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TIME-RESOLVED ANALYSIS OF FERMI GAMMA-RAY BURSTS WITH FAST- AND SLOW-COOLED SYNCHROTRON PHOTON MODELS

机译:快速和慢冷同步加速器光子模型的费米伽马射线爆发的时间分辨分析

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摘要

Time-resolved spectroscopy is performed on eight bright, long gamma-ray bursts (GRBs) dominated by single emission pulses that were observed with the Fermi Gamma-Ray Space Telescope. Fitting the prompt radiation of GRBs by empirical spectral forms such as the Band function leads to ambiguous conclusions about the physical model for the prompt radiation. Moreover, the Band function is often inadequate to fit the data. The GRB spectrum is therefore modeled with two emission components consisting of optically thin non-thermal synchrotron radiation from relativistic electrons and, when significant, thermal emission from a jet photosphere, which is represented by a blackbody spectrum. To produce an acceptable fit, the addition of a blackbody component is required in five out of the eight cases. We also find that the low-energy spectral index α is consistent with a synchrotron component with α = –0.81 ± 0.1. This value lies between the limiting values of α = –2/3 and α = –3/2 for electrons in the slow- and fast-cooling regimes, respectively, suggesting ongoing acceleration at the emission site. The blackbody component can be more significant when using a physical synchrotron model instead of the Band function, illustrating that the Band function does not serve as a good proxy for a non-thermal synchrotron emission component. The temperature and characteristic emission-region size of the blackbody component are found to, respectively, decrease and increase as power laws with time during the prompt phase. In addition, we find that the blackbody and non-thermal components have separate temporal behaviors as far as their respective flux and spectral evolutions.
机译:时间分辨光谱法是用费米伽马射线太空望远镜观察到的八个以单个发射脉冲为主的明亮长伽马射线突发(GRB)进行的。通过经验谱形式(如带函数)拟合GRB的即时辐射,得出有关即时辐射物理模型的模糊结论。此外,波段功能通常不足以拟合数据。因此,用两个发射分量对GRB光谱进行建模,这两个发射分量由来自相对论电子的光学薄的非热同步加速器辐射以及(显着时)由黑体光谱表示的射流光球的热发射组成。为了产生可接受的配合,八种情况中有五种需要添加黑体成分。我们还发现,低能谱指数α与α= –0.81±0.1的同步加速器分量一致。该值分别位于慢冷和快冷状态下的电子的极限值α= –2/3和α= –3/2之间,表明在发射位置处持续加速。当使用物理同步加速器模型而不是Band函数时,黑体分量可能更重要,这说明Band函数不能用作非热同步加速器发射分量的良好替代。发现黑体成分的温度和特征发射区大小随瞬态功率随时间的规律而减小和增大。此外,我们发现黑体和非热成分在其各自的通量和光谱演化方面具有不同的时间行为。
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