andhra pradesh ug physics syllabus
TRANSCRIPT
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ANDHRA UNIVERSITY: VISAKHAPATNAM SYLLABUS IN PHYSICS OF ALL UNIVERSITIES IN
ANDHRA PRADESH STATE
(w.e. f 2015-2016)
BOARD OF STUDIES IN PHYSICS
Minutes of the Chairpersons, BOS in Physics on June 3rd &4th , 2015
The Chairpersons. Board of Studies in Physics of SVU, ANU, SKU, YVU University are met onrd ! "th #une, $%&' at &%.%% a.m.to '.%% p.m. a(on) *ith the University Administration in the
Senate +oom, A.. Bui(din), SV University,Tirupati to fina(ise the sy((a-i of the Physics as per
State Counci( of i)her /ducation0 U1C mode( curricu(um at Under 1raduate (eve(.
2em-ers Present
&. r.Smt. V.Padmavathi B3S 4SV University Tirupati
SP5 Co((e)e, Tirupati
$. r.S.6a7shmi +eddy B3S8 YV University, Kadapa
SV e)ree Co((e)e, Kadapa
. r. Y.1ourisan7ar B3S8Acharya Na)ar9una University81untur indu Co((e)e, 1untur
". r. 2.+avi Kumar B3S 4 SK University, Anantapur KSN 1ovt. e)ree Co((e)e
for 5omen, Anantapur
The fo((o*in) reso(utions are passed.
&: ;t is reso(ved to fo((o* the Common core sy((a-us for a(( the si< semesters of e!"# papers =Theory: and $% &'#* papers in Si< semesters for a(( the Universities in thestate.
$: The Committee thorou)h(y discussed the sy((a-i proposed -y U1C0APSC/ in its
2ode( curricu(um and accordin)(y framed sy((a-i for ei)ht papers of B.Sc. Physics.: The fo((o*in) ei)ht papers are proposed for the years B.Sc. Physics in Choice Based
Credit System =CBCS:.
F'$# Se+e$#e'
Paper ; > 2echanics ! Properties of 2atter
Practica( ; =6a-8&:
Se, Se+e$#e'
Paper ;;> 5aves ! 3sci((ations
Practica( $ =6a-$:
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T"' Se+e$#e'
Paper ;;;> 5ave 3ptics
Practica( .=6a- :
F,/'#" Se+e$#e'
Paper ;V> Thermodynamics ! +adiation Physics
Practica( ".=6a- ":
Ff#" Se+e$#e'
Paper V> /(ectricity ! 2a)netism
Paper V; Atomic Physics ! ?uantum mechanics
Practica( '. =6a- ':
S%#" Se+e$#e'PaperV;; > i)ita( and Ana(o) /(ectronics
Paper V;;; Nuc(ear physics ! So(id State Physics
Practica( @.=6a- @:
NOTE P',*e+$ $",/* e $,*e # #"e e ,f ee'3 "e' ,f ** U#$.
". /ach theory paper is of &%% mar7s and practica( paper is a(so of &%% mar7s.
/ach theory paper is ' mar7s university e
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7,e* 8/e$#, P&e' f,' ** #"e,'3 &&e'$
T+e 9 "'$ 7% +'$ 45
Se#, A
A$we' 3 fe ,/# ,f : 8/e$#,$
7'$ 5 %9 ; 15
Se#, B
A$we' A** 8/e$#,$ w#" #e'* ",e f',+ ** /#$ (I #, V) 7'$ 5 % 12 ;60 A# *e$# #"'ee &',*e+$ +/$# e */e e" w#" we!"#!e ,f 5 +'$
SE7ESTER PATTERN UNDER CHOICE BASED CREDIT SYSTE7
CO77ON CORE SYLLUBUS
B.S. 1$# Se+e$#e' P"3$$
P&e' I 7e"$ < P',&e'#e$ ,f 7##e'
(F,' 7#"$ C,+#,$)
=,' *,60 "'$ &e' $e+e$#e' > "'$?wee
UNIT I (16 "'$)
1. Ve#,' A*3$$ : "'$
Sca(ar and vector fie(ds, )radient of a sca(ar fie(d and its physica( si)nificance. iver)enceand cur( of a vector fie(d *ith derivations and physica( interpretation. Vector inte)ration
=(ine, surface and vo(ume:, State and proof of 1auss and Sto7es theorem.
