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Stability of strained MQWs in laser structure

机译:激光结构中应变MQWS的稳定性

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In this paper, the stability of strained MQWs in laser structure is discussed. The excess stress is the driving force of misfit dislocation multiplication and is a very important factor of strained MQWs stability. So we calculate the excess stress using the single-kink model. Our results show that the maximum position of excess stress is related to the barrier and well thicknesses and mismatches in the well(s). The lattice-matched barriers can dilute the excess stress. The capping layer can also dilute the excess stress in a certain degree. We then calculate the strain relaxation using the dynamic model of dislocations. In this model, the strain relaxation is driven by the excess strains. In this paper, the criteria of the stability of MQWs in laser structure is that the density of dislocations (or the strain relaxation) is less than a certain value. In this way, the barriers and capping layer are both important factors of MQWs stability. The method can be used to better the MQWs in laser structure.
机译:本文讨论了激光结构中应变MQWS的稳定性。过度的压力是错配脱位倍增的驱动力,是紧张的MQW稳定性的一个非常重要的因素。因此,我们使用单扭结模型计算过量的压力。我们的研究结果表明,过量应力的最大位置与井中的屏障和井厚度和不匹配有关。格子匹配的屏障可以稀释过量的压力。封端层还可以在一定程度上稀释过量的应力。然后,我们使用脱位的动态模型来计算应变松弛。在该模型中,应变松弛由过量菌株驱动。在本文中,激光结构中MQWS稳定性的标准是脱位密度(或应变弛豫)小于一定值。以这种方式,屏障和覆盖层是MQW稳定性的重要因素。该方法可用于更好的激光结构中的MQW。

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