| Abstract: | It is shown that the distribution function assumed by Mott-Smith determines a unique relation between heat flux, stress, and fluid velocity given by q = (3/2)??u, i.e., it provides a constitutive relation for heat flux, and it also determines a simple expression for this ratio of third-order central moments Q = . These expressions allow the equation of transfer for c x2 to be cast in a form that yields a nonlinear constitutive relation for stress. The results obtained from the Mott-Smith ansatz are compared with the theory of Baganoff and Nathenson and results from a numerical solution of the Boltzmann equation for shock-wave structure obtained by Hicks and Yen. |
| Genre: | Article |
| ProdID: | 70010156 |
| Citation Author: | Nathenson, M.; Baganoff, D. |
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| Citation End Page: | 2115 |
| Citation Issue: | 12 |
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| Citation Language: | English |
| Citation Larger Work Title: | Physics of Fluids |
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| Citation Number Of Pages: | 6 |
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| Citation Search Results Text: | Constitutive relations associated with the Mott-Smith distribution function; 1973; Article; Journal; Physics of Fluids; Nathenson, M.; Baganoff, D. |
| Citation Start Page: | 2110 |
| Citation Volume: | 16 |
| Citation Year: | 1973 |
| Type: | citation/reference |
| Text: | Constitutive relations associated with the Mott-Smith distribution function; 1973; Article; Journal; Physics of Fluids; Nathenson, M.; Baganoff, D. |
| URL (THUMBNAIL): | http://pubs.er.usgs.gov/thumbnails/outside_thumb.jpg |
| Date Other: | Mon, 1 Jan 1973 00:00 -0600 |
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