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arXiv 0904.2802astro-ph.HE
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相对论平面平行流的Milne-Eddington解

Milne-Eddington Solutions for Relativistic Plane-Parallel Flows

J. Fukue

摘要:

相对论性平面平行流中的辐射转移,例如,一个吸积盘风,在全狭义相对论处理。在恒定流速的假设下,对相对论运动大气,我们解析地得到了辐射矩方程的广义Milne-Eddington解,辐射能量密度,辐射通量和辐射压力。在静态极限下,这些解简化为平面平行静态大气的传统Milne-Eddington解,而源函数随着流速的增加几乎变为常数。利用解析解,我们对相对论传输方程进行了解析积分,得到了比强度。这个特定的强度也降低到静态极限的米尔恩-爱丁顿的情况下,而出射强度强烈增强朝向流动方向由于多普勒和像差效应,随着流速的增加(相对论峰值)。

英文摘要:

Radiative transfer in a relativistic plane-parallel flow, e.g., an accretion disk wind, is examined in the fully special relativistic treatment. Under the assumption of a constant flow speed, for the relativistically moving atmosphere we analytically obtain generalized Milne-Eddington solutions of radiative moment equations; the radiation energy density, the radiative flux, and the radiation pressure. In the static limit these solutions reduce to the traditional Milne-Eddington ones for the plane-parallel static atmosphere, whereas the source function nearly becomes constant as the flow speed increases. Using the analytical solutions, we analytically integrate the relativistic transfer equation to obtain the specific intensity. This specific intensity also reduces to the Milne-Eddinton case in the static limit, while the emergent intensity is strongly enhanced toward the flow direction due to the Doppler and aberration effects as the flow speed increases (relativistic peaking).

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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