UNIT II
2. 7e"$ ,f &'#*e$ 10 "'$
6a*s of motion, motion of varia-(e mass system, motion of a roc7et. Conservation of
ener)y and momentum. Co((isions in t*o and three dimensions. Concept of impact
parameter, scatterin) cross8section. +utherford scatterin)8derivation.
UNIT III (16 "'$)
9. 7e"$ ,f R! ,e$ 10 "'$efinition of ri)id -ody, rotationa( 7inematic re(ations, eDuation of motion for a rotatin)
-ody, an)u(ar momentum. /u(er eDuation, precession of a top. 1yroscope, precession of the
eDuino. 7e"$ ,f ,#/,/$ +e 6 "'$/(astic constants of isotropic so(ids and their re(ation, PoissonEs ratio and e
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P&e' II =e$ < O$**#,$
(F,' 7#"$ C,+#,$)
II SE7ESTER
=,' *, 60 "'$ &e' $e+e$#e' > "'$?wee
UNIT I1. S+&*e H'+, ,$**#,$ 12 "'$
Simp(e harmonic osci((ator and so(ution of the differentia( eDuation8Physica( characteristics
of S2, torsion pendu(um8measurements of ri)idity modu(us, compound pendu(um8
measurement of )F, com-ination of t*o mutua((y perpendicu(ar simp(e harmonic vi-rations
of same freDuency and different freDuencies. 6issa9ous fi)ures.
UNIT II
2. D+&e f,'e ,$**#,$ 12 "'$
amped harmonic osci((ator, so(ution of the differentia( eDuation of damped osci((ator.
/ner)y considerations, comparison *ith un8damped harmonic osci((ator, (o)arithmic
decrement, re(a. V'#! $#'!$ : "'$
Transverse *ave propa)ation a(on) a stretched strin), )enera( so(ution of *ave eDuation and
its si)nificance, modes of vi-ration of stretched strin) c(amped at ends, overtones, ener)y
transport and transverse impedance.
5. V'#,$ ,f '$ @ "'$
6on)itudina( vi-rations in -ars8*ave eDuation and its )enera( so(ution. Specia( cases i: -ar
fi
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. undamenta(s of Physics. a((iday0+esnic705a(7er ,Wile ndia Edition 200/ .". 5aves and 3sci((ations. S. Badami, V. Ba(asu-ramanian and K. +ama +eddy rient
ongman.
'. 2echanics of Partic(es, 5aves and 3sci((ations. An*ar Kama(, New Age nternational .
@. Co((e)e Physics8;. T. Bhimasan7aram and 1. Prasad. +imalaa u#lishing +ouse.. ;ntroduction to Physics for Scientists and /n)ineers. .#. +uche. ()*raw +ill .
H. 5aves and 3sci((ations. N. Su-ramaniyam and Bri9(a( i3as u#lishing +ouse ri%ate
imited .
I. Unified Physics Vo(.; 2echanics, 5aves and 3sci((ations 4 4ai ra3ash Nath & Co.td.&%. (eerut .
11. Science and Techno(o)y of U(trasonics8 B(adevra9, Narosa, New Delhi,2005
P'#* P&e' 2 =e$ < O$**#,$
=,' *,90 "'$ &e' $e+e$#e' 9 "'$?wee
7+/+ ,f : e%&e'+e#$ #, e ,e 'e,'e
1. etermination of )F -y compound0-ar pendu(um
2. Simp(e pendu(um norma( distri-ution of errors8estimation of time period and the error ofthe mean -y statistica( ana(ysis
9. etermination of the force constant -y static and dynamic method and eva(uation of )F.
>. etermination of the e(astic constants of the materia( of a f(at spira( sprin).
