A generalized nodal finite element formalism for discrete ordinates equations in slab geometry: Part III: Numerical results

E. del Valle, J. P. Hennart

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7 Citas (Scopus)

Resumen

In companion papers (hereafter referred to as Part I and Part II), we described a generalized nodal finite element formalism, including practically all existing numerical schemes for solving the discrete ordinates equations in slab geometry. General discrete (or cell-edge) and continuous convergence orders as well as convergence orders for moments of the approximations were proved in several theorems given in Part I and II and they are verified here using a model problem. Finally the methods described in Part I and II are applied to some non-model problems.

Idioma originalInglés
Páginas (desde-hasta)505-533
Número de páginas29
PublicaciónTransport Theory and Statistical Physics
Volumen24
N.º4-5
DOI
EstadoPublicada - 1 abr. 1995
Publicado de forma externa

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