Autor: |
Kartashov, E. M., Nenakhov, E. V. |
Zdroj: |
Mathematical Models & Computer Simulations; Nov2021, Vol. 13 Issue 6, p1077-1086, 10p |
Abstrakt: |
Mathematical models of the theory of a heat shock in terms of dynamic and quasi-static thermoelasticity and their applications to specific cases with the intense heating of a solid boundary are considered. In particular, the thermal reaction to heating a massive body with an inner cylindrical cavity is studied—an important result for many applications. The presence of the curvature of the boundary surface dictates the formulation of a dynamic problem in displacements under conditions of a radial heat flux. Numerical experiments are carried out and the wave character of thermal stresses, as well as the corresponding quasi-static values, is described. The role of the inertial effects inherent in the mathematical models of the theory of thermal shock is established. [ABSTRACT FROM AUTHOR] |
Databáze: |
Complementary Index |
Externí odkaz: |
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