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Convergence and Stability of a Numerical Algorithm for the Neutrons Transport Equation

Domenii publicaţii > Matematica + Tipuri publicaţii > Articol în volumul unei conferinţe

Autori: Nikos Mastorakis, Olga Martin

Editorial: Proceedings of the 2-nd WSEAS Int.Conf. on Continuum Mechanics, Slovenia,ISI Proceedings, Paper 555-270, 2007.

Rezumat:

This paper describes a numerical procedure to solve the homogeneous boundary problem for a stationary transport equation. The stability and convergence of the proposed finite differences scheme is proved. The error value that corresponds to the numerical solution is also obtained using the Lax theorem.

Cuvinte cheie: integral-differential equation, finite differences scheme, integral identity method