euv filaments in 3d from magnetic extrapolations toward stereoscopic observations g. aulanier &...

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EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

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Page 1: EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

EUV filaments in 3D

from magnetic extrapolations toward stereoscopic observations

G. Aulanier & B. SchmiederObservatoire de Paris, LESIA

Page 2: EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

Disc observations of EUV filaments Disc observations of EUV filaments

Observed only for < 912 A (Chiuderi Drago et al. 2001)

EUV lines EUV lines absorbedabsorbed in the Lyman in the Lyman continuum of Hydrogencontinuum of Hydrogen

912 = 60-100 H (Heinzel et al. 2001, Schmieder et al., 2002)

fewer materialfewer material can absorb the can absorb the background EUV radiationbackground EUV radiation

EUV shows EUV shows more massmore mass than H than H

°

(Heinzel et al. 2001)

SoHO/CDS

THEMIS/MSDP

distribution of cool material ? magnetic topology ? 3D is missing extra mass loading of CMEs ?

Page 3: EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

3D magnetic field extrapolation 3D magnetic field extrapolation for one observed filament for one observed filament

Joint THEMIS/SoHO campaign, 05/05/2000 (conducted at MEDOC)

08:12 UT07:52 UT

located at E17 S21

Page 4: EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

linear magneto-hydrostatic method linear magneto-hydrostatic method

+

+

-

-

x B = B + e-z/H Bz x uz (Low 1992)

= j (force free) + j (p;g)

Lower boundary : -/2 < x;y < /2 ; periodic

- Bz (z = 0) = B// (MDIdeproj) /cos

- = observed quasi-periodicity in x

- y axis = filament axis

Upper boundary : 0 < z < z arbitrary

lim B (z +) = 0

Departure from the force free approximation

(; H) cannot be fixed grid of 35 LMHS models

8Filament axis

05/05/00, 08:00 UT, SoHO/MDI magnetogram

Page 5: EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

Selection of the best LMHS modelSelection of the best LMHS model

For each 3D model, compute & plot magnetic dips :

Compare dips with H observations only:

dipped field line

d = Hg = 300 km

- Locus of dips :

- Portion visible in H:

- dips to be matched with :

- Physical parameters :res = 0.94 ; = 3.08 x 10-8 m-1

H = 25 Mm

filament curved body & elbow

(Aulanier et al. 1999)

z

(B . ) B > 0Bz = 0

Page 6: EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

LMHS model of the HLMHS model of the H filament filament

Calculation of dips on a 64 3 mesh :

2100 dips for z = ] 4 ; 96 ] 3500 dips for z = [ 0 ; 4 ]

H filament body + feet = Sheet of dips in high altitude flux tube + Side dips on the edge of photospheric parasitic polarities

(Aulanier & Démoulin 1998)

Page 7: EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

LMHS model of the EUV filamentLMHS model of the EUV filament

Plot onto the EUV image the SAME dips from the SAME model built so as to match the H filament :

2100 dips for z = ] 4 ; 96 ] 3500 dips for z = [ 0 ; 4 ]

Magnetic dips computed up to :

dLyman = 1700 km

(calculated with approximated RT)

For hydrostatic-isothermal dips :

M (each dip) ~ 1.5 x M (H

Page 8: EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

Magnetic topology of filament channelsMagnetic topology of filament channels

Filament body :magnetic dips in weakly twisted

(0.6 turns) and discontinuous flux tube

H & EUV extensions :low-lying dips due to parasitic polarities

located near the footpoints of somelong overlaying sheared loops

Magnetic loops

filament flux tube

overlaying arcades

Magnetic dips

z > 4 Mm

z < 4 Mm

Page 9: EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

Estimate for the mass loading of CMEsEstimate for the mass loading of CMEs

Wide EUV feet

H feet

Overlaying arcades

Filament flux tube

CME front & cavity

Not ejected

M (each dip) ~ 1.5 x M (observable in H

unchanged

fall down to chromosphere

M (CME core) x 1.5

MOST of the mass

observed in EUV filament channels

will NOT be loaded into CMEs

Page 10: EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

Toward STEREO observationsToward STEREO observations

EUV filament channels=

optically thick enoughstereo reconstruction

SECCHI / EUVI

3D structure & evolution

of EUV channels

SoHO/CDS FOV

05/05/00, 08:12 UT, SoHO/CDS, OV

SoHO/CDS FOV

same shape as observed in the 4 EIT wavelengths

Page 11: EUV filaments in 3D from magnetic extrapolations toward stereoscopic observations G. Aulanier & B. Schmieder Observatoire de Paris, LESIA

Magnetic loops

filament flux tube

overlaying arcades

Magnetic dips

z > 4 Mm

z < 4 Mm

Compare LMHS model Compare LMHS model with observed transit on the discwith observed transit on the disc

Several projections of one model :LMHS extrapolation of the 05/05/00, 8:00 UT, SoHO/MDI magnetogram