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Tian, R.; Nakajima, Norihiro; Yagawa, Genki
Keisan Kogaku Koenkai Rombunshu, 10(1), p.397 - 400, 2005/05
An attempt is made to treat boundary conditions in EFGM through only nodal arrangements. One of major merits of the proposed nodal arrangement scheme is its straightforwardness in implementation. The accuracy of this nodal arrangement boundary treatment and its influence on convergence are assessed by comparing with the Lagrange multiplier and penalty methods using one- and two- dimensional problems. The nodal arrangement scheme shows a same performance as the Lagrange multiplier and penalty methods in the one-dimensional tests, but it evidently outperforms the penalty method in the two-dimensional tests.
Nishio, Satoshi; Abe, Tetsuya; ; Yamazaki, Seiichiro*
JAERI-Tech 94-006, 18 Pages, 1994/08
no abstracts in English
Fujii, Kimio; Nakano, Junichi; Shindo, Masami
Journal of Nuclear Materials, 203, p.10 - 16, 1993/00
Times Cited Count：17 Percentile：81.15(Materials Science, Multidisciplinary)no abstracts in English
Fujii, Kimio; ; Nomura, Shinzo; Shindo, Masami
Journal of Nuclear Materials, 187, p.204 - 208, 1992/00
Times Cited Count：15 Percentile：77.36(Materials Science, Multidisciplinary)no abstracts in English
