Intrinsic Angular Momentum and Intrinsic Magnetic Moment of Chiral Superconductor on Two-Dimensional Square Lattice
Atsushi Tsuruta, Susumu Yukawa, and Kazumasa Miyake

TL;DR
This paper investigates the intrinsic magnetic moment and angular momentum in chiral superconductors on a 2D square lattice, highlighting conditions under which these properties are observable, especially in multi-band systems like Sr$_2$RuO$_4$.
Contribution
It provides a detailed analysis of IMM and IAM in chiral superconductors, emphasizing the effects of surface currents and multi-band structures on their observability.
Findings
IMM and IAM are on the order of μ_B N and ħ N, respectively.
Surface currents can cancel these effects in single-band models.
Multi-band systems can allow IAM observation despite surface current cancellations.
Abstract
The intrinsic magnetic moment (IMM) and intrinsic angular momentum (IAM) of a chiral superconductor with -wave symmetry on a two-dimensional square lattice are discussed on the basis of the Bogoliubov-de Gennes equation. The the IMM and IAM are shown to be on the order of and , respectively, being the total number of particles, without an extra factor (), and parallel to the pair angular momentum. They arise from the current in the surface layer with a width on the order of the coherence length , the size of Cooper pairs. However, in a single-band model, they are considerably canceled by the contribution from the Meissner surface current in a layer with the width of the penetration depth , making it difficult to observe them experimentally. In the case of multi-band metals with both…
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