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The Mott-Smith solution to the regular shock reflection problem
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DOI：10.1017/jfm.2022.809.png)
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The classical Mott-Smith solution for one-dimensional normal shock wave structure is extended to the two-dimensional regular shock reflection problem. The solution for the non-equilibrium molecular velocity distribution function along the symmetry-plane streamline is obtained as a weighted sum of four Maxwellians. An analysis of applicability of the solution has been performed using the results of direct simulation Monte Carlo calculations for a range of incident shock wave intensities. Accuracy of the solution improves with increasing Ma n , the Mach number normal to the shock front, so that the solution becomes rather accurate for strong shocks with Ma(n) > 8.
Keyword:
shock waves
kinetic theory
gas dynamics
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3.9
论文数:
2.0W
被引数:
9.4W
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