Rigorous analysis yields reliable criteria for "best-fit" functions. Improved "curve-fitting" method yields approximate solutions to differential equations of steady-state diffusion. Method applies to problems in which rates of diffusion depend linearly or nonlinearly on concentrations of diffusants, approximate solutions analytic or numerical, and boundary conditions of Dirichlet type, of Neumann type, or mixture of both types. Applied to equations for diffusion of charge carriers in semiconductors in which mobilities and lifetimes of charge carriers depend on concentrations.
Approximate Solutions Of Equations Of Steady Diffusion
NASA Tech Briefs ; 16 , 3
01.03.1992
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Englisch
Approximate solutions of Runge-Kutta equations
TIBKAT | 1967
|Approximate Solutions of Runge- Kutta Equations
NTIS | 1967
|