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Solution of Nonlinear Coupled Heat and Moisture Transport Using Finite Element Method

机译:非线性热湿耦合耦合的有限元法求解

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This paper deals with a numerical solution of coupled of heat and moisture transfer using the finite element method. The mathematical model consists of balance equations of mass, energy and linear momentum and of the appropriate constitutive equations. The chosen macroscopic field variables are temperature, capillary pressures, gas pressure and displacement. In contrast with pure mechanical problems, there are several difficulties which require special attention. Systems of algebraic equations arising from coupled problems are generally nonlinear, and the matrices of such systems are nonsymmetric and indefinite. The first experiences of solving complicated coupled problems are mentioned in this paper.?
机译:本文使用有限元方法处理了热与湿传递耦合的数值解。该数学模型由质量,能量和线性动量的平衡方程式以及适当的本构方程式组成。选择的宏观场变量是温度,毛细管压力,气压和位移。与纯粹的机械问题相比,存在一些需要特别注意的困难。由耦合问题产生的代数方程组通常是非线性的,并且这类系统的矩阵是非对称且不确定的。本文提到了解决复杂的耦合问题的最初经验。

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