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Generalized Special Solutions to Modified Kompaneets Equation

机译:改进的Kompaneets方程的广义特殊解决方案

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In the stationary regime, configurations of corrected Kompaneets equation have been analyzed within a theoretically approach and the spectrum evolution for the scattered photons has been derived. A particular attention has been granted to the impact of the nonlinearity on the spectrum distorsions, mainly to the closed form special solutions expressed in terms of Heun functions. In the nonrelativistic limit, stationary solutions of the Kompaneets equation bring into attention the Heun double confluent functions. On the other side, when various type of corrections come into play, the photon distribution functions are governed by the Heun triconfluent functions. In magnetar's magnetosphere, where the resonant Compton scattering is more important than the Compton one, the photon number density can be written in terms of Hennite and confluent hypergeometric functions.
机译:在静止状态下,已经在理论上的方法中分析了校正的Kompaneets方程的配置,并且已经导出了散射光子的频谱演化。特别注意的是非线性对频谱远离的影响,主要是在Heun函数方面表达的封闭形式的特殊解决方案。在非椭圆的极限中,Kompaneets方程的固定解决方案引起了Heun双汇合功能。另一方面,当各种类型的校正中发挥作用时,光子分布函数由Heun Triconfluent功能控制。在Magnetar的磁极处,谐振康顿散射比康普顿散射更重要,光子数密度可以根据HENENITE和汇合超光函数来编写。

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