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On a One-Dimensional Nonlinear Coupled System of Equations in the Theory of Thermoelasticity

机译:热弹性理论中的一维非线性方程组

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The thermoelasticity deals with predicting the thermomechanical treatment of elastic solids and it is a generalization of the classical theory of elasticity and the theory of thermal conductivity. In this manuscript, the system of nonlinear partial differential equations such as the Cauchy problem which appears in a one-dimensional nonlinear coupled system of equations in the theory of thermoelasticity is studied. The homotopy analysis method was used to perform successfully the numerical calculations.
机译:热弹性用于预测弹性固体的热机械处理,它是经典弹性理论和热导率理论的概括。在本文中,研究了非线性偏微分方程组,例如在热弹性理论中在一维非线性耦合方程组中出现的柯西问题。同伦分析方法用于成功地进行数值计算。

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