For s-wave superconductors, the diamagnetic superfluid weight equals a momentum integral of the quasihole quantum metric, and can be mapped to a site-resolved marker for disorder studies.
Iskin ,\ title title Extracting quantum-geometric effects from ginzburg-landau theory in a multiband hubbard model , \ 10.1103/PhysRevB.107.224505 journal journal Phys
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Quantum geometric origin of the Meissner effect and superfluid weight marker
For s-wave superconductors, the diamagnetic superfluid weight equals a momentum integral of the quasihole quantum metric, and can be mapped to a site-resolved marker for disorder studies.