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Numerical solutions of a hypersingular integral equation for antiplane elastic curved crack problems of circular regions

✍ Scribed by Y. Z. Chen; X. Y. Lin; Z. X. Wang

Publisher
Springer Vienna
Year
2004
Tongue
English
Weight
414 KB
Volume
173
Category
Article
ISSN
0001-5970

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πŸ“œ SIMILAR VOLUMES

A numerical solution technique of hypers
A numerical solution technique of hypersingular integral equation for curved cracks
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## Abstract In this paper, a hypersingular integral equation for curved cracks in plane elasticity is formulated and presented. This paper describes a new numerical technique for solution of deep curved cracks in plane elasticity. In this method, the crack curve length is taken as the co‐ordinate i

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Ahatraet-The plane elastic problem for a curved crack problem is studied by means of the hypersingular integral equation approach. Based on the solution of a doublet of dislocation, the hypersingular integral equation for the curved crack problem is formulated. The unknown function invalved is the c

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An antiplane multiple crack problem is considered for inhomogeneous isotropic elastic materials. The problem is reduced to a boundary integral equation involving hypersingular integrals. The boundary integral equation may be solved numerically using standard procedures. Some crack problems for a par