• DOI:10.1007/s11003-023-00719-w
• Corpus ID: 261376253

SH-Wave Diffraction from a Thin Interface Defect of Finite Width in the Joint of an Elastic Layer with a Half-Space

@article{Kuryliak2023SHWaveDF,
  title={SH-Wave Diffraction from a Thin Interface Defect of Finite Width in the Joint of an Elastic Layer with a Half-Space},
  author={Dozyslav B. Kuryliak and Z. T. Nazarchuk and M. V. Voytko and Ya. P. Kulynych},
  journal={Materials Science},
  year={2023},
  volume={58},
  pages={701-708},
  url={https://api.semanticscholar.org/CorpusID:261376253}
}

• D. Kuryliak, Z. Nazarchuk, +1 author Y. Kulynych
• Published in Materials Science 1 May 2023
• Physics, Engineering
• Materials Science

The problem of elastic SH-wave diffraction from a finite interface defect formed on the boundary of the rigid joint between a layer and a half-space is considered. The model of the defect is an impedance strip on the surface of the joint with a given impedance boundary condition. Using the Wiener–Hopf technique the problem is reduced to an infinite system of linear algebraic equations. Its solution is used to study the behavior features of the displacement field on the surface of an elastic… 

The problem of elastic SH-wave diffraction from a finite interface defect formed on the boundary of the rigid joint between a layer and a half-space is considered. The model of the defect is an impedance strip on the surface of the joint with a given impedance boundary condition. Using the Wiener–Hopf technique the problem is reduced to an infinite system of linear algebraic equations. Its solution is used to study the behavior features of the displacement field on the surface of an elastic layer which is free from the stresses.