01696nam a2200217Ia 4500003001000000005001700010040000900027245007100036490006600107520094500173650000801118650002501126650003101151650001701182650002001199700001501219700002701234700002001261856015601281008004101437MX-MdCICY20260521091312.0  cCICY10aHypersingular BEM for dynamic fracture in 2-D piezoelectric solids0 vComput. Methods Appl. Mech. Engrg., 196(1-3), p.235-246, 20063 aFracture behavior of piezoelectric solids under time-harmonic loading is numerically analyzed in this paper. A 2-D boundary element method (BEM)based on both displacement and traction boundary integral equations is presented. The time-harmonic Green's functions for the infinite plane are split into singular plus regular terms, the singular ones coinciding with the static Green's functions. In this manner the singular and hypersingular integrals arising in the formulation may be treated by the same simple regularization procedure proposed by the authors for static piezoelectricity. Quarter-point elements are used for the direct evaluation of stress and electric displacement intensity factors from nodal values. Several numerical examples for the scattering of waves by different crack configurations including branched and curved cracks and crack interaction problems are given to demonstrate the performance of the proposed method.14aBEM14aPIEZOELECTRIC SOLIDS14aDYNAMIC FRACTURE MECHANICS14aCURVED CRACK14aWAVE SCATTERING12aSáez, A.12aGarcáa-Sánchez, A.12aDomínguez, J.40uhttps://drive.google.com/file/d/1YrdCQT1ZAbxL2umFvhlkeWijZxi88WTO/view?usp=drivesdkzPara ver el documento ingresa a Google con tu cuenta: @cicy.edu.mx250602s9999    xx |||||s2   |||| ||und|d