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Diffusion on the Distorted Fermi Surface
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Diffusion on the Distorted Fermi Surface
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The diffusion approximation to the relaxation on the distorted Fermi surface in a Fermi liquid is considered. The dependence of the relaxation time on the multipolarity of a Fermi surface deformation is established. The time evolution of the non-equilibrium particle-hole excitations is studied.
Forward citations
Cited by 2 Pith papers
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Dissipative properties of a Fermi system within the diffusion approximation of kinetic theory
In a constant-coefficient diffusion model of a Fermi system, the early-stage integral relaxation time (≈1.0×10^-23 s) and the asymptotic relaxation time (≈3.2×10^-23 s) differ because relaxation is not exponential at ...
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Equilibrium state of a Fermi system in the diffusion approximation of kinetic theory
Transforms diffusion equation in kinetic theory for Fermi systems to energy space under constant single-particle level density, showing temperature equivalence and modification of distribution from energy-dependent co...
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