Transcript Slide 1

Unusual Behavior in Radio Supernovae
Poonam Chandra
Jansky Fellow, National Radio Astronomy Observatory
Astronomy Department , University of Virginia
22nd February 2007
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SN 1993J
Unusually well understood
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SN 1993J: Why so special???
• Exploded just 3 Mpc away, extremely bright
• First clear case of transition between supernova Type IIP to Ib.
• Was detected in X-rays and Radio bands just 5 days after the explosion.
• Maund et al (2004) detected unambiguously the signature of the massive
binary companion in HST observations, 10 years after the explosion.
• Excellent VLBI measurements, Radio emitting zone resolved.
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Still lot more to
learn from SN 1993J
My talk is based on the new surprises, it is offering to us
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Radio Emission in a Supernova
Radio emission in a supernova arises due to
synchrotron emission, which arises by the
ACCELERATION OF ELECTRONS
?
in presence of an
ENHANCED MAGNETIC FIELD.
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?
Radio data:
We found synchrotron cooling break
in combined GMRT and VLA (0.2
GHz to 44 GHz) near simultaneous
observations on day 3200.
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On Day 3200…… GMRT+VLA spectrum
Chandra, P. et al. 2004
Synchrotron
cooling break at
4 GHz
GMRT
VLA
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Is synchrotron cooling break real?
Unsettled Issue!!!
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But on day 3770…………..
Observations of SN 1993J on Day 3770
Date of
observation
Frequency GHz Flux density mJy
GMRT
VLA
June 17, 03
0.239
58.2 ± 11.0
June 17, 03
0.619
33.4± 4.3
June 13, 03
1.280
20.2± 2.1
June 26, 03
4.885
8.35 ± 0.42
June 26, 03
14.940
0.98 ± 0.32
June 26, 03
22.485
0.82 ± 0.27
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1.5 years later…………. ~Day 3750
Synchrotron
cooling break at
~5.5
GMRT
VLA
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GHz
We predicted the evolution of
break frequency with roughly 1.2
GHz per year. Our shift in the
synchrotron cooling frequency is
consistent with this calculation.
(PC, Ray, Bhatnagar, 2004)
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Fn=n-a
a1a
1
aa2 2
Flux Density
a3
a 1<
= a 2<
= a3
Frequency
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a3
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On Day 3200…… GMRT+VLA spectrum
Chandra, P. et al. 2004
GMRT
VLA
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1.5 years later…………. ~Day 3750
GMRT
VLA
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Synchrotron Aging in SN 1993J
Synchrotron losses
Adiabatic expansion
Diffusive Fermi acceleration
Energy losses due to adiabatic expansion
V
E
 dE 
- E

R
t
 dt  Adia
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R
Ejecta velocity
V Size of the SN
Energy gain due to diffusive Fermi acceleration
E EV
E( R / t )
 dE 





tc
20 
20 
 dt  Fermi
2
4( v1 - v 2 )

3v
4 
tc 
v
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2
v1 Upstream velocity
v 2Downstream velocity
  Spatial diffusion
 1
1 



 v1 v 2 
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coefficient of the test
particles across
ambient magnetic
field
vParticle velocity
E
E

 2 -2
2 2
-1
dE / dtTotal ( R t / 20  ) E - bB E - t E
For
 t
and
B  B0 / t
(Fransson & Bjornsson,
1998, ApJ, 509, 861)
Break frequency
.
n break
.
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 R
-1 / 2
1/ 2 
B 
t
- 2t 
 20 

-3
0
2
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2
On day 3200
B=330 mG
On day 3770
B=280 mG
Magnetic Field follows 1/t decline trend
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ISM magnetic field is few microGauss.
Shock wave will compress magnetic field
at most by a factor of 4, still few 10s of
microGauss. Hence magnetic field inside
the forward shock is highly enhanced,
most probably due to instabilities
Equipartition magnetic field is 10 times
smaller than actual B, hence magnetic energy
density is 4 order of magnitude higher than
relativistic energy density
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.
n break
.
 R
-1 / 2
1/ 2 
B 
t
- 2t 
 20 

-3
0
2
2
Acceleration
diffusion constant
Ball & Kirk 1992
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For SN 1987A
   21024 cm2 sec-1
(Ball & Kirk, 1992, ApJL)
Scaled value of diffusion coefficient for 1993J
4
 
 2 10 24  2.96 10 24 cm2 sec-1
2.7
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dn break
dt
2
2



R -1/ 2
R -3 / 2
-3
1/ 2
-1/ 2 
 B0 
t - 2t  t - 2t 
 20 
  20 

From VLBI (Bartel, 2002, ApJ),
nbreak(3200)=4 GHz
on day 3200
R=2.65 x 1017 cm
On day 3770
R=3.8 x 1017 cm
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nbreak(3770)=5.5
GHz
Diffusion acceleration coefficient
=(5.3 +/- 3.0) x 1024 cm2 s-1
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Result:
First time direct measurement of
ENHANCED MAGNETIC FIELD
and
ACCELERATION DIFFUSION
COEFFICIENT
responsible for radio emission
by observing the synchrotron cooling break and
its evolution with time
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Radio Emission in a Supernova
Take it with caution!!!!
Radio emission in a supernova arises due to
We needemission,
at leastwhich
4-5arises
simultaneous
synchrotron
by the
datasets showing the synchrotron
ACCELERATION OF ELECTRONS
cooling break to feel more confident!!!
in presence of an
ENHANCED MAGNETIC FIELD.
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Thanks to:
Kurt Weiler: NRL, Washington
Chris Stockdale: Marquette Univ.
Alak Ray: TIFR, Mumbai, India
Roger Chevalier: Univ Virginia
Juan Uson: NRAO, Charlottesville
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Thanks
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