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Numerical solutions of singular integral equations for planar rectangular interfacial crack in three dimensional bimaterials

Numerical solutions of singular integral equations for planar rectangular interfacial crack in three dimensional bimaterials
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摘要 Stress intensity factors for a three dimensional rectangular interfacial crack were considered using the body force method. In the numerical calculations, unknown body force densities were approximated by the products of the fundamental densities and power series; here the fundamental densities are chosen to express singular stress fields due to an interface crack exactly. The calculation shows that the numerical results are satisfied. The stress intensity factors for a rectangular interface crack were indicated accurately with the varying aspect ratio, and bimaterial parameter. Stress intensity factors for a three dimensional rectangular interfacial crack were considered using the body force method. In the numerical calculations, unknown body force densities were approximated by the products of the fundamental densities and power series; here the fundamental densities are chosen to express singular stress fields due to an interface crack exactly. The calculation shows that the numerical results are satisfied. The stress intensity factors for a rectangular interface crack were indicated accurately with the varying aspect ratio, and bimaterial parameter.
出处 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2007年第6期751-757,共7页 应用数学和力学(英文版)
关键词 stress intensity factor body material fracture mechanics singular integral force method interface crack composite equation. stress intensity factor, body material, fracture mechanics, singular integral force method, interface crack, composite equation.
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参考文献14

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