Two-dimensional steady-state oscillation problems of anisotropic elasticity |
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Authors: | D Natroshvili |
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Institution: | (1) Present address: Department of Mathematics (99), Georgian Technical University, 77, M. Kostava St., 380075 Tbilisi, Republic of Georgia |
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Abstract: | The paper deals with the two-dimensional exterior boundary value problems of the steady-state oscillation theory for anisotropic elastic bodies. By means of the limiting absorption principle the fundamental matrix of the oscillation equations is constructed and the generalized radiation conditions of Sommerfeld-Kupradze type are established. Uniqueness theorems of the basic and mixed type boundary value problems are proved. |
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Keywords: | 35E05 73C15 |
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