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THEORY OF NON-MARKOVIAN OPTICAL GAIN IN QUANTUM-WELL LASERS

机译:量子阱激光器中的非马尔可夫光学增益理论

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Semiconductor quantum-well lasers have been an interesting subject of research for more than a decade both from the fundamental and the application points of view. The electrons and holes in quantum-wells in the presence of the strong optical field form a many-body Fermion system accompanied by nonequilibrium distributions with characteristic dynamical Relaxations~(1-4). These relaxation kinetics in nonequilibrium systems are often characterized By the presence of memory effects on a very short time scale and the equations of motion For the system have time-convolution forms of integral kernels which are responsible for the Memory effects~(5-8).
机译:从基础和应用的观点来看,半导体量子阱激光器已经成为十多年来有趣的研究主题。在强光场的存在下,量子阱中的电子和空穴形成多体费米子系统,并伴随着具有非平衡分布的特征性动态弛豫〜(1-4)。非平衡系统中的这些松弛动力学通常以非常短的时间尺度上存在记忆效应和运动方程为特征,因为系统具有积分内核的时间卷积形式,这是造成记忆效应的原因〜(5-8) 。

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