Numerical analysis of some mixed finite element methods for Reissner-Mindlin plates

C. Chinosi, C. Lovadina

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Abstract

A class of mixed finite element methods for Reissner-Mindlin plates proposed by Arnold and Brezzi is considered. In these methods the shear energy term is split into two terms, leading to a partial selective reduced integration scheme. A parameter is involved in the splitting. In this paper an analysis of the behaviour of the approximate solution is performed in dependence of the parameter. Suggestions for a good choice of the parameter are also provided.

Lingua originaleInglese
pagine (da-a)36-44
Numero di pagine9
RivistaComputational Mechanics
Volume16
Numero di pubblicazione1
DOI
Stato di pubblicazionePubblicato - apr 1995
Pubblicato esternamente

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