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Model Development of the Application of Finite Element-Eigenvalue Method to the Determination of Transient Temperature Field in Functionally Graded Materials

机译:有限元 - 特征值法在功能梯度材料中瞬态温度场测定应用的模型

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In this paper, a finite elment-eigenvalue method is formulated to solve the finite element models of time dependent temperature field problems in non-homogeneous materials such as functionally graded materials (FGMs). The method formulates an eigenvalue problem from the original finite element model and proceeds to calculate the associated eigenvectors from which the solution can be obtained. The results obtained highly accurate and are exponential functions of time which when compared with the exact solution tended fast to the steady state solution.
机译:在本文中,配制了有限的产物 - 特征值方法,以解决非均质材料中的时间依赖性温度场问题的有限元模型,例如功能梯度材料(FGM)。该方法从原始有限元模型制定了特征值问题,并进行以计算可以获得溶液的相关特征向量。与稳态溶液快速延伸的精确溶液相比,高精度获得的结果高度准确,并且是指数的时间函数。

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