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- W2986212284 abstract "We discuss the properties of an analytical solution for waves in radiating fluids, with a view towards its implementation as a quantitative test of radiation hydrodynamics codes. A homogeneous radiating fluid in local thermodynamic equilibrium is periodically driven at the boundary of a one-dimensional domain, and the solution describes the propagation of the waves thus excited. Two modes are excited for a given driving frequency, generally referred to as a radiative acoustic wave and a radiative diffusion wave. While the analytical solution is well known, several features are highlighted here that require care during its numerical implementation. We compare the solution in a wide range of parameter space to a numerical integration with a Lagrangian radiation hydrodynamics code. Our most significant observation is that flux-limited diffusion does not preserve causality for waves on a homogeneous background." @default.
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- W2986212284 date "2009-09-03" @default.
- W2986212284 modified "2023-09-23" @default.
- W2986212284 title "Numerical Tests and Properties of Waves in Radiating Fluids" @default.
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- W2986212284 hasPublicationYear "2009" @default.
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