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Title: Rayleigh Wave Diffraction on Surface Elastic Inclusion in the Half-Space
Authors: Stankevych, Volodymyr Z.
Zhbadynskyi, I. Y.
Vdovychyn, I. Y.
Keywords: surface compliant inclusion
Rayleigh wave diffraction
boundary integral equation method
dynamic stress intensity factor
Issue Date: 2020
Publisher: IEEE
Citation: Stankevych V. Z., Zhbadynskyi I. Y., Vdovychyn I. Y. Rayleigh Wave Diffraction on Surface Elastic Inclusion in the Half-Space. Proceedings of 25th IEEE International Seminar / Workshop Direct and Inverse Problems of Electromagnetic and Acoustic Wave Theory (DIPED), Tbilisi, Georgia, 15–18 September 2020. Р. 163–167. DOI: 10.1109/DIPED49797.2020.9273382. Full text is absence.
Abstract: EN: The diffraction of the Rayleigh wave on a half-circular 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.
Description: V. Stankevych: ORCID 0000-0003-3471-6608
ISSN: 2165-3593 (print)
2165-3593 (online)
Other Identifiers: DOI: 10.1109/DIPED49797.2020.9273382
Appears in Collections:Статті КФД (ЛФ)

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