论文标题

伽马射线爆发的电子加速度的限制来自无线电峰的余气

Constraints on Electron Acceleration in Gamma-Ray Bursts Afterglows from Radio Peaks

论文作者

Duncan, Ruby A., van der Horst, Alexander J., Beniamini, Paz

论文摘要

对伽马射线爆发(GRB)及其多波长的余星的研究导致了相对论,高能天体物理学来源的电子加速和发射特性的见解。跨电磁频谱的宽带建模一直是研究这些来源背后物理的主要手段,尽管已经开发了独立的诊断工具来为粒子加速模拟和宽带研究提供信息和证实。我们提出了一种约束与GRB爆炸波中电子加速度有关的三个物理参数的方法:电子中电击能量的比例,$ε_e$;被加速成能量的幂律分布的电子部分,$ξ_e$;以及加速电子的最小洛伦兹因子,$γ_m$。这些参数受到无线电余波光曲线和光谱能分布中峰的观察的约束。从49个无线电余波的样本中,我们能够找到这些参数的狭窄分布,暗示了爆炸波微物理学的可能普遍性,尽管观察偏置可能在其中发挥作用。使用与及时伽马射线发射效率相关的无线电峰和注意事项,我们将$ε_e$和$ξ_e$均在大约一个数量级内,$ 0.01 \ Lessimsim_e \ LissSimsim0.2 $和$ 0.1 \ lissSimsimsimpimsimpemsimpemsimpimsimsimimimimimimimimim1 $ 1限制为$ε_e$和$ξ_e$的允许参数范围。由于模型变性,这种严格的约束对于宽带研究中的$ξ_e$无法访问。

Studies of gamma-ray bursts (GRBs) and their multi-wavelength afterglows have led to insights in electron acceleration and emission properties from relativistic, high-energy astrophysical sources. Broadband modeling across the electromagnetic spectrum has been the primary means of investigating the physics behind these sources, although independent diagnostic tools have been developed to inform and corroborate assumptions made in particle acceleration simulations and broadband studies. We present a methodology to constrain three physical parameters related to electron acceleration in GRB blast waves: the fraction of shock energy in electrons, $ε_e$; the fraction of electrons that gets accelerated into a power-law distribution of energies, $ξ_e$; and the minimum Lorentz factor of the accelerated electrons, $γ_m$. These parameters are constrained by observations of the peaks in radio afterglow light curves and spectral energy distributions. From a sample of 49 radio afterglows, we are able to find narrow distributions for these parameters, hinting at possible universality of the blast wave microphysics, although observational bias could play a role in this. Using radio peaks and considerations related to the prompt gamma-ray emission efficiency, we constrain the allowed parameter ranges for both $ε_e$ and $ξ_e$ to within about one order of magnitude, $0.01\lesssimε_e\lesssim0.2$ and $0.1\lesssimξ_e\lesssim1$. Such stringent constraints are inaccessible for $ξ_e$ from broadband studies due to model degeneracies.

扫码加入交流群

加入微信交流群

微信交流群二维码

扫码加入学术交流群,获取更多资源