A weak formulation for ‘direct’ boundary methods, deduced from distribution theory, is presented. The present approach seems particularly profitable when dealing with problems having non-integrable singularities. Numerical examples are also reported for plane elasticity.

A weak formulation of boundary integral equations, with application to elasticity problems

TRALLI, Antonio Michele
1984

Abstract

A weak formulation for ‘direct’ boundary methods, deduced from distribution theory, is presented. The present approach seems particularly profitable when dealing with problems having non-integrable singularities. Numerical examples are also reported for plane elasticity.
1984
S., Alliney; Tralli, Antonio Michele
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11392/463293
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