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Numerical analysis of the intrusion flow in a rectangular shallow basin

机译:矩形浅盆地中入侵流动的数值分析

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The trajectory of the intrusion layer in a rectangular basin of differnet lengths was analyzed numerically. The flow configuration consisted of an inlet channel, a rectangular basin and a nrrow exit. A transitory, two dimensional turbulent flow, with a k- epsilon model, was considered in a horizontal plane located between the bottom and the free surface. The flow in the basin became asymmetric with time. The maximum velocity appeared on either side of the line of symmetry of the configuration. the flow trajecotyr presented different patterns as the length of the basin was increased for a constant Reynolds number. Not significnat differences were found for a basin of constant length when the Reynolds number was varied from 25000 to 12500.
机译:在数值上分析了不同长度的矩形盆地中的入侵层的轨迹。流动配置包括入口通道,矩形池和NRROW出口。在位于底部和自由表面之间的水平平面中考虑具有k-epsilon模型的暂时性的二维湍流。盆中的流动随着时间的推移而变得不对称。最大速度出现在配置的对称线的两侧。随着盆地的长度增加,流动的Trajecotyr呈现不同的图案,对于恒定的雷诺数增加。当雷诺数从25000变化时,恒定长度的盆地没有发现差异没有显着差异。

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