Accession Number : AD0801570
Title : GRAVITATIONAL COLLAPSE AND RELATIVISTIC MAGNETOHYDRODYNAMICS.
Descriptive Note : Rept. for Mar-Apr 66,
Corporate Author : AEROSPACE CORP EL SEGUNDO CA LAB OPERATIONS
Personal Author(s) : Cocke, William J.
Report Date : AUG 1966
Pagination or Media Count : 21
Abstract : Einstein's field equations for a perfect fluid coupled to a frozen-in magnetic field are studied in the high-density limit of gravitational collapse. The assumption of infinite electrical conductivity is used to integrate Maxwell's equations and the fluid entropy conservation equation; and the integrals obtained show that there are certain general, physically reasonable conditions under which the electromagnetic energy density can become much larger than the fluid energy density as the collapse proceeds, even when the electromagnetic field was initially very weak. The widest possible range of cases is discussed under the assumption that the equation of state is asymptotically linear. Ways in which the hypotheses used might go wrong are mentioned. (Author)
Descriptors : (*MAGNETOHYDRODYNAMICS, RELATIVITY THEORY), MAGNETIC FIELDS, GRAVITY, ELECTRON DENSITY, ELECTRICAL CONDUCTIVITY, INTEGRAL EQUATIONS, HYDRODYNAMICS, ENTROPY, ELECTROMAGNETIC PROPERTIES, ELECTROMAGNETIC FIELDS, EQUATIONS OF STATE, MATHEMATICAL ANALYSIS.
Subject Categories : Plasma Physics and Magnetohydrodynamics
Quantum Theory and Relativity
Distribution Statement : APPROVED FOR PUBLIC RELEASE