5. etermination of moment of inertia of a cy(indrica( rod 8-ifi(ar suspension
6. Coup(ed osci((ators
4. Verification of (a*s of vi-rations of stretched strin) 4sonometer
:. etermination of ve(ocity of transverse *ave a(on) a stretched strin)8sonometer
@. etermination of freDuency of a -ar 42e(deFs e
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P&e' III =e O$
(F,' 7#"$ C,+#,$)
III SE7ESTER
=,' *, 60 "'$ &e' $e+e$#e' > "'$?wee
UNIT I
1. Ae''#,$ 4 "'$;ntroduction 4 monochromatic a-errations, spherica( a-erration, methods of minimiGin)
spherica( a-erration, coma, asti)matism and curvature of fie(d, distortion. Chromatic
a-erration8the achromatic dou-(et. +emova( of chromatic a-erration of a separated dou-(et.
UNIT II
2. I#e'fe'ee 1> "'$
Princip(e of superposition8coherence8tempora( coherence and spatia( coherence8conditions
for interference of (i)ht.
resne(Fs -iprism8determination of *ave(en)th of (i)ht.etermination of thic7ness of a
transparent materia( usin) -iprism 4chan)e of phase on ref(ection86(oydFs mirrore. P,*'$#, 10 "'$
Po(ariGed (i)ht> methods of po(ariGation po(ariGation -y ref(ection, refraction, dou-(e
refraction, se(ective a-sorption, scatterin) of (i)ht8Bre*sterFs (a*82au(s (a*8Nico( prism
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po(ariGer and ana(yGer8?uarter *ave p(ate, a(f *ave p(ate8optica( activity, ana(ysis of (i)ht
-y 6aurentFs ha(f shade po(arimeter8Ba-inetFs compensator.
UNIT V
5. L$e'$ H,*,!'&"3 10 "'$
6asers> introduction, spontaneous emission8stimu(ated emission8popu(ation inversion. 6aser
princip(e8/instein coefficients8Types of (asers8e8Ne (aser8ru-y (aser8app(ications of (asers.
o(o)raphy> Basic princip(e of ho(o)raphy81a-or ho(o)ram and its (imitations, ho(o)raphy
app(ications.
6. Fe' O$ 4 "'$
;ntroduction8 different types of fi-ers, rays and modes in an optica( fi-er, fi-er materia(,
princip(es of fi-er communication =Dua(itative treatment on(y:, advanta)es of fi-er opticcommunication.
Refe'ee B,,$
1. ;; BSc Physics 8-elugu A3adem, +dera#ad
2. undamenta(s of Physics. a((iday0+esnic705a(7er.C. Wile ndia Edition 200/
. 3ptics 4 A #en7ins and 1 5hite, () *raw6+ill 5. A Te
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P&e' IV T"e'+,3+$ "'$?wee
UNIT I 1. e# #"e,'3 ,f !$e$ 11 "'$
;ntroduction 4eduction of 2a "'sB(ac7-ody8erryFs -(ac7 -ody8distri-ution of ener)y in the spectrum of -(ac7 -ody85einFs
disp(acement (a*,5einFs (a*, +ay(ei)h8#eanFs (a*8?uantum theory of radiation8P(anc7Fs
(a*82easurement of radiation8Types of pyrometers8isappearin) fi(ament optica( pyrometer8e
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5. eat and Thermodynamics8 2S Yadav, Anmol u#li)ations %t. td, 20007. University Physics, Youn), 25 Jemans7y,5 Sears, Narosa u#lishers, New Delhi
'. Unified Physics Vo(.;; 3ptics ! Thermodynamics 4 4ai ra3ash Nath & Co.td., (eerut
/. eat, Thermodynamics and Statistica( Physics8N Bri9 6a(, P Su-rahmanyam, PS emne,
S.Chand & Co.,2012H. Thermodynamics 8 +.C. Srivastava, Su-it K. Saha ! A-hay K. 4ain Eastern E)onom
Edition.
P'#* P&e' IV T"e'+,3+$
=,' *,90 "'$ 9 "'$?wee
7+/+ ,f : e%&e'+e#$ #, e ,e 'e,'e
&. Specific heat of a (iDuid 4#ou(eFs ca(orimeter 4BartonFs radiation correction
$. Therma( conductivity of -ad conductor86eeFs method. Therma( conductivity of ru--er.
