from (3,4)), Coul.ex., (n,n′γ)12+
1 1826 1.39 ps B(E2→ 10+1 ) = 282 W.u., Coul.ex.
6+3 1946 Coul.ex., (n,n′γ)7+1 2154 Coul.ex., (n,n′γ)11−
1 2163 Coul.ex.14+
1 2373 Coul.ex.1+1 2444 B(M1→ 2+
1 ) = 0.014 W.u., B(M1→ 0+1 ) = 0.033 W.u., (γ, γ′), (e,e′)
1−2 2557 B(E1→ 2+
1 ) = 0.0021 W.u., B(E1→ 0+1 ) = 9.4× 10−4 W.u.,
log ft = 6.8 (β− from (0,1)), (γ, γ′), (e,e′)1−3 2618 B(E1→ 2+
1 ) = 0.0017 W.u., B(E1→ 0+1 ) = 0.0010 W.u.,
log ft = 6.2 (β− from (0,1)), (γ, γ′), (e,e′)13−
1 2636 Coul.ex.1−4 2744 B(E1→ 2+
1 ) = 0.0014 W.u., B(E1→ 0+1 ) = 7.4 × 10−4 W.u., (γ, γ′),
(e,e′)
Landolt-BornsteinNew Series I/18B
5–166154
62Sm
92[Ref. p. 5–167
Iπn E T1/2 B(E(M)λ) and log ft values, moments and main reactions
[keV] Refs. [89S2, 87H2, 97A, 99BNL]
1−5 2825 B(E1→ 2+
1 ) = 7.1×10−4 W.u., B(E1→ 0+1 ) = 3.5×10−4 W.u., (γ, γ′),
(e,e′)1−6 2843 B(E1→ 2+
1 ) = 8.5× 10−4 W.u., B(E1→ 0+1 ) = 5.6× 10−4 W.u.,
log ft = 6.8 (β− from (0,1)), (γ, γ′), (e,e′)1−7 2882 B(E1→ 2+
1 ) = 3.4×10−4 W.u., B(E1→ 0+1 ) = 2.5×10−4 W.u., (γ, γ′),
(e,e′)1+2 2907 B(M1→ 2+
1 ) = 0.019 W.u., B(M1→ 0+1 ) = 0.033 W.u., (γ, γ′), (e,e′)
16+1 2967 Coul.ex.
1+3 3092 B(M1→ 2+
1 ) = 0.045 W.u., B(M1→ 0+1 ) = 0.084 W.u., (γ, γ′), (e,e′)
1+4 3117 B(M1→ 2+
1 ) = 0.033 W.u., B(M1→ 0+1 ) = 0.058 W.u., (γ, γ′), (e,e′)
1+5 3193 B(M1→ 2+
1 ) = 0.092 W.u., B(M1→ 0+1 ) = 0.150 W.u.,
log ft = 6.2 (β− from (0,1)), (γ, γ′), (e,e′)1+6 3371 B(M1→ 2+
1 ) = 0.019 W.u., B(M1→ 0+1 ) = 0.027 W.u., (γ, γ′), (e,e′)
1+7 3492 B(M1→ 2+
1 ) = 0.008 W.u., B(M1→ 0+1 ) = 0.018 W.u., (γ, γ′), (e,e′)
1+8 3622 B(M1→ 2+
1 ) = 0.019 W.u., B(M1→ 0+1 ) = 0.036 W.u., (γ, γ′), (e,e′)
1−8 3827 B(E1→ 2+
1 ) = 0.0012 W.u., B(E1→ 0+1 ) = 4.5 × 10−4 W.u., (γ, γ′),
(e,e′)1−9 6466 4.3 fs B(E1→ 2+
3 ) = 8× 10−6 W.u., B(E1→ 0+3 ) = 1.0× 10−5 W.u.,
B(E1→ 0+2 ) = 6× 10−5 W.u., B(E1→ 1−
1 ) = 1.0× 10−5 W.u.,B(E1/M2→ 2+
1 ) = 5× 10−5/0.04 W.u. (δ = 0.081),B(E1→ 0+
1 ) = 8× 10−5 W.u., (γ, γ′), (e,e′)
00+0gsb
IπKn E [keV]
822+0gsb
2674+0gsb
5446+0gsb
9038+0gsb
133310+0gsb
182612+0gsb
237314+0gsb
296716+0gsb
?
?
?
?
?
?
?
?
9211−01
10123−01
11815−01
14317−01
17609−01
216311−01
263613−01
?
?
10990+01
11782+01
13384+01
15776+01
?
