Javad Farzi
Sahand university Of Technology, P.O. Box 51335-1996, Tabriz, Iran
[ 1 ] - A total variation diminishing high resolution scheme for nonlinear conservation laws
In this paper we propose a novel high resolution scheme for scalar nonlinear hyperbolic conservation laws. The aim of high resolution schemes is to provide at least second order accuracy in smooth regions and produce sharp solutions near the discontinuities. We prove that the proposed scheme that is derived by utilizing an appropriate flux limiter is nonlinear stable in the sense of total varia...
[ 2 ] - روش های پیشگو- اصلاح کننده حالت متناهی درچارچوب روشهای خطی کلی
This article has no abstract.
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