". 2easurement of StefanFs constant.
'. Specific heat of a (iDuid -y app(yin) Ne*tonFs (a* of coo(in) correction.
@. eatin) efficiency of e(ectrica( 7ett(e *ith varyin) vo(ta)es.. 2echanica( eDuiva(ent of heat
H. Thermo emf8 thermo coup(e potentiometer
I. Coefficient of therma( conductivity of copper8 Sear(eFs apparatus.&%. Therma( -ehaviour of a e(ectric -u(- =fi(ament0torch (i)ht -u(-:
&&. 2easurement of StefanFs constant8 emissive method
&$. Temperature variation of resistance8 thermister.
P&e' V
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E*e#'#3 < 7!e#$+
(F,' 7#"$ C,+#,$)
V Se+e$#e'
=,' *, 60 "'$ &e' $e+e$#e' > "'$?wee
UNIT I
1.E*e#' fe* &,#e#* 10
1aussFs (a* statement and its proof8 app(ications due to =&: Uniform(y char)ed sphere =$:an infinite conductin) sheet of char)e and =: char)ed cy(inder. /(ectrica( potentia( 4
eDuipotentia( surfaces8 potentia( due to i: a point char)e, ii:char)ed spherica( she(( and
uniform(y char)ed circu(ar disc. An e(ectric fie(d stren)th due to an e(ectric dipo(e.
UNIT II
2. C&#e e*e#'$ 12 "'$
erivation of e
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Te%#,,$
&. 2odern Physics -y +. 2uru)eshan and Kiruthi)a Siva Prasath 4 S. Chand & Co. for semi conductor ! i)ita( Princip(es:
$. undamenta(s of Physics8 a((iday0+esnic705a(7er 8 Wile ndia Edition 200/.
. Ber7e(ey Physics Course 4 Vo(. ;; 8 /(ectricity and 2a)netism 4 /d*ard 2 Purce(( 4 -he ()*raw6+ill Companies.
". /(ectricity and 2a)netism 4 .N. Vasudeva. S. Chand & Co.
'. /(ectronic devices and circuits 4 2i((man and a(7ias. ().*raw6+ill Edu)ation.@. /(ectricity and 2a)netism Bri9(a( and Su-ramanyam. Ratan ra3ashan (andir.. i)ita( Princip(es and App(ications -y A.P. 2a(vino and .P. 6each. ()*raw +ill
Edu)ation.
H. Unified Physics Vo(. 4 S.6. 1upta and San9eev 1upta 4 #ai Pra7asah Nath ! Co82eerut.
P&e' VI
A#,+ P"3$$ < /#/+ 7e"$
(F,' 7#"$ C,+#,$)
V Se+e$#e'
=,' *, 60 "'$ &e' $e+e$#e' > "'$?wee
UNIT I1. A#,+ &"3$$ 12 "'$
;ntroduction 4dra*-ac7s of BohrFs atomic mode(8Sommerfie(dFs e((iptica( or-its8
re(ativistic correction =no derivation:. Stern and 1er(ach e
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6. /#/+ we +e"$ 12 "'$
Basic postu(ates of Duantum mechanics Schrodin)er time independent and time dependent
*ave eDuations8derivates *ave function properties8si)nificance. App(ication of
Schrodin)er *ave eDuation to partic(e in one dimensiona( infinite -o
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P&e' VII D!#* A*,! E*e#',$
(F,' 7#"$ C,+#,$)
VI SE7ESTER
=,' *, 60 "'$ &e' $e+e$#e' > "'$?wee
UNIT I
1.B$ e*e#',$ 1> "'$
ormation of e(ectron ener)y -ands in so(ids, c(assification of so(ids in terms of for-idden
ener)y )ap, intrinsic and e a(f8*ave +ectifiers. Centre8tapped and Brid)e u((8*ave +ectifiers8
Ca(cu(ation of +ipp(e actor and +ectification /fficiency, Basic idea a-out capacitorfi(ter,Jener iode and Vo(ta)e +e)u(ation
UNIT III
9. D!#* &'&*e$ 10 "'$
ifferences -et*een ana(o) and di)ita( circuits8Binary num-er system, convertin) Binary to
ecima( and vice versa. Binary addition and su-straction =&Fs and $Fs comp(ement methods:.
