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- W2056276284 abstract "The author derives the Fokker-Planck equation for the distribution of the phase of the reflection amplitude for a disordered conductor of length L, using the invariant embedding method. The limiting (L= infinity ) stationary distribution in the strong-reflection regime is uniform provided that the localisation length is large compared with a Fermi wavelength. Next the author studies the joint distribution of the phase shift and of the time delay experienced by an incident electron in the conductor before being back-scattered. He obtains the explicit form of the marginal distribution for time delays for large L and strong reflections, using the uniformity of the phase distribution. The author applies it to study the spectral density of the surface charge fluctuation noise. An approximate analytical calculation yields an f-12/(3- alpha 2)/ spectrum where alpha >or=1." @default.
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- W2056276284 date "1990-02-12" @default.
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- W2056276284 title "Invariant embedding treatment of phase randomisation and electrical noise at disordered surfaces" @default.
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