Superfluid density and specific heat within self-consistent scheme for two-band superconductor
V. G. Kogan, C. Martin, R. Prozorov

TL;DR
This paper develops a self-consistent two-band superconductor model to analyze superfluid density and specific heat, successfully fitting experimental data for MgB$_2$ and V$_3$Si, and discusses implications for inter-band coupling and order parameter signs.
Contribution
The paper introduces the $\gamma$-model, a self-consistent approach for analyzing two-band superconductors, improving upon empirical models by fitting superfluid density and specific heat data with physical pairing potentials.
Findings
The $\gamma$-model accurately fits experimental superfluid density data.
Calculated specific heat $C(T)$ agrees well with experiments.
Inter-band coupling sign influences the order parameter structure and $T_c$ suppression.
Abstract
The two gaps in a two-band clean s-wave superconductor are evaluated self-consistently within the quasiclassical Eilenberger weak-coupling formalism with two in-band and one inter-band pairing potentials. Superfluid density, free energy and specific heat are given in the form amenable for fitting the experimental data. Well-known two-band MgB and VSi superconductors are used to test the developed approach. The pairing potentials obtained from the fit of the superfluid density data in MgB crystal were used to calculate temperature-dependent specific heat, . The calculated compares very well with the experimental data. Advantages and validity of this, what we call the "-model", are discussed and compared with the commonly used empirical (and \textit{not self-consistent}) "-model". Correlation between the sign of the inter-band coupling and the…
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