Rayleigh Wave Diffraction on Surface Elastic Inclusion in the Half-Space

V Z Stankevych,I Ya Zhbadynskyi,I Ya Vdovychyn

doi:10.1109/diped49797.2020.9273382

Rayleigh Wave Diffraction on Surface Elastic Inclusion in the Half-Space

V Z Stankevych, I Ya Zhbadynskyi + Show 1 more

https://doi.org/10.1109/diped49797.2020.9273382

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Publication Date: Sep 15, 2020

Citations: 5

Affiliation: Dnipro National University of Railway Transport named after Academician V. Lazaryan, Pidstryhach Institute for Applied Problems of Mechanics and Mathematics, Lviv Academy of Commerce

#mode-I Stress Intensity Factors #Method Of Boundary Integral Equations + Show 8 more

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Abstract

The diffraction of the Rayleigh wave on a halfcircular elastic inclusion which is located perpendicular to the half-space surface is considered. The low-frequency oscillations spectrum is analyzed. Using the method of boundary integral equations (BIE), the problem is reduced to the integral equations with respect to unknown defect opening functions. The mode-I stress intensity factors as functions of angular coordinate of an inclusion front point and wave number for various relations between the materials parameters are computed.

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