The Fourth Main Boundary Value Problem of Dynamics of Thermo-resiliency’s Momentum Theory

In the paper is presented the fourth main boundary value problem of Dynamics of Thermo-resiliency’s Momentum theory. The problem states to find in the cylinder D_l the regular solution of the system: M(∂_x )U-νχθ-χ^0 (∂^2 U)/(∂t^2 )=H, ∆θ-1/ϑ ∂θ/∂t-η ∂/∂t div u=H_7, which satisfies the initia...

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Bibliographic Details
Main Authors: Merab Aghniashvili, Diana Mtchedlishvili
Format: Article
Language:Russian
Published: Academic Publishing House Researcher 2014-08-01
Series:Evropejskij Issledovatelʹ
Subjects:
Online Access:http://www.erjournal.ru/journals_n/1409224318.pdf

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