Evolution equation for unsteady shock waves of moderate intensity in a viscous heat-conducting gas

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Makarov, S.N. | 1600年 / 24期
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Flow of Fluids - Viscous - Gases - Heat Transfer - Heat Transfer - Conduction - Mathematical Techniques - Differential Equations - Shock Waves - Mathematical Models;
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A simple model equation that takes into account the nonisentropicity of the flow is obtained from the equations of a viscous heat-conducting gas. This equation is suuitable for one-dimensional traveling waves on the Mach number interval 1 &le M &le 1.3. The equation obtained gives the asymptotic law of damping of weak shock waves correct to small terms of the leading and next order for plane, cylindrical, and spherical symmetry.
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