
Accession Number : AD0607287
Title : CONTINUOUS REPRESENTATIONS IN THE STATISTICAL THEORY OF ELECTRONIC ENERGIES. THE SELFCONSISTENT FIELD.
Descriptive Note : Technical rept. no. 11,
Corporate Author : BRANDEIS UNIV WALTHAM MASS
Personal Author(s) : Golden,Sidney ; handler,George S.
Report Date : 25 SEP 1964
Pagination or Media Count : 4
Abstract : A selfconsistent field approximation has been applied to the continuous representation version of statistical theory. Calculations have been carried out for He (3S and 1S), Be (++)(1S), Be(1S) and Ne(1S). Binding energies are about 6% greater than experimental values. No shell structure in electron density was obtained, however, which reflects an inadequacy of the theory in approximating such properties. Nevertheless, the densities obtained gave relatively good estimates of the mean values of r to the nth power, 2 < or = n < or = + 2. (Author)
Descriptors : (*QUANTUM THEORY, STATISTICAL ANALYSIS), (*ELECTRONS, ENERGY), (*CONTINUUM MECHANICS, STATISTICAL ANALYSIS), HELIUM, BERYLLIUM, NEON, DENSITY, PARTICLES, EQUATIONS, FUNCTIONS(MATHEMATICS), INTEGRALS, THEORY
Distribution Statement : APPROVED FOR PUBLIC RELEASE