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Nonlinear laser theory and natural linewidth in semiconductor lasers

机译:半导体激光器中的非线性激光理论和自然线宽

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Our approach to the problem is based on the following basic concepts: using a spatially-distributed laser model; using an approximate Kovalevski-Noppe (KN) expression for effective natural linewidth for semiconductor lasers with application of generalized parameters. Physical representations of secondary spontaneous fluctuations have been formulated. These allow deriving formulas for generalized parameters in the KN expression for linewidth, on the basis of which the gain, foundation of the nonlinear system of equations, is derived. The effective natural linewidth is calculated after solving the nonlinear system of equations. Thus, the theory of natural linewidth is an integral part of the nonlinear theory on the basis of which the output power, linewidth, and threshold current for Fabry-Perot semiconductor lasers are calculated. The calculations made allow explaining some experimental measurements of natural linewidth for the Fabry-Perot semiconductor lasers.
机译:我们对问题的方法基于以下基本概念:使用空间分布式激光模型;使用近似Kovalevski-Noppe(kN)表达式用于半导体激光器的有效自然宽度,具有广义参数的应用。制定了次级自发波动的物理表示。这些允许导出用于线宽的KN表达中的广义参数的公式,基于该宽度的非线性系统的基础是推导出来的。在解决方程的非线性系统之后计算有效的自然线宽。因此,自然宽度的理论是基于该非线性理论的组成部分,其中计算用于法布里 - 珀罗半导体激光器的输出功率,线宽和阈值电流。计算使得允许对法布里 - 珀罗半导体激光器的自然线宽进行一些实验测量。

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