the first main boundary value problem of dynamics of thermo-resiliency’s momentum theory
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ID: 233428
2014
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Abstract
In the paper, the first main boundary value problem of Dynamics of Thermo-resiliency’s momentum theory is converted into the Elliptic boundary value problem with the formal usage of the Laplace transform. This problem is studied using the method of singular integral equations. The solution of the first main boundary value problem is derived using the inverse Laplace transform.
| Reference Key |
aghniashvili2014evropejskijthe
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|---|---|
| Authors | ;Merab Aghniashvili;Diana Mtchedlishvili |
| Journal | proceedings of the indian academy of sciences: mathematical sciences |
| Year | 2014 |
| DOI |
10.13187/er.2014.2.1296CrossRef
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