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Search for the signatures of a new-born black hole from the collapse of a supra-massive millisecond magnetar in short GRB light curves
Author(s) -
Q. Zhang,
WeiHua Lei,
BinBin Zhang,
Wei Chen,
S. L. Xiong,
L. M. Song
Publication year - 2017
Publication title -
monthly notices of the royal astronomical society
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 2.058
H-Index - 383
eISSN - 1365-8711
pISSN - 0035-8711
DOI - 10.1093/mnras/stx3229
Subject(s) - physics , magnetar , astrophysics , light curve , gamma ray burst , accretion (finance) , plateau (mathematics) , flux (metallurgy) , black hole (networking) , dipole , magnetic dipole , power law , millisecond , astronomy , neutron star , mathematical analysis , computer network , routing protocol , statistics , materials science , mathematics , routing (electronic design automation) , quantum mechanics , computer science , metallurgy , link state routing protocol
`Internal plateau' followed by a sharp decay is commonly seen in short gamma-ray burst (GRB) light curves. The plateau component is usually interpreted as the dipole emission from a supra-massive magnetar, and the sharp decay may imply the collapse of the magnetar to a black hole (BH). Fall-back accretion onto the new-born BH could produce long-lasting activities via the Blandford-Znajek (BZ) process. The magnetic flux accumulated near the BH would be confined by the accretion disks for a period of time. As the accretion rate decreases, the magnetic flux is strong enough to obstruct gas infall, leading to a magnetically-arrested disk (MAD). Within this scenario, we show that the BZ process could produce two types of typical X-ray light curves: type I exhibits a long-lasting plateau, followed by a power-law decay with slopes ranging from 5/3 to 40/9; type II shows roughly a single power-law decay with slope of 5/3. The former requires low magnetic filed strength, while the latter corresponds to relatively high values. We search for such signatures of the new-born BH from a sample of short GRBs with an internal plateau, and find two candidates: GRB 101219A and GRB 160821B, corresponding to type II and type I light curve, respectively. It is shown that our model can explain the data very well.

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