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Andreev reflection and the semiclassical Bogoliubov-de Gennes Hamiltonian: Resonant states

机译:安德列夫反射与半经典的Bogoliubov-de Gennes哈密顿量:共振态

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We present a semi-classical analysis of the opening of superchannels in gated mesoscopic SNS junctions. For perfect junctions (i.e. hard-wall potential), this was considered by [ChLeBl] in the framework of scattering matrices. Here we allow for imperfections in the junction, so that the complex order parameter continues as a smooth function, which is a constant in the superconducting banks, and vanishes rapidly inside the lead. We obtain quantization rules for resonant Andreev states near energy E close to the Fermi level, including the determination of the resonance width.
机译:我们提出了在门控介观SNS结中的超级通道的开放的半经典分析。对于完美的结(即硬壁电势),[ChLeB1]在散射矩阵的框架中考虑了这一点。在这里,我们考虑到接合处的缺陷,以便复数阶参数作为光滑函数继续存在,该函数在超导堤岸中是一个常数,并在引线内部迅速消失。我们获得接近能量费米能级的能量E附近的共振安德列夫状态的量化规则,包括共振宽度的确定。

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