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The Fourier Method in Three-Dimensional Boundary-Contact Dynamic Problems of Elasticity
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Published/Copyright:
February 23, 2010
Abstract
The basic three-dimensonal boundary-contact dynamic problems are considered for a piecewise-homogeneous isotropic elastic medium bounded by several closed surfaces. Using the Fourier method, the considered problems are proved to be solvable under much weaker restrictions on the initial data of the problems as compared with other methods.
Key words and phrases.: Fourier method; boundary-contact dynamic problems of elasticity; classical solutions; Green's tensor; matrix of fundamential solutions
Received: 1994-03-16
Published Online: 2010-02-23
Published in Print: 1995-December
© 1995 Plenum Publishing Corporation
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Articles in the same Issue
- The Fourier Method in Three-Dimensional Boundary-Contact Dynamic Problems of Elasticity
- The Maximum Principle in Optimal Control Problems with Concentrated and Distributed Delays in Controls
- More on Oscillation of nth-Order Equations
- An Interpolation Inequality Involving Hölder Norms
- On Strong Differentiability of Integrals Along Different Directions
- Mixed Interface Problems for Anisotropicelastic Bodies
- C(X) in the Weak Topology
Keywords for this article
Fourier method;
boundary-contact dynamic problems of elasticity;
classical solutions;
Green's tensor;
matrix of fundamential solutions
Articles in the same Issue
- The Fourier Method in Three-Dimensional Boundary-Contact Dynamic Problems of Elasticity
- The Maximum Principle in Optimal Control Problems with Concentrated and Distributed Delays in Controls
- More on Oscillation of nth-Order Equations
- An Interpolation Inequality Involving Hölder Norms
- On Strong Differentiability of Integrals Along Different Directions
- Mixed Interface Problems for Anisotropicelastic Bodies
- C(X) in the Weak Topology
