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Integral methods in rarefied gasdynamics
Zeitschrift für angewandte Mathematik und Physik ZAMP, 1977The question of convergency in integral methods for rarefied gasdynamics is examined through the example of low-speed flow over a sphere. The four-moment solution and the six-moment solution both compare favorably with experimental data for drag and heat transfer over the entire range of gas density. Discrepancy between the two solutions show a maximum
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On some stochastic models of rarefied gas dynamics
USSR Computational Mathematics and Mathematical Physics, 1989Abstract Simulation algorithms for the Boltzmann equation are constructed using stochastic equations in the Poisson measure. The algorithms do not require approximating the kernel of the collision integral by a step function.
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Boltzmann Equation and Rarefied Gas Dynamics
1985A survey of the present state of the art in theoretical rarefied gas dynamics is presented.
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Experimental Methods and Results in Rarefied Gas Dynamics
1981The considerable interest in rarefied gas dynamics, which developed during the late fifties and the sixties, as a result of spectacular space programs, has led to the study of a great number of theoretical and experimental problems concerning flows of neutral and ionized gases, and to a rich harvest of original results.
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Data on Internal Rarefied Gas Flows
Journal of Physical and Chemical Reference Data, 1998Felix Sharipov, Sharipov Felix
exaly
Application of event-driven molecular dynamics approach to rarefied gas dynamics problems
Computers and Fluids, 2018Vasily Kosyanchuk, Artem Yakunchikov
exaly

