等温加熱された垂直き裂を有する半無限体の一様熱流による特異熱応力(S13-1 き裂・介在物問題,S13 数理弾性力学応用の最前線)

概要

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In this study, the thermal singular stresses in a elastic half-plane containing a crack perpendicular to the boundary is considered. The half-plane is subjected to a uniform heat flux and a uniform mechanical load, and the temperatures on the crack surfaces and free surface of the half-plane are maintained at uniform temperatures, respectively. The Fourier transform techniques are used to formulate the problem in terms of singular integral equations. The singular integral equations are solved by using the Gauss-Jacobi integration formula. Both the cases of an internal crack and an edge crack are studied. Numerical calculations are carried out, and the effects of the geometric parameters on the temperature-thermal stress distributions and the thermal stress intensity factors are shown graphically.
一般社団法人日本機械学会の論文
2004-09-04