Anisotropic scattering Boltzmann distributions and structural properties
Journal Article
·
· Prakt. Akad. Athenon, pp. 120-130
OSTI ID:4431417
BS>Previous results are extended and generalized. In particular anisotropic scattering is considered here and explicit solutions are obtained which satisfy the required boundary conditions. The main result presented here is summarized as follows: The Boltzmann distribution with anisotropic scattering kernel of degree L in z is a superposition of distributions of isotropic scatterlng with coefficients proportional to the L + 1 powers of z. In conclusion, the problem of finding the anisotropic scattering Boltzmann distribution is solved exactly and represented by elementary functions in a very simple way. The present allows one to avoid the Riemann-Hilbert problem concerned with singular integral equations. (MHR)
- Research Organization:
- Originating Research Org. not identified
- NSA Number:
- NSA-29-001503
- OSTI ID:
- 4431417
- Journal Information:
- Prakt. Akad. Athenon, pp. 120-130, Journal Name: Prakt. Akad. Athenon, pp. 120-130; ISSN PAATA
- Country of Publication:
- Country unknown/Code not available
- Language:
- English
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