Collisionless dynamics of the pairing amplitude in disordered superconductors
ORAL
Abstract
I will discuss relaxation of the pairing amplitude in a disordered s-wave superconductor in the absence of the two-particle collisions.
My main assumption is that disorder scattering rate is much smaller than the value of the superconducting energy gap. I will present a system of nonlinear equations which describe the collisionless relaxation of the pairing amplitude following a quench of the pairing strength. After analysing these equations I find that in a superconductor contaminated with paramagnetic impurities, the pairing amplitude in a steady state varies periodically with time even for small deviations from equilibrium. It is shown that such a steady state emerges due to scattering on paramagnetic impurities which pushes the frequency of the amplitude mode below the the edge of the continuum spectrum of states.
My main assumption is that disorder scattering rate is much smaller than the value of the superconducting energy gap. I will present a system of nonlinear equations which describe the collisionless relaxation of the pairing amplitude following a quench of the pairing strength. After analysing these equations I find that in a superconductor contaminated with paramagnetic impurities, the pairing amplitude in a steady state varies periodically with time even for small deviations from equilibrium. It is shown that such a steady state emerges due to scattering on paramagnetic impurities which pushes the frequency of the amplitude mode below the the edge of the continuum spectrum of states.
* NSF-DMR-2002795
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Publication: arXiv:2303.06750 [cond-mat]
Presenters
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Maxim Dzero
Kent State University
Authors
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Maxim Dzero
Kent State University