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Effective Frenkel Hamiltonian for optical nonlinearities in semiconductors: Application to magnetoexcitons

机译:半导体光学非线性的有效Frenkel哈密顿量:在磁激子中的应用

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Closed Green-function expressions for the third-order. response of semiconductors are derived by mapping the two-band model onto the much simpler molecular (Frenkel) Hamiltonian. The signatures of two-exciton resonances are incorporated through the exciton scattering matrix, totally avoiding the explicit calculation of two-exciton states. Exact expressions for the nonlinear optical response of two-dimensional semiconductor nanostructures in a strong perpendicular magnetic field are derived by truncating at the n=1 Landau level, and using the symmetry of the system and a group-theoretical analysis. We find that the nonlinear optical response depends crucially on asymmetries between particle-particle and particle-hole Coulomb interactions. [References: 63]
机译:封闭的Green函数三阶表达式。半导体的响应是通过将两波段模型映射到简单得多的分子(Frenkel)哈密顿量得出的。通过激子散射矩阵合并了两个激子共振的特征,从而完全避免了对两个激子态的显式计算。通过在n = 1 Landau能级上截断,并利用系统的对称性和群理论分析,得出了在强垂直磁场中二维半导体纳米结构的非线性光学响应的​​精确表达式。我们发现非线性光学响应主要取决于粒子之间的不对称性和粒子与孔之间的库仑相互作用。 [参考:63]

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