Asymptotic regularizations and shocks in noninductive heat-current-free relativistic fluids

Details Asymptotic regularizations and shocks in noninductive heat-current-free relativistic fluids Asymptotic regularizations and shocks in noninductive heat-current-free relativistic fluids

Jul 1981

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1981gregr..13..649g&link_type=abstract

General Relativity and Gravitation, vol. 13, July 1981, p. 649-661.

Physics

Asymptotic Methods, Ideal Fluids, Maxwell Equation, Relativistic Theory, Shock Wave Propagation, Wave Equations, Einstein Equations, Electromagnetic Fields, Equations Of State, Field Theory (Physics), Thermodynamics

Scientific paper

An example is given of the usefulness of a method that can give infinitesimal shock wave equations from a differential system when distribution methods fail to do so. The method is applied to a specific system of partial differential equations, namely that of noninductive, heat-current-free perfect relativistic fluids. The method is found to be particularly useful and easy to apply with regard to the determination of the propagation equations.

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