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(1981)
Methods of the Mathematical Theory of Elasticity (Nauka, Moscow, 1981) [Russian translation
(2020)
Selected WorksCultural Marxism in Postwar Britain
(2018)
Boundary-Value Problems of the Elasticity Theory for Spheres and Cylinders (Kazan Univ. Press, Kazan, 2008) [in Russian
(1966)
A Guide to Solving the Problems of the Elasticity Theory (Vysshaya Shkola
V.G. Rekach (1966)
A Guide to Solving the Problems of the Elasticity Theory
V. Z. Parton, P. I. Perlin (1981)
Methods of the Mathematical Theory of Elasticity
N. G. Gur’yanov, O. N. Tyuleneva (2008)
Boundary-Value Problems of the Elasticity Theory for Spheres and Cylinders
In the cylindrical coordinate system, we construct an exact solution of the threedimensional thermoelasticity problem for a tank filled with a liquid. After determining the temperature field from the heat conduction equation, we solve the equations of the asymmetrical problem of the theory of elasticity. In doing so, the system of resolving equations is reduced to four separate equations with respect to the displacements of the construction. Several exact solutions of boundary-value problems are found. The results are presented in the form of rather simple formulas.
Russian Mathematics – Springer Journals
Published: Mar 13, 2018
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