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Kinetic equations for a density matrix describing nonlinear effects in spectral line wings

机译:描述光谱线翼中非线性效应的密度矩阵的动力学方程

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摘要

Kinetic quantum equations are derived for a density matrix with collision integrals describing nonlinear effects in spectra line wings. These equations take into account the earlier established inequality of the spectral densities of Einstein coefficients for absorption and stimulated radiation emission by a two-level quantum system in the far wing of a spectral line in the case of frequent collisions. The relationship of the absorption and stimulated emission probabilities with the characteristics of radiation and an elementary scattering event is found.
机译:对于具有碰撞积分的密度矩阵,导出了动力学量子方程,该碰撞积分描述了谱线翼中的非线性效应。这些方程式考虑到了较早建立的爱因斯坦系数的光谱密度的不等式,在频繁碰撞的情况下,该光谱用于在光谱线的远侧由两级量子系统吸收和激发辐射。发现吸收和受激发射概率与辐射特征和基本散射事件之间的关系。

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