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Advanced Techniques for Analyzing Stress Fields around Circular Holes

Dive into cutting-edge methods in linear algebra and null-field integral equations to study stress fields around circular holes. Explore semi-analytical approaches for stress concentration and radiation problems using jump behavior concepts. Discover innovative solutions for anti-plane shear stress and bending effects in structural elements.

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Advanced Techniques for Analyzing Stress Fields around Circular Holes

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  1. Summary of null-field BIE • EABE 2006: The resulted linear algebraic system is the same J. T. Chen, W. C. Shen and A. C. Wu, Null-field integral equations for stress field around circular holes under anti-plane shear, Engng. Anal. Bound. Elem. 2006, 30(3), 205-217. • JoM : Jump behavior (Laplace , 2D) J. T. Chen and P. Y. Chen, A semi-analytical approach for stress concentration of cantilever beams with holes under bending, J. Mech. 2007, 23(3), 211-221. • CMAME: Jump behavior (Helmholtz, 2D) J. T. Chen, C. T. Chen, P. Y. Chen and I. L. Chen, A semi-analytical approach for radiation and scattering problems with circular boundaries, Comput. Methods Appl. Mech. Engrg. 2007, 196, 2751-2764. • APAC 2009: Jump behavior (Helmholtz, 3D) On the spurious eigenvalues for a concentric sphere in BIEM Summary of null-field BIE.doc羿州 製

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