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Theoretical study of differential gain in strained quantum well structures

机译:应变量子阱结构中微分增益的理论研究

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The differential gain expected in a strained quantum well (QW) and in a lattice-matched QW is discussed based on a theoretical treatment of the band structures where the band nonparabolicity is taken into account. The differential gain in strained QWs will be larger by about three to four times relative to lattice-matched QWs, and a maximum differential gain of 4-6*10/sup -15/ cm/sup 2/ will be possible in strained QWs. The anisotropy of the subband nonparabolicity in lattice-matched QWs contributes to the larger difference between the two types of QWs. The calculated band-edge effective masses and the calculated laser properties, are compared to the available measurements, and some comments are given for realizing high-speed strained lasers.
机译:基于对带结构的理论处理,其中考虑了带非抛物线性,讨论了在应变量子阱(QW)和晶格匹配QW中预期的差分增益。相对于晶格匹配的QW,应变QW中的差分增益将大三到四倍,并且在应变QW中,最大差分增益为4-6 * 10 / sup -15 / cm / sup 2 /是可能的。晶格匹配QW中子带非抛物线的各向异性导致两种QW之间的差异更大。将计算出的带边有效质量和计算出的激光特性与可用的测量结果进行比较,并对实现高速应变激光器给出了一些意见。

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