Titlebook: Analysis and Numerics for Conservation Laws; Gerald Warnecke Book 2005 Springer-Verlag Berlin Heidelberg 2005 astrophysics.calculus.comput

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https://doi.org/10.1007/978-3-658-37885-1The paper deals with the transition regime of gas flows between the mesoscopic and the macroscopic levels. We survey theoretical results and provide numerical tools. As the basic numerical scheme for the solution of the Boltzmann equation we use a hexagonal model proposed in [1].

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Hexagonal Kinetic Models and the Numerical Simulation of Kinetic Boundary Layers,The paper deals with the transition regime of gas flows between the mesoscopic and the macroscopic levels. We survey theoretical results and provide numerical tools. As the basic numerical scheme for the solution of the Boltzmann equation we use a hexagonal model proposed in [1].

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Matthew R. Bennett,Marcin Budkaitation processes in water. Due to the highly dynamical, unsteady processes under consideration we use an adaptive FV scheme for the computations to resolve accurately all physically relevant effects. The results are validated by comparison with tube experiments.

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Matthew R. Bennett,Marcin Budka accelerators. These accelerators can be used for interplanetary spaceflight missions because of their high specific impulse and high thrust density..Calculations show in agreement with the experiment that a primary reason for plasma instabilities at high current settings — which are limiting the op

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Teachers and Technology: Looking Forward,tion laws that result from an underlying kinetic equation. The focus of this study is the establishment of an kinetic approach in order to solve initial and boundary value problems for the two examples. The ingredients of the kinetic approach are: (i) Representation of macroscopic fields by moment i