Circular_text |
TITLE: GCN CIRCULAR
NUMBER: 13854
SUBJECT: GRB 121011A: MASTER-Net bell light curve
DATE: 12/10/11 21:27:48 GMT
FROM: Vladimir Lipunov at Moscow State U/Krylov Obs
E. Gorbovskoy, D.Denisenko, V.Krushinski (Ural), V. Lipunov, V.Kornilov,
D.Kuvshinov, A.Belinski, N.Tyurina, N.Shatskiy, P.Balanutsa, D.Zimnukhov,
A.Kuznetsov, V.V.Chazov, A.Sankovich
Moscow Lomonosov State University, Sternberg Astronomical Institute,
V.Yurkov, Yu.Sergienko, D.Varda, E.Sinyakov
Blagoveschensk Educational State University, Blagoveschensk
K.Ivanov, S.Yazev, N.M.Budnev, O.Gres, O.Chuvalaev, V.A.Poleshchuk
Irkutsk State University
E. Gorbovskoy, V. Lipunov, V.Kornilov, D.Kuvshinov, A.Belinski, N.Tyurina,
N.Shatskiy, P.Balanutsa, D.Zimnukhov, A.Kuznetsov, V.V.Chazov, A.Sankovich,
D.Denisenko
Moscow Lomonosov State University, Sternberg Astronomical Institute,
A. Tlatov, A.V. Parhomenko, D. Dormidontov, V.Sennik
Kislovodsk Solar Station of the Pulkovo Observatory
I.Zalozhnich, A. Popov, A. Bourdanov
Ural Federal University
Hugo Levato and Carlos Saffe
Instituto de Ciencias Astronomicas, de la Tierra y del Espacio (ICATE)
Claudio Mallamaci, Carlos Lopez and Federico Podest
Observatorio Astronomico Felix Aguilar (OAFA)
Two MASTER II robotic telescope (MASTER-Net: http://observ.pereplet.ru)
located in Blagoveschensk and Tunka (Baykal lake) was pointed to the GRB
121011A (Racusin et al., GCNC 13848) 51 sec after Trigger time at
2012-10-11 11:16:21.301 UT and 106 sec after Trigger time at
2012-10-11 11:17:14 UT in four polarizations (Yurkov et al., GCNC 13845).
Unfortunately the weather conditions were not very good at Tunka site.
We detected OT (Racusin et al., GCNC 13848; Kuroda et al. GCNC 13845;
Xin et al., GCNC 13847).
The preliminary results of the photometry calibrated to 0.8*R+0.2*B from
USNO-B1.0:
UTC Tmean-Tgrb Exp,s. mag s/n magerr filter Site Coadd
11:16:21.0 56 10 >16.9 N/A N/A P/ Amur No
11:16:21.0 56 10 >16.9 N/A N/A P\ Amur No
11:16:21.0 96 80 >18.2 N/A N/A P/ Amur Yes
11:16:21.0 96 80 >18.2 N/A N/A P\ Amur Yes
11;18;29.0 200 40 >18.2 N/A N/A P/ Amur No
11;18;29.0 200 40 >18.2 N/A N/A P\ Amur No
11:19:20.429 255 50 17,38 5.9 0.18 P/ Amur No
11:19:20.461 255 50 17,17 5.8 0.19 P\ Amur No
11:20:21.37 321 60 16,89 8.9 0.12 P/ Amur No
11:20:21.396 321 60 16,9 8.1 0.13 P\ Amur No
11:21:32.001 397 70 16,77 11.1 0.10 P/ Amur No
11:21:32.02 397 70 16,81 11.5 0.09 P\ Amur No
11:22:52.945 487 90 16,59 14.7 0.07 P/ Amur No
11:22:52.998 487 90 16,49 15.8 0.07 P\ Amur No
11:24:33.654 599 110 16,42 18.7 0.06 P/ Amur No
11:24:33.678 599 110 16,57 16.6 0.07 P\ Amur No
11:26:34.121 729 130 16,55 17.6 0.06 P/ Amur No
11:26:34.144 729 130 16,5 18.4 0.06 P\ Amur No
11:28:54.944 885 160 16,69 18.1 0.06 P/ Amur No
11:28:54.947 885 160 16,7 15.5 0.07 P\ Amur No
11:31:45.672 1065 180 16,73 15.3 0.07 P/ Amur No
11:31:45.706 1065 180 16,72 14.2 0.08 P\ Amur No
11:35:11.589 1271 180 17,05 13.5 0.08 P/ Amur No
11:35:11.606 1271 180 17,03 11.1 0.10 P\ Amur No
11:38:37.563 1477 180 17,23 10.4 0.10 P/ Amur No
11:38:37.586 1477 180 17,25 10.3 0.11 P\ Amur No
11:42:12.62 1693 180 17,36 9.2 0.12 P/ Amur No
11:42:12.636 1693 180 17,48 7.7 0.14 P\ Amur No
11:45:38.297 1898 180 17,44 8.2 0.13 P/ Amur No
11:45:38.319 1898 180 17,44 7.2 0.15 P\ Amur No
11:49:03.877 2104 180 17,67 5.7 0.19 P/ Amur No
11:49:03.906 2104 180 17,73 5.0 0.22 P\ Amur No
11:52:29.982 2309 180 17,91 4.7 0.23 P/ Amur No
11:52:30.004 2309 180 17,82 5.4 0.20 P\ Amur No
11:55:55.714 2515 180 18,08 4.7 0.23 P/ Amur No
11:55:55.710 2515 180 18,04 3.4 0.32 P\ Amur No
The mean (F/ - F\)/(F/ + F\) 100 < 2% during detection time.
The light curve between 200 sec and 6600 sec is very simmetrical in
log(F) - log (t) coordinates (like to bell) with parabolic low :
m - m_max = - A (log t/t_max)^2 (1)
A = 4.2 +/- 0.1
where t is time from GRB trigger in sec, t_max = 633+-11s, m_max =
16.60+/-0.02 . We
stress that this formulae does not depend on redshift.
The phenomenological formula discribed by Kocevski, D., Ryde, F., & Liang, E.
(2003, ApJ, 596, 389) may be discussed in this situation but after z
determination.
The preliminary light curve is available here:
http://master.sai.msu.ru/static/GRB/GRB121011_lc.gif
The preliminary approximation (formula(1)) is available here:
http://master.sai.msu.ru/static/GRB/GRB121011_lc_aproximation.png
This message can be cited.
|