This paper presents a unified analysis of isotropic out-of-plane shear problems with concentric circular elastic inclusions. The applied disturbances considered in this paper are longitudinal shear stress at infinity, analysis is based on the complex variable method using the Mobius transformations by Honein and Herrman. Several numerical examples are given by many graphic representation.
CITATION STYLE
Kikuchi, S., Hirashima, K. I., & Sugisaka, N. (1998). Analytical solutions for out-of-plane problem with concentric circular elastic inclusions. Zairyo/Journal of the Society of Materials Science, Japan, 47(9), 887–891. https://doi.org/10.2472/jsms.47.887
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