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• W3171518424 abstract "We apply moment methods to obtaining an approximate analytical solution to Knudsen layers. Based on the hyperbolic regularized moment system for the Boltzmann equation with the Shakhov collision model, we derive a linearized hyperbolic moment system to model the scenario with the Knudsen layer vicinity to a solid wall with Maxwell boundary condition. We find that the reduced system is in an even-odd parity form that the reduced system proves to be well-posed under all accommodation coefficients. We show that the system may capture the temperature jump coefficient and the thermal Knudsen layer well with only a few moments. With the increasing number of moments used, qualitative convergence of the approximate solution is observed." @default.
• W3171518424 created "2021-06-22" @default.
• W3171518424 creator A5054195099 @default.
• W3171518424 creator A5057067469 @default.
• W3171518424 date "2021-06-09" @default.
• W3171518424 modified "2023-09-27" @default.
• W3171518424 title "An Approximate Analytical Solution to Knudsen Layers." @default.
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• W3171518424 hasPublicationYear "2021" @default.
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