The reformulation of the first fundamental problem in plane elasticity theory as an integral equation is here used for the construction of a suitable numerical scheme. The performance of the latter is shown on several examples over various simple closed contours in the plane.

Numerical solution of the first problem in elasticity theory,

VENTURINO, Ezio
2006-01-01

Abstract

The reformulation of the first fundamental problem in plane elasticity theory as an integral equation is here used for the construction of a suitable numerical scheme. The performance of the latter is shown on several examples over various simple closed contours in the plane.
2006
IKM 2006
Weimar
12-14/7/2006
Digital Proceedings, IKM 2006, ISSN 1611-4086
R. Schmiedel, C. Rieger, K. Gürlebeck, C. Könke , Bauhaus University Weimar
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Muskhelishvili equation; plane elasticity; Galerkin method; collocation method.
V. Didenko; E. Venturino
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2318/26419
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