Abstract
In this paper, a self-consistent boundary element method is introduced to predict overall properties of a cracked bimaterial plate. The boundary element (BE) formulation is developed based on Green's function for displacement discontinuity of a bimaterial solid and potential variational principles. The self-consistent method is then introduced into the BE formulation to provide an effective means for estimating overall material constants of a bimaterial solid weakened by cracks. Numerical results for a bimaterial plate with cracks are presented to illustrate the application of the proposed self-consistent BE formulation.
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