Rectangular mixed finite elements for elasticity

Douglas N. Arnold

doi:10.1142/S0218202505000741

2011-11-21

Douglas N. Arnold *

Gerard Awanou

DOI：10.1142/S0218202505000741

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摘要

En 中文

We present a family of stable rectangular mixed finite elements for plane elasticity. Each member of the family consists of a space of piecewise polynomials discretizing the space of symmetric tensor fields in which the stress field is sought, and another to discretize the space of vector fields in which the displacement is sought. These may be viewed as analogues in the case of rectangular meshes of mixed finite elements recently proposed for triangular meshes. As for the triangular case the elements are closely related to a discrete version of the elasticity differential complex.

Keyword:

mixed method

finite element

elasticity

rectangular

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Mathematical Models and Methods in Applied Sciences

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