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首页> 外文期刊>Numerical Heat Transfer, Part B. Fundamentals: An International Journal of Computation and Methodology >An efficient equal-order finite-element method for natural convection in complex enclosures
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An efficient equal-order finite-element method for natural convection in complex enclosures

机译:复杂封闭环境中自然对流的有效等阶有限元方法

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In this article, an efficient and accurate equal-order finite-element method is developed and then incorporated into the finite-element program, ANSYS/FLOTRAN, release 6.0. In this method the systems of linear algebraic equations resulting from the finite-element formulation of the momentum and energy equations are solved implicitly using a fast and robust preconditioned BiCGStab(l) algorithm. Further, the linkage between the momentum and continuity equations is enhanced through improved pressure-velocity coupling. As a result, no underrelaxation is needed for the pressure equation and large values of underrelaxation are possible for the momentum and energy equations, resulting in a marked improvement in convergence. Both efficiency and accuracy of this method are demonstrated for buoyancy-driven flows in square, semicircular, and triangular cavities at various Rayleigh numbers. [References: 45]
机译:在本文中,开发了一种有效且准确的等阶有限元方法,然后将其合并到有限元程序ANSYS / FLOTRAN 6.0版中。在这种方法中,使用快速且鲁棒的预处理BiCGStab(1)算法隐式地解决了由动量和能量方程的有限元公式化产生的线性代数方程组。此外,动量和连续性方程之间的联系通过改进的压力-速度耦合得到增强。结果,压力方程不需要松弛,并且动量和能量方程可能需要较大的松弛,导致收敛性显着提高。对于在各种瑞利数下的方形,半圆形和三角形空腔中的浮力驱动流,都证明了该方法的效率和准确性。 [参考:45]

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