Planckian dissipation bounds emerge as the requirement for classical hydrodynamics to stay valid at low temperature in quantum systems, via blurring from the quantum fluctuation-dissipation theorem.
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NEGF formalism developed for discrete impurities in nanostructures separates short- and long-range potentials and derives nonlocal scattering rates in Wigner coordinates, applied to quasi-1D wires to show effects on potential, density of states, and mobility.
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Planckian dissipation from classical hydrodynamics
Planckian dissipation bounds emerge as the requirement for classical hydrodynamics to stay valid at low temperature in quantum systems, via blurring from the quantum fluctuation-dissipation theorem.
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Nonequilibrium Green's Function Formalism Applicable to Discrete Impurities in Semiconductor Nanostructures
NEGF formalism developed for discrete impurities in nanostructures separates short- and long-range potentials and derives nonlocal scattering rates in Wigner coordinates, applied to quasi-1D wires to show effects on potential, density of states, and mobility.