天文和天体物理学研究:英文版 · 2020年第12期287-298,共12页

Gamma-ray bursts with extended emission:classifications, energy correlations and radiation properties

作者:Xiao-Lu Zhang,Chuan-Tao Zhang,Xu-Juan Li,Fu-Fang Su,Xiao-Fei Dong,Heon-Young Chang,Zhi-Bin Zhang

摘要:Thanks to more and more gamma-ray bursts with measured redshift and extended emission detected by the recent space telescopes,it is urgent and possible to check whether those previous energy correlations still satisfy the particular sample involving only the bursts accompanied by tail radiations.Using 20 long and 22 short bursts with extended emission,we find that the popular γ-ray energy correlations of the intrinsic peak energy versus the isotropic energy(Amati relation) and the intrinsic peak energy versus the peak luminosity(Yonetoku relation) do exist in both short and long bursts.However,it is much better if these gamma-ray bursts with extended emissions are reclassified into two subgroups of E-Ⅰ and E-Ⅱ that make the above energy correlations more tight.As proposed by Zhang et al.,the energy correlations can be utilized to distinguish these kinds of gamma-ray bursts in the plane of bolometric fluence versus peak energy as well.Interestingly,the peculiar short GRB 170817 A belongs to the E-Ⅰ group in the fluence versus peak energy plane,but it is an outlier of both the Amati and Yonetoku relations even though the off-axis effect has been corrected.Furthermore,we compare the radiation features between the extended emissions and the prompt gamma-rays in order to search for their possible connections.Taking into account all these factors,we conclude that gamma-ray bursts with extended emission are still required to model with dichotomic groups,namely E-Ⅰ and E-Ⅱ classes,which hint that they might have different origins.

发文机构:College of Physics and Engineering Department of Astronomy and Atmospheric Sciences Shandong Provincial Key Laboratory of Laser Polarization and Information Technology

关键词:gamma-rayburst:generalmethod:statisticsradiationmechanisms:non-thermal

分类号: O57[理学—粒子物理与原子核物理]

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