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Non-Stationary Problems of Generalized Elastothermodiffusion for Inhomogeneous Media
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T. Burchuladze
Veröffentlicht/Copyright:
18. Februar 2010
Abstract
The method of investigation of non-stationary boundary value problems of the theory of thermodiffusion using the Laplace integral transform is described. In the classical theory of elasticity this method was first used by V. Kupradze and the author.
Received: 1993-01-15
Published Online: 2010-02-18
Published in Print: 1994-December
© 1994 Plenum Publishing Corporation
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Artikel in diesem Heft
- Computation of Poisson Type Integrals
- Non-Stationary Problems of Generalized Elastothermodiffusion for Inhomogeneous Media
- Potential Methods in Continuum Mechanics
- Criteria of Weighted Inequalities in Orlicz Classes for Maximal Functions Defined on Homogeneous Type Spaces
- On the Oscillation of Solutions of First Order Delay Differential Inequalities and Equations
Artikel in diesem Heft
- Computation of Poisson Type Integrals
- Non-Stationary Problems of Generalized Elastothermodiffusion for Inhomogeneous Media
- Potential Methods in Continuum Mechanics
- Criteria of Weighted Inequalities in Orlicz Classes for Maximal Functions Defined on Homogeneous Type Spaces
- On the Oscillation of Solutions of First Order Delay Differential Inequalities and Equations
