Preprint 1996-011

L^1 Nonlinear Stability of Travelling Waves for a Hyperbolic System with Relaxation

Corrado Mascia and Roberto Natalini


Abstract: We investigate the existence and the asymptotic stability of travelling wave solutions for a hyperbolic $2\times2$ system with a relaxation source term. Using the subcharacteristic stability condition, which implies special monotonicity properties of the solutions, we are able to establish the $L^1$ asymptotic attractivity of these solutions.


Paper:
Available as PostScript
Title:
L^1 Nonlinear Stability of Travelling Waves for a Hyperbolic System with Relaxation
Author(s):
Corrado Mascia, mailto:mascia@mercurio.mat.uniroma1.it
Roberto Natalini, mailto:natalini@asterix.iac.rm.cnr.it
Publishing information:
Quaderno IAC n. 4, Marzo 1996
Submitted by:
mailto:natalini@asterix.iac.rm.cnr.it July 2 1996.


[ 1996 Preprints | All Preprints | Preprint Server Homepage ]
© The copyright for the following documents lies with the authors. Copies of these documents made by electronic or mechanical means including information storage and retrieval systems, may only be employed for personal use.

mailto:conservation@math.ntnu.no
Last modified: Tue Jul 2 18:26:59 1996
Работа повар. Работа Киев и Украине.
Сайт управляется системой uCoz