Asymptotic derivation of the modified time-dependent SP{sub 2} equations and numerical calculations
Description:
Converting the independent variables of the transport equation to dimensionless parameters, asymptotic analyses can be performed to show that, for an important class of problems, the diffusion equation is an asymptotic limit of the transport equation. A recent paper by Larsen, McGhee, and Morel provides a broadened view of the result discussed above. It deals with the steady-state transport equation and shows that the Simplified Spherical-Harmonics (SP{sub N}) equations are robust high-order as…
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Date:
July 1, 1993
Creator:
Shin, Uncheol; Miller, W. F. Jr. & Morel, J. E.
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UNT Libraries Government Documents Department