2018
DOI: 10.1051/proc/201861068
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A survey on well-balanced and asymptotic preserving schemes for hyperbolic models for chemotaxis

Abstract: Chemotaxis is a biological phenomenon widely studied these last years, at the biological level but also at the mathematical level. Various models have been proposed, from microscopic to macroscopic scales. In this article, we consider in particular two hyperbolic models for the density of organisms, a semi-linear system based on the hyperbolic heat equation (or dissipative waves equation) and a quasi-linear system based on incompressible Euler equation. These models possess relatively stiff solutions and well-… Show more

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