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Article

The First Main Boundary Value Problem of Dynamics of Thermo-Resiliency’s Momentum Theory

Merab AghniashviliIakob Gogebashvili Telavi State University, Georgia 2200 Telavi,Diana Mtchedlishvili, Kartuli Universiteti Str
European Researcherjournal2014en
ABI

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.

Topics

Global Energy and Sustainability ResearchAdvanced Thermodynamics and Statistical MechanicsEcosystem dynamics and resilience

Identifiers

DOI
10.13187/er.2014.2.1296

Citations and references

Cited by 00 references
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