UNIT IV 12 "'$
>. L,! #e$
6o)ic )ates> 3+,AN,N3T )ates, truth ta-(es, rea(iGation of these )ates usin) discrete
components. NAN, N3+ as universa( )ates, e "'$
Characteristics of an ;dea( and Practica( 3p8Amp =;C "&:, 3pen8(oop! C(osed8(oop 1ain.
C2++, concept of Virtua( )round. App(ications of 3p8Amps> =&: ;nvertin) and Non8
invertin) Amp(ifiers, =$: Adder, =: Su-tractor, =": ifferentiator, =': ;nte)rator,=@: JeroCrossin) etector.
Te%#,,$
&. Third Year Physics 8 -elugu A)adem.$. Unified e(ectronics Vo( ;;;/(ectronic Circuits ! i)ita( /(ectronics, A)ar*a( ! A)ar*a(,
A.S.Pra7ashan, 2eerut.. i)ita( and ana(o) systems cicuits and evices> An ;ntroduction, Be(ov Schi((in), 2c
1ra*i(( ;nternationa( /dition.
P&e' VIII N/*e' &"3$$ < S,* S##e P"3$$
(F,' 7#"$ C,+#,$)
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VI SE7ESTER
=,' *, 60 "'$ &e' $e+e$#e' > "'$?wee
UNIT I1. Crystal Structure: 10 hrs
morphous and !rystalline Materials. "nit !ell. Miller #ndices. $eciprocal%attice. &ypes of %attices. Diraction of '-rays by !rystals. Bragg’s %a(.)xperimental techniques* %aue’s method and po(der diraction method.
UNIT II . Ma!"et#c Pr$%ert#es $& Matter: 10 hrs
Dia-* +ara-* ,erri- and ,erromagnetic Materials. !lassical %angevin &heoryof +aramagnetism !urie’s la(* eiss’s &heory of ,erromagnetism and,erromagnetic Domains.
UNIT III'. Su%erc$"(uct#)#ty: * hrs
)xperimental $esults. !ritical &emperature. !ritical magnetic eld. B!Stheory /elementaty ideas only0 Meissner eect. &ype # and type ##
Superconductors* %ondon’s )quation and +enetration Depth. #sotopeeect* applications of super conductors.
>. N,+#e'*$ 6 "'$
;ntroduction, nanopartic(es, meta( nanoc(usters, semiconductor nanopartic(es, car-on
c(usters, car-on nanotu-es,Duantum nanostructures, nanodot, nano*ire and Duantum *e((8app(ications of nano materia(s.
UNIT IV
+. ,e"eral Pr$%ert#es $& Nucle#: 10 hrs
Basic ideas of nucleus -si1e* mass* charge density /matter energy0*binding energy* angular momentum* parity* magnetic moment* electricmoments.
%iquid drop model 2shell model- collective model* magic numbers.
UNIT V +.Ra(#$act#)#ty (ecay: 10 hrs
lpha decay3 basics of 4-decay processes* theory of 4-decay 5amo(’s
theory* 5eiger 6uttall la(. β-decay3 energy 7inematics for β-decay*
positron emission* electron capture* neutrino hypothesis.
-. Detect$rs $& "uclear Ra(#at#$": - hrs#oni1ation chamber* 5M !ounter. ilsons cloud chamber* bubblechamber* scintillation counter
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B.S. (P"3$$) (N,-7#"e+#$ C,+#,$)
S"e+e ,f $#'/#, e%+#, #, e f,**,we w.e.f. 2015-2016
S.No Semester Tit(e of the paper ;nstructio
n
rs0*ee7
uration o
f e 3ptics
" '
" ourth Paper ;V> Thermodynamics !
+adiation Physics
" '
' ifth
Paper V> /(ectrostatics, /(ectricity
! 2a)netismPaper V;> 2odern Physics
"
"
'
'
@ Si /(ectrica( circuits !
