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超导[公式:见正文]和[公式:见正文]的库珀对分布函数[公式:见正文] 。

Cooper-pair distribution function [Formula: see text] for superconducting [Formula: see text] and [Formula: see text].

作者信息

González-Pedreros G I, Camargo-Martínez J A, Mesa F

机构信息

Faculty of Natural Sciences, Universidad del Rosario, Carrera 24 # 63C - 69, 111221 Bogotá, DC Colombia.

Grupo de Investigación en Ciencias Básicas, Aplicación e Innovación - CIBAIN, Universidad Internacional del Trópico Americano - Unitrópico, Yopal, Casanare Colombia.

出版信息

Sci Rep. 2021 Nov 19;11(1):22618. doi: 10.1038/s41598-021-02081-w.

Abstract

Cooper-pair distribution function, [Formula: see text], is a recent theoretical proposal that reveals information about the superconductor state through the determination of the spectral regions where Cooper pairs are formed. This is built from the well-established Eliashberg spectral function and phonon density of states, calculated by first-principles. From this function is possible to obtain the [Formula: see text] parameter, which is proportional to the total number of Cooper pairs formed at a critical temperature [Formula: see text]. Herein, we reported [Formula: see text] function of the compressed [Formula: see text] and [Formula: see text] high-[Formula: see text] conventional superconductors, including the effect of stable sulfur isotopes in [Formula: see text]. [Formula: see text] suggests that the vibration energy range of 10-70 meV is where the Cooper pairs are possible for these superconductors, pointing out the possible importance of the low-energy region on the electron-phonon superconductivity. This has been confirmed by the fact that a simple variation in the low-frequency region induced for the substitution of S atoms in [Formula: see text] by its stable isotopes can lead to important changes in [Formula: see text]. The results also show proportionality between [Formula: see text] parameter and experimental or theoretical [Formula: see text] values.

摘要

库珀对分布函数,[公式:见正文],是最近的一个理论提议,它通过确定库珀对形成的光谱区域来揭示有关超导体状态的信息。这是基于通过第一性原理计算的成熟的埃利亚什贝格光谱函数和声子态密度构建的。从这个函数可以获得[公式:见正文]参数,该参数与在临界温度[公式:见正文]下形成的库珀对总数成正比。在此,我们报道了压缩的[公式:见正文]和[公式:见正文]高温常规超导体的[公式:见正文]函数,包括稳定硫同位素在[公式:见正文]中的作用。[公式:见正文]表明,10 - 70毫电子伏的振动能量范围是这些超导体可能形成库珀对的区域,指出了低能区域在电子 - 声子超导性中的可能重要性。这已被以下事实所证实:通过用其稳定同位素替代[公式:见正文]中的S原子在低频区域引起的简单变化可导致[公式:见正文]的重要变化。结果还表明[公式:见正文]参数与实验或理论[公式:见正文]值之间的比例关系。

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