首页> 外文会议>2nd International conference on computational methods for thermal problems. >SPECTRAL FINITE DIFFERENCE ANALYSIS OF NATURAL CONVECTION IN A TRIPLY-CONNECTED REGION OF A NEARLY PARALLEL ENCLOSURE
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SPECTRAL FINITE DIFFERENCE ANALYSIS OF NATURAL CONVECTION IN A TRIPLY-CONNECTED REGION OF A NEARLY PARALLEL ENCLOSURE

机译:几乎平行封闭的一个对流连通区域中自然对流的谱有限差分分析

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摘要

Steady-state two-dimensional laminar natural convection around a triply-connected region is analyzed numerically, using a spectral finite difference scheme. The region is assumed to be of infinite extension consisting of two nearly parallel horizontal walls with two nearly circular cylinders. A boundary-fitted conformal map is generated analytically. In addition, transformation of a variable is adopted to support the condition at an artificially generated boundary.
机译:使用频谱有限差分方案,对三重连通区域周围的稳态二维层流自然对流进行了数值分析。假定该区域是无限延伸的,由两个几乎平行的水平壁和两个近似圆柱构成。边界拟合的共形图通过分析生成。另外,采用变量的变换来支持在人工生成的边界处的条件。

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