Method of calculating the dimensions of greenhouse-type single slope watermaker by taking into account the accumulation of solar energy parnik tipidagi bir nishabli suv chuchutgichi o

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   Kantorovich L.V. About the Newton’s method/ Proceedings of the Mathematical Institute of V.A.Steklov.- Moscow, 1949, Т. 28.- S. 104-144 (in Russian).
   

Авторы:
Жамуратов К.- доцент кафедры Общей математики Гулистанского госуниверситета. E-mail:[e-mail]
Ахмидов Х . - магистр кафедры Общей математики Гулистанского госуниверситета.
УДК 519.63

NUMERICAL SIMULATION OF THE PROBLEM OF THERMOELASTIC PARALLELEPIPED

ЧИСЛЕННОЕ МОДЕЛИРОВАНИЕ ЗАДАЧИ О ТЕРМОУПРУГОМ ПАРАЛЛЕЛЕПИПЕДЕ
ТЕРМОЭЛАСТИК ПАРАЛЛЕЛЕПИПЕД ҲАҚИДАГИ МАСАЛАНИ СОНЛИ МОДЕЛЛАШТИРИШ

Aziz Abdukayumovich Kalandarov¹, Botir Abdullaev², Abdukayum Kalandarov¹

Abstract. This article has developed a numerical model of a thermoelastic process in the form of a static uncoupled boundary value problem. Investigation of the equilibrium of solids subjected to thermomechanical loads is one of the urgent problems of modern science. Finite-difference relations for equilibrium equations and boundary conditions are proposed. An iterative process is constructed for obtaining numerical results, in which boundary conditions are taken into account at each iteration. As an example, a spatial unrelated static problem for isotropic bodies with boundary conditions in stresses is numerically solved. The considered isotropic body with a surface free of loads is subjected to a temperature field. A software tool has been developed for the numerical solution and visualization of the results of spatial static unconnected problems of thermoelasticity.