Amplitudes of minima in dynamic conductance spectra of the SNS Andreev contact
arXiv:2007.01358 · doi:10.1063/5.0010883
Abstract
Despite several theoretical approaches describing multiple Andreev reflections (MAR) effect in superconductor-normal metal-superconductor (SNS) junction are elaborated, the problem of comprehensive and adequate description of MAR is highly actual. In particular, a broadening parameter is still unaccounted at all, whereas a ballistic condition (the mean free path for inelastic scattering to the barrier width ratio) is considered only in the framework of Kümmel, Gunsenheimer, and Nikolsky (KGN), as well as Gunsenheimer-Zaikin approaches, for an isotropic case and fully-transparent constriction. Nonetheless, an influence of ratio to the dynamic conductance spectrum () features remains disregarded, thus being one of the aims of the current work. Our numerical calculations in the framework of an extended KGN approach develop the variation to determine both the number of the Andreev features and their amplitudes in the spectrum. We show, in the spectrum of a diffusive SNS junction () a suppression of the Andreev excess current, dramatic change in the current voltage -curve slope at low bias, with only the main harmonic at bias voltage remains well-distinguished in the -spectrum. Additionally, we attempt to make a first-ever comparison between experimental data for the high-transparency SNS junctions (more than ) and theoretical predictions. As a result, we calculate the temperature dependences of amplitudes and areas of Andreev features within the extended KGN approach, which qualitatively agrees with our experimental data obtained using a "break-junction" technique.
9 pages, 8 figures
References in corpus (4)
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