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Advanced techniques for entropy-based moment methods for linear kinetic equations

Funding:

Deutsche Forschungsgemeinschaft (DFG)

Term:
Dec 06, 2016 — Nov 21, 2019
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Linear kinetic equations model many physical phenomena, e.g. radiative transport, but remain challenging to simulate. The entropy- based moment method is a discretization which has attractive theoretical properties but so far no practical implementation. We will investigate several new techniques to achieve such an implementation including high-order methods, semi-implicit time integration, and partitioning of the angular domain.

External cooperations: Prof. Dr. Cory D. Hauck (Oak Ridge National Laboratory, USA)