Steady-state vibrations of an unbounded linear piezoelectric medium |
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Authors: | E Lioubimova P Schiavone |
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Institution: | (1) Department of Mechanical Engineering, University of Alberta, Edmonton, Alberta, Canada, T6G 2G8 |
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Abstract: | We consider fundamental (Dirichlet and Neumann-type) boundary value problems in a theory of generalized plane strain for the
steady-state vibrations of an infinite piezoelectric medium with transversely isotropic symmetry (6 mm). Using integral equation methods with the appropriate Sommerfeld-type radiation conditions, we prove existence and uniqueness
results for the corresponding exterior boundary value problems. Exact solutions are obtained in the form of integral potentials.
(Received: September 27, 2005) |
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Keywords: | 45E05 45F15 74F15 |
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