/(ectronics
Paper V;;;> Nuc(ear physics !
2edica( Physics
"
"
'
'
P'#*
& irst Practica( & '
$ Second Practica( ;; '
Third Practica( ;;; '
" ourth Practica( ;V '' ifth Practica( V '
@ Si
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SE7ESTER PATTERN UNDER CHOICE BASED CREDIT SYSTE7
CO77ON CORE SYLLUBUS
B.S. 1$# Se+e$#e' P"3$$
P&e' I 7e"$ < P',&e'#e$ ,f 7##e'(F,' N,-7#"e+#$ C,+#,$)
=,' *,60 "'$ &e' $e+e$#e' > "'$?wee
UNIT -I
1. 7#"e+#* B!',/ : ",/'$
Sca(ars and vectors 4vector addition8sca(ar and vector products of vector and their physica(
si)nificance8vector ca(cu(us8)radient of a sca(ar point function8diver)ence and cur( of vector8statements of sto7es and 1auss theorems 8e
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UNIT-IV
5. F*/ F*,w 10 ",/'$
The f(o* of idea( f(uids8/Duation of continuity 4Bernou((iFs eDuation8Torrice((iFs theorem8The venture meter8PitotFs tu-e8Viscosity and the f(o* of rea( f(uids8 Poise((ious eDuation.
UNIT V
6. Re*#$# effe#$ 12 ",/'$
2ovin) reference frames8;nertia( reference frames81a(i(ean re(ativity =/(ementary treatment
on(y, app(ication to -e covered:4Specia( theory of re(ativity8Statements of the t*o -asic postu(ates86orentG transformation eDuations8(en)th contraction8time di(ation8addition of
ve(ocities82omentum and re(ativistic mass8 2ass 4/ner)y eDuation, rest mass !
momentum of a partic(e.
Refe'ee B,,$
1. BSc Physics 8Te(u)u A7ademy, ydera-ad
2. Properties of 2atter 8 .S. 2athur, S.Chand & Co, New Delhi ,11th Edn., 2000
9. Properties of 2atter 8 Bri9(a(! Su-rmanyam ,S.Chand &Co. 1!"2
>. Physics for Bio(o)y and Premedica( Students 4.N. Burns ! S11 2ac ona(d
5. Unified Physics Vo(.; 2echanics,5aves and 3sci((ations 4 4ai ra3ash Nath & Co.td.,
(eerut .
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P&e' II =e$ < O$**#,$
(F,' N,-7#"$ C,+#,$)
II SE7ESTER
=,' *,60 "'$ &e' $e+e$#e' > "'$?wee
UNIT-I 15 "'$.
1.O$**#,'3 7,#,
Simp(e harmonic motion8/Duation of motion and so(ution8Simp(e harmonic motion from the
standpoint of ener)y8The rotor dia)ram representation of simp(e harmonic motion8
Compound pendu(um8determination of ) and 7, torsiona( pendu(um8determination of n,Com-ination of Simp(e harmonic motions a(on) a (ine and perpendicu(ar to each other8
6issa9ous fi)ures8
UNIT II 1> "'$ 2.D+&e O$**#,'$
amped Vi-rations8 e
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2. BSc Physics 8Te(u)u A7ademy, ydera-ad
9. 5aves and 3sci((ations. S. Badami, V. Ba(asu-ramanian and K. +ama +eddy 3rient
6on)man.
>. 5aves and 3sci((ations. N. Su-ramaniyam and Bri9(a( Vi7as Pu-(ishin) ouse Private
6imited.
5. Unified Physics Vo(.; 2echanics, 5aves and 3sci((ations 4 #ai Pra7ash Nath ! Co.6td.,
2eerut.
6. Properties of 2atter and Acoustics 4 + 2uru)eshan and K. Shivaprasath, S Chand !
Co.6td. =$%%'8/d:4. Acoustics 4 5aves and 3sci((ations 8 S. N. Sen 4 5i(ey /stern 6td
:. Te
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ana(ysis 83ptica( activity8Specific rotatory po*er 8Po(arimeter8o(o)raphy8 Princip(es andapp(ications.
