Benchmark Boundary Element Solutions for Some Problems Governed by the Boussinesq Equations

M. Grigoriev, G. Dargush
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Abstract

The boundary element formulation developed previously by the authors for incompressible isothermal viscous fluid flows is extended for non-isothermal flows governed by Boussinesq equations. The new boundary element method is applied to the classical Rayleigh-Benard problem and to a stratified flow over a backward-facing step. In all cases, the boundary element results are in good agreement with published finite element solutions. However, in some instances, the boundary element solutions are more accurate, particularly in terms of resolving surface tractions and heat fluxes.
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一些由Boussinesq方程控制的问题的基准边界元解
由作者先前发展的不可压缩等温粘性流体流动的边界元公式推广到由Boussinesq方程控制的非等温流动。新的边界元方法应用于经典的瑞利-贝纳德问题和后台阶上的分层流动。在所有情况下,边界元结果与已发表的有限元解很好地吻合。然而,在某些情况下,边界元解更准确,特别是在求解表面牵引力和热通量方面。
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