A Bhatnagar-Gross-Krook approximation to scalar conservation laws with discontinuous flux

Vovelle : Existence and uniqueness of entropy solution of scalar conservation laws with a flux function involving discontinuous coefficients, Comm.. Bardos, A.Y LeRoux, J.C N´ed´elec

As we are going to apply the well-posedness theory for kinetic solutions of hyperbolic scalar conservation laws (1.1) as well as the theory of stochas- tic flows generated by

Two Results concerning the Small Viscosity Solution of Linear Scalar Conservation Laws with

1 Let us observe in passing that in [47,49] the authors established existence and uniqueness of entropy solutions with a combination of u- and x-discontinuities; this approach is

In the context of road traffic modeling we consider a scalar hyperbolic conservation law with the flux (fundamental diagram) which is discontinuous at x = 0, featuring variable

The Godunov scheme for scalar conservation laws with discontinuous bell-shaped flux functions.. Boris Andreianov,

multidimensional hyperbolic scalar conservation law, entropy solution, discontinuous flux, boundary trace, vanishing viscosity approximation, admissibility of

inhomogeneous scalar conservation law; discontinuous flux; change of variables; entropy solution; vanishing viscosity approximation; well-posedness; crossing