Physical Sciences → Mathematics → Applied Mathematics
Gas Dynamics and Kinetic Theory
This cluster of papers focuses on mathematical and computational aspects of collisional kinetic theory, with applications to rarefied gas flows, hypersonic aerothermodynamics, and thermal protection systems. It covers topics such as the Boltzmann equation, numerical methods for kinetic equations, gas-surface interactions, microflows, and ablation properties of materials.
85K works worldwide866.7K citations
Kinetic TheoryBoltzmann EquationRarefied FlowsNumerical MethodsThermal Protection SystemsHypersonic FlowsVlasov EquationGas-Solid InterfacesMicroflowsAblative Materials
Journals publishing in this area
Articles on Scinovex in this research area
4 articles, most cited first
- Characteristic surfaces for coupled burger’s equationInternational Journal of Statistics and Applied Mathematics · 2025 · 0 citations
- Self-similar magnetogasdynamic shock waves in an ideal gas with heat conduction and radiation heat-fluxInternational Journal of Statistics and Applied Mathematics · 2018 · 0 citations
- A self-gravitating non-ideal gas with radiation-heat fluxInternational Journal of Statistics and Applied Mathematics · 2018 · 0 citations · AI summary
- Self-similar processes in magnetogasdynamics shock wavesInternational Journal of Statistics and Applied Mathematics · 2017 · 0 citations · AI summary