UNIT V 12 "'$.
5. H,*,!'&"3 < Fe' O$
o(o)raphy> Basic princip(e of ho(o)raphy81a-or ho(o)ram and its (imitations, ho(o)raphyapp(ications. ;ntroduction8 different types of fi-res, rays and modes in an optica( fi-re, fi-re
materia(, princip(es of fi-er communication =Dua(itative treatment on(y:, app(ications.
Reference Books:
1. Physics for Bio(o)y and Premedica( Students 4.N. Burns ! S11 2ac ona(d
2 BSc Physics 8-elugu A3adem, +dera#ad
3 A Te "'$?wee
UNIT I
1. e# #"e,'3 ,f $e$ 12 "'$
Jeroth (a* of thermodynamics,measurment of temperature8 resistance thermometry,
thermoe(ectric theromometers87inetic theory of )ases8 assumptions8pressure of an idea( )as8
mo(ecu(ar interpretation of temerature8 2a
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pyrometers8isappearin) fi(ament optica( pyrometer8e
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Current and current density, drift ve(ocity e
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e. S&e#',$,&3
8ray spectra8continuous and characterstics
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P&e' VII E*e#'* '/#$ < E*e#',$
(F,' , 7#"e+#$ C,+#,$)
VI SE7ESTER
=,' *, 60 "'$ &e' $e+e$#e' > "'$?wee
UNIT I 19 "'$
1. E*e#'* '/#$
1ro*th and decay of currents in 68+, C8+ and 6C+ circuits 4usin) d.c supp(y.
Pea7, avera)e and rms va(ues of a.c. and vo(ta)es8derivation of their inter re(ationships8
form factor8 po*er in ac circuits8po*er factor 4a(ternatin) currents in resistances8 68+, C8+
and 68C8+ circuits. 68+, C8+ and 68C8+ series circuits. +esonance D factor, para((e( 6C+ circuit8s7in effect 4transformer =e 3+,AN , N3T and N3+,NAN and /83+ )ates their truth ta-(es, rea(iGation of these )ates usin) discrete components, NAN and N3+ )ates are as universa( )ates, e
2or)ansFs theorems statements and proof. a(f and u(( adders.
UNIT- IV 10 "'$
H3' P'+e#e'$
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;nput , 3utput impedence , vo(ta)e , current , po*er )ain of C/ amp(ifier , VTV2 ,mu(timeter , difference -et*een movin) coi( vo(t meter and VTV2.
UNIT- V 19 "'$
5. 7!e# &',&e'#e$ ,f +##e'
Types of ma)netic materia(s8parama)netic, diama)netic and ferroma)netic materia(s and
their properties. 2a)netic intensity ;, ma)netic suscepti-i(ity8derivation for e
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)xperimental $esults. !ritical &emperature. !ritical magnetic eld. B!Stheory /elementaty ideas only0 Meissner eect. &ype # and type ##Superconductors* %ondon’s )quation and +enetration Depth. #sotopeeect* applications of super conductors.
6. N,+#e'*$ 6 "'$
;ntroduction, nanopartic(es, meta( nanoc(usters, semiconductor nanopartic(es, car-on
c(usters, car-on nanotu-es,Duantum nanostructures, nanodot, nano*ire and Duantum *e((8app(ications of nano materia(s.
UNIT V
. MEDICA2 IMA,IN, PHYSICS: 3 hrs'-ray diagnostics and imaging* +hysics of nuclear magnetic resonance/6M$0 2 6M$ imaging 2 M$# $adiological imaging 2$adiography 2'-raylm 2 lm processing 2 :uoroscopy "ltrasound imaging 2 magnetic
resonance imaging 2 thyroid upta7e system 2 5amma camera /;nly+rinciple* function and display0.
B,,$
&. B.Sc. Physics 4 Te(u)u Academy.$. Physics for Bioo)y and Premedica( Students8.2. Burns !S11 2cona(d. Addison
*i(ey.?@0A. Basic $adiological +hysics Dr. . &hayalan - =ayapee Brothers Medical
+ublishing +vt. %td. 6e( Delhi /C