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Prediction of Three Dimensional Crack Path Brittle Fracture in Weldment under Dynamic Load
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作者 YANG Da-peng PAN Hai-yang +1 位作者 ZHAO Yao LI Tian-yun 《International Journal of Plant Engineering and Management》 2016年第2期115-128,共14页
Three dimensional dynamic stress intensity factors are analyzed for a curved crack with a second order perturbation method. The method is extended to obtain an approximate representation of a three dimensional dynamic... Three dimensional dynamic stress intensity factors are analyzed for a curved crack with a second order perturbation method. The method is extended to obtain an approximate representation of a three dimensional dynamic stress intensity factors at the tip of a curved crack. Due to three dimensional curved crack growth the dynamic energy release rate can be calculated by using the Irwin's formula. A three dimensional curved crack in materials with inhomogeneous fracture toughness are considered. Paths of a brittle three dimensional curved crack propagating along a welded joint are predicted via the present method, where the effects of dynamic applied stresses, residual stresses, and material deterioration due to welding are taken into considerations. 展开更多
关键词 three dimensional dynamic stress intensity factor curved crack second order perturbation method dynamic energy release rate
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TRANSIENT RESPONSE OF COPLANAR INTERFACIAL CRACKS BETWEEN TWO DISSIMILAR PIEZOELECTRIC STRIPS UNDER ANTI-PLANE MECHANICAL AND IN-PLANE ELECTRICAL IMPACTS
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作者 RayK.L.Su FengWenjie +1 位作者 LiuJinxi ZouZhenzhu 《Acta Mechanica Solida Sinica》 SCIE EI 2003年第4期300-312,共13页
The dynamic response of multiple coplanar interface cracks between two dissimilar piezoelectric strips subjected to mechanical and electrical impacts is investigated.Solutions to two kinds of electric boundary conditi... The dynamic response of multiple coplanar interface cracks between two dissimilar piezoelectric strips subjected to mechanical and electrical impacts is investigated.Solutions to two kinds of electric boundary conditions on crack surfaces,i.e.electric impermeable and electric permeable,are obtained.Laplace and Fourier transforms and dislocation density functions are employed to reduce the mixed boundary value problem to Cauchy singular integral equations, which can be solved numerically.The effects of electrical load,geometry criterion of piezoelectric strips,relative location of cracks and material properties on the dynamic energy release rate are examined. 展开更多
关键词 coplanar interface cracks dissimilar piezoelectric strips singular integral equations integral transform dynamic energy release rate
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