传热的快速瞬态解[FEM]

C. K. Ooi, K. N. Seetharamu, Z. Alauddin, G. Quadir, K. Sim, T. J. Goh
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引用次数: 6

摘要

有限元法在热分析中的应用通常产生一个空间/时间域的公式。这种空间/时间域的形式导致一组常微分方程必须在时间域中求解。然而,有限元中方程或矩阵的大小通常较大,因此传统的算法需要大量的计算时间。传统的方法必须采取非常小的时间步长,以避免不必要的数值引起的振荡或数值不稳定。为此,提出了一种新的求解算法——渐近波形评估(AWE)方案来求解暂态问题。
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Fast transient solutions for heat transfer [FEM]
The implementation of the finite element method (FEM) in thermal analysis usually produces a formulation in the space/time domain. This kind of space/time domain formulation leads to a set of ordinary differential equations which have to be solved in the time domain. However, the size of the equations or matrices in FEM usually are large, thus the conventional algorithms involve considerable computational time. The conventional methods have to take a very small time step size to avoid undesirable numerically induced oscillations or numerical instabilities. Thus, a new solution algorithm, named the asymptotic waveform evaluation (AWE) scheme, is introduced to solve for transient problems.
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