1992Journal of the Physical Society of JapanRequires access

Conductance Formula for Mesoscopic Systems with a Superconducting Segment

Yositake Takane, Hiromichi Ebisawa

Open publisher page 131 citations

Abstract

Simple conductance formula for small systems with a single superconducting segment is derived through the linear response theory. It is an extension of the Landauer formula. The expression consists of the usual transmission and reflection coefficients as well as the off-diagonal elements which are given by the processes where an electron is reflected to a hole due to the Andreev reflection.

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What this paper is about

Simple conductance formula for small systems with a single superconducting segment is derived through the linear response theory. It is an extension of the Landauer formula. The expression consists of the usual transmission and reflection coefficients as well as the off-diagonal elements which are given by the processes where an electron is reflected to a hole due to the Andreev reflection.

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Available abstract

Simple conductance formula for small systems with a single superconducting segment is derived through the linear response theory. It is an extension of the Landauer formula. The expression consists of the usual transmission and reflection coefficients as well as the off-diagonal elements which are given by the processes where an electron is reflected to a hole due to the Andreev reflection.

Key concepts: Mesoscopic physics, Andreev reflection, Superconductivity, Conductance, Reflection (computer programming), Diagonal, Condensed matter physics, Physics

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