14402+21
15393+21
16654+21
18055+21
19466+21
21547+21
Landolt-BornsteinNew Series I/18B
References for chapter 5 5–167
References for chapter 5
83K Kitao, K., et al.: Nuclear Data Sheets 38 (1983) 191.
87H1 Hashizume, A., et al.: Nuclear Data Sheets 52 (1987) 641.87H2 Helmer, R.G.: Nuclear Data Sheets 52 (1987) 1.
89B Burrows, T.: Nuclear Data Sheets 57 (1989) 337.89S1 Sergeenkov, Yu.V.: Nuclear Data Sheets 58 (1992) 765.89S2 Spear, R.H.: Atomic Data and Nuclear Data Tables 42 (1989) 55.89T Tuli, J.K.: Nuclear Data Sheets 56 (1989) 607.
90P Peker, L.K.: Nuclear Data Sheets 59 (1990) 393.
91P1 Peker, L.K.: Nuclear Data Sheets 63 (1991) 573.91P2 Peker, L.K.: Nuclear Data Sheets 63 (1991) 647.91P3 Peker, L.K.: Nuclear Data Sheets 64 (1991) 429.91T Tamura, T., et al.: Nuclear Data Sheets 64 (1991) 323.
92B1 Blachot, J., Marguier, G.: Nuclear Data Sheets 66 (1992) 451.92B2 Blachot, J., Marguier, G.: Nuclear Data Sheets 67 (1992) 1.92K Kitao, K.: Nuclear Data Sheets 67 (1992) 327.92M derMateosian, E., Peker, L.K.: Nuclear Data Sheets 66 (1992) 705.92S Sergeenkov, Yu.V.: Nuclear Data Sheets 65 (1992) 277.
93K Katakura, J., et al.: Nuclear Data Sheets 70 (1993) 217.93M Miyano, K.: Nuclear Data Sheets 69 (1993) 429.93O Ohya, S., Tamura, T.: Nuclear Data Sheets 70 (1993) 531.93P Peker, L.K.: Nuclear Data Sheets 68 (1993) 997.93T Tuli, J.K.: Nuclear Data Sheets 69 (1993) 69.
94B Blachot, J., Marguier, G.: Nuclear Data Sheets 73 (1994) 81.94P Peker, L.K.: Nuclear Data Sheets 73 (1994) 261.94S1 Sergeenkov, Yu.V.: Nuclear Data Sheets 71 (1994) 557.94S2 Sergeenkov, Yu.V., et al.: Nuclear Data Sheets 72 (1994) 487.94S3 Singh, B., et al.: Nuclear Data Sheets 73 (1994) 351.94T1 Tuli, J.K.: Nuclear Data Sheets 71 (1994) 1.94T2 Tamura, T.: Nuclear Data Sheets 71 (1994) 461.94T3 Tuli, J.K.: Nuclear Data Sheets 72 (1994) 355.
95B Blachot, J., Marguier, G.: Nuclear Data Sheets 75 (1995) 739.95K Kitao, K.: Nuclear Data Sheets 75 (1995) 99.95R Shaheen Rab: Nuclear Data Sheets 75 (1995) 491.95M derMateosian, E., Tuli, J.K.: Nuclear Data Sheets 75 (1995) 827.95T Tuli, J.K.: Nuclear Data Sheets 74 (1995) 349.
96A Artna – Cohen, A.: Nuclear Data Sheets 79 (1996) 1.96D De Frenne, D., Jacobs, E.: Nuclear Data Sheets 79 (1996) 639.96K Kitao, K., Oshima, M.: Nuclear Data Sheets 77 (1996) 1.96T Tendow, Y.: Nuclear Data Sheets 77 (1996) 631.
97A Audi, G., et al.: Nucl. Phys. A624 (1997) 1.97I Iimura, H., et al.: Nuclear Data Sheets 80 (1997) 895.97P Peker, L.K., Tuli, J.K.: Nuclear Data Sheets 82 (1997) 187.97S Singh, B.: Nuclear Data Sheets 80 (1997) 263.97T Tuli, J.K.: Nuclear Data Sheets 81 (1997) 579.
98B Blachot, J.: Nuclear Data Sheets 83 (1998) 647.98S Sergeenkov, Yu.V., Singh, B.: Nuclear Data Sheets 84 (1998) 115.98T Tuli, J.K.: Nuclear Data Sheets 85 (1998) 537.
99BNL BNL data base: www.nndc.bnl.gov, March 1999
Landolt-BornsteinNew Series I/18B