ON FACTORIZATION IN THE PROBLEM OF DIFFRACTION OF HARMONIC WAVE ON ELASTIC HALF INFINITE INCLUSION

V. S. Sarkisyan; I. M. Karakhanyan

doi:10.46991/PYSUA.2001.35.2.032

ON FACTORIZATION IN THE PROBLEM OF DIFFRACTION OF HARMONIC WAVE ON ELASTIC HALF INFINITE INCLUSION

Authors

V. S. Sarkisyan Chair of Continuum Mechanics, YSU, Armenia
I. M. Karakhanyan Chair of Continuum Mechanics, YSU, Armenia

DOI:

https://doi.org/10.46991/PYSUA.2001.35.2.032

Abstract

The paper is devoted to the factorization of stress strain state of elastic space including half infinitive inclusion. Supposing that elastic inclusion is too thin the problem is reduced to the solution of boundary problem of harmonic wave diffraction on the half infinitive interval. Using the method of Wiener-Hopf and circulant method the boundary problem is reduced to the Wiener-Hopf matrix equation, which is completely solved. This solution allows to get analytical solution of the boundary problem.

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Published

2001-07-09

Issue

Vol. 35 No. 2 (195) (2001)

Section

Mechanics

License

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.

How to Cite

Sarkisyan, V. S., & Karakhanyan, I. M. (2001). ON FACTORIZATION IN THE PROBLEM OF DIFFRACTION OF HARMONIC WAVE ON ELASTIC HALF INFINITE INCLUSION. Proceedings of the YSU A: Physical and Mathematical Sciences, 35(2 (195), 32-39. https://doi.org/10.46991/PYSUA.2001.35.2.032