论文标题

在大麻中平衡湍流加热与辐射冷却

Balancing Turbulent Heating with Radiative Cooling in Blazars

论文作者

Davis, Zachary, Rueda-Becerril, Jesús M., Giannios, Dimitrios

论文摘要

最近,细胞(PIC)模拟中的粒子表明,无碰撞等离子体中的相对论湍流会导致平衡粒子分布函数,其中湍流加热通过电子的辐射冷却而平衡。强磁化等离子体的特征是较高的能量峰和更广泛的颗粒分布。在相对移动的天体物理喷气机中,据信流动的流量占主导地位,并且所得的磁性不稳定性可能会在射流内部产生湍流的环境,即相对论湍流的政权。在本文中,我们通过线性推断与所考虑的湍流等离子体相关的扩散和对流系数线性推断,将先前的PIC仿真结果扩展到等离子体磁化的较大值。我们使用这些结果来构建基于Blazar发射区域的全局参数的单个区域湍流模型,并始终计算颗粒分布和结果同步子和逆康普顿发射光谱。然后,我们通过将其预测与十几种大黄蜂的宽带静态发射光谱进行比较来测试。我们的结果表明,与低同步的峰值(LSP)来源的观察结果很好,发现LSP中等程度的poynting通量以磁化为主导的$ 1 \ Lesssimσ\ Lessim 5 $,具有大量的lorentz因子$γ\ sim 10-30 $,并且在Edder(或Bl. Bl. Bllr)上,该区域是宽阔的区域。发现湍流是在与射流横截面相当的区域驱动的。

Recently, particle in cell (PIC) simulations have shown that relativistic turbulence in collisionless plasmas can result in an equilibrium particle distribution function where turbulent heating is balanced by radiative cooling of electrons. Strongly magnetized plasmas are characterized by higher energy peaks and broader particle distributions. In relativistically moving astrophysical jets, it is believed that the flow is launched Poynting flux dominated and that the resulting magnetic instabilities may create a turbulent environment inside the jet, i.e., the regime of relativistic turbulence. In this paper, we extend previous PIC simulation results to larger values of plasma magnetization by linearly extrapolating the diffusion and advection coefficients relevant for the turbulent plasmas under consideration. We use these results to build a single zone turbulent jet model that is based on the global parameters of blazar emission region, and consistently calculate the particle distribution and resulting synchrotron and inverse Compton emission spectra. We then test our model by comparing its predictions with the broad-band quiescent emission spectra of a dozen blazars. Our results show good agreement with observations of low-synchrotron peaked (LSP) sources and find that LSPs are moderately Poynting flux dominated with magnetization $1\lesssim σ\lesssim 5$, have bulk Lorentz factor $Γ\sim 10-30$, and that the turbulent region is located at the edge, or just beyond, the broad line region (BLR). The turbulence is found to be driven at an area comparable to the jet cross section.

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