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Nonlinear gain and carrier temperature dynamics in semiconductor laser media

机译:半导体激光介质中的非线性增益和载流子温度动力学

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摘要

The macroscopic behavior of a semiconductor laser medium is described by use of modified rate equations. The model, valid on time scales greater than 10(-13) s, explicitly treats carrier temperature as a dynamic variable and includes the nonlinear dependence of the gain function on carrier density and temperature. Gain suppression that is due to carrier heating is a natural consequence of the model and gives a qualitative explanation of subpicosecond gain dynamics experiments without introducing gain nonlinearity phenomenologically. We demonstrate the temperature behavior of the laser during transient dynamics near and well above threshold. By including carrier temperature as a dynamic variable we show that the laser response to an external perturbation exhibits a noticeable change in the damped oscillations of the photon density compared with that in models without temperature dynamics. Variation in the evolution of the gain function for different external pulse energies is also demonstrated. (C) 1998 Optical Society of America. [References: 44]
机译:半导体激光介质的宏观行为通过使用修正的速率方程来描述。该模型在大于10(-13)s的时标上有效,将载流子温度明确视为动态变量,并包括增益函数对载流子密度和温度的非线性依赖性。由于载流子加热而引起的增益抑制是该模型的自然结果,并且在不从现象学上引入增益非线性的情况下,对亚皮秒级增益动力学实验进行了定性解释。我们证明了在接近且远高于阈值的瞬态动力学过程中激光器的温度行为。通过将载流子温度作为动态变量,我们表明,与没有温度动力学的模型相比,激光对外部扰动的响应在光子密度的衰减振荡中表现出明显的变化。还显示了增益函数在不同外部脉冲能量下的变化。 (C)1998年美国眼镜学会。 [参考:44]

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