Publication:
Mode stresses for the interaction between an inclined crack and a curved crack in plane elasticity

Date
2015
Authors
Nik Long N.M.A.
Aridi M.R.
Eshkuvatov Z.K.
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Hindawi Publishing Corporation
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Abstract
The interaction between the inclined and curved cracks is studied. Using the complex variable function method, the formulation in hypersingular integral equations is obtained. The curved length coordinate method and suitable quadrature rule are used to solve the integral equations numerically for the unknown function, which are later used to evaluate the stress intensity factor. There are four cases of the mode stresses; Mode I, Mode II, Mode III, and Mix Mode are presented as the numerical examples. � 2015 N. M. A. Nik Long et al.
Description
Cracks; Complex variable function method; Curved crack; Hypersingular integral equation; In-plane elasticity; Inclined crack; Mode II; Mode III; Quadrature rules; Integral equations
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