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Accession Number:
AD0607712
Title:
QUANTUM DENSITY OSCILLATIONS IN AN INHOMOGENEOUS ELECTRON GAS.
Descriptive Note:
Technical rept. no. 27,
Corporate Author:
CALIFORNIA UNIV SAN DIEGO LA JOLLA
Report Date:
1964-10-23
Pagination or Media Count:
37.0
Abstract:
An infinite system of electrons in its ground state, subject to a very slowly varying external potential, has slowly varying properties and can be described by a gradient expansion theory. However, when in addition either 1 there is a spatially rapidly varying perturbing potential or 2 there are regions in which the electron density drops to zero e.g., electrons in an oscillator potential, the density and other properties of the system exhibit additional spatial oscillations, which we call quantum oscillations. An example are the Friedel oscillations in metals. A general theory is developed concerning these oscillations for one-dimensional, non-interacting electrons. Illustrations are worked out which show that when the quantum oscillations are superposed on the smooth semiclassical results, one can obtain very accurate approximations to the exact densities. Author
Distribution Statement:
APPROVED FOR PUBLIC RELEASE