TL;DR
This paper develops and implements advanced numerical methods for simulating shock wave interactions with complex interfaces between compressible gases and nearly incompressible solids or fluids, using high-resolution shock-capturing techniques and adaptive mesh refinement.
Contribution
It introduces new Riemann solvers and limiters for coupled Euler and Tammann equations, extending to mapped grids and AMR within the Clawpack framework.
Findings
Effective simulation of shock interactions with complex interfaces
Simplification of models when solid interfaces are very thin
Enhanced computational efficiency with AMR
Abstract
Many experiments in biomedical applications and other disciplines use a shock tube. These experiments often involve placing an experimental sample within a fluid-filled container, which is then placed inside the shock tube. The shock tube produces an initial shock that propagates through gas before hitting the container with the sample. In order to gain insight into the shock dynamics that is hard to obtain by experimental means, computational simulations of the shock wave passing from gas into a thin elastic solid and into a nearly incompressible fluid are developed. It is shown that if the solid interface is very thin, it can be neglected, simplifying the model. The model uses Euler equations for compressible fluids coupled with a Tammann equation of state (EOS) to model both compressible gas and almost incompressible materials. A three-dimensional (2D axisymmetric) model of these…
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