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Artikel
Moments Equations Based on First-Order Chapman-Enskog Solution.
| Författare: |
Söderholm, L. H. S. |
| Dokumenttyp: |
Konferens |
| Tillstånd: |
Publicerad |
| Tidskrift: |
Rarefied Gas Dynamics |
| Volym: |
124-127 |
| År: |
1997 |
Abstract13 moments equations correct to first order in the Knudsen number are derived from the Boltzmann equation. As a basis the full Chapman-Enskog solution is used rather than the corresponding Hermite polynomials. This was the method applied by Cercignani in 1963 for half-range expansion in pure shear flow. The new values for the relaxation times and the coupling coefficient between heat current and viscous pressure are calculated.
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