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1 INRIA Rocquencourt

Abstract : This paper is concerned with the numerical solution of the Boltzmann semiconductor equation. Our main objective is the development of a fast deterministic solution procedure for the numerical computation of the steady state solutions. The discretization strategy is based on an upwind finite difference approximation of the gradient terms and on a deterministic conservative calculation of the integral operators. The resulting algebraic system is then solved by a least squares methodology which reduces the system to a quadratic minimization problem to be solved by a standard conjugate gradient algorithm.





Autor: Jean-François Bourgat - Roland Glowinski Patrick Le Tallec Jean-François Palmier

Fuente: https://hal.archives-ouvertes.fr/



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