A SOLUTION TO A GENERAL SYSTEM OF EULER EQUATIONS FOR A COMPRESSIBLE FLUID

Gómez Plata, Adrian Ricardo

Services on Demand

Journal

SciELO Analytics
Google Scholar H5M5 ()

Article

Spanish (pdf)
Article in xml format
Article references
How to cite this article
SciELO Analytics

Automatic translation
Send this article by e-mail

Indicators

Cited by SciELO
Access statistics

Ciencia e Ingeniería Neogranadina

Print version ISSN 0124-8170On-line version ISSN 1909-7735

Abstract

GOMEZ PLATA, Adrian Ricardo. A SOLUTION TO A GENERAL SYSTEM OF EULER EQUATIONS FOR A COMPRESSIBLE FLUID. Cienc. Ing. Neogranad. [online]. 2011, vol.21, n.1, pp.115-124. ISSN 0124-8170.

This paper reveals the existence of solutions to a general Euler system without source for a compressible fluid. The method used to solve the system is not the common invariant regions found in literature. In parallel, we will find the smooth global viscous solutions of the system using the maximum principle.

Keywords : hyperbolic conservations laws; maximum principle; a priori estimate; Cauchy problems.

· abstract in Spanish · text in Spanish · Spanish (

pdf )