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Numerical simulation of turbulent flow and mixing in a rod bundle geometry

机译:棒束几何中湍流和混合的数值模拟

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摘要

This paper presents a numerical simulation of turbulent flow and heat transfer in a rod bundle geometry for investigation of turbulent interchange mixing between subchannels. The Reynolds stress model (Launder, Reece, and Rodi model) and the k-ε turbulence model were used, while the turbulent heat flux was modelled using the eddy heat flux concept. Three secondary flow circulation loops in a subchannel were predicted by the Reynolds stress model, and the maximum magnitude of the secondary velocities was about 1·2% of the mean axial velocity. As expected, the k-ε model was unable to predict secondary flows. From the comparison with experimental results, it was found that both models underpredicted maximum circumferential turbulence intensities near the gaps, overpredicted temperature gradients near the gap, and underpredicted the gap Stanton number (which is a measure of mixing). The discrepancy of the predictions is caused by the inability of the turbulence models to account for flow pulsations which are likely driven by large eddy motions. It was found that the contribution of flow pulsation increased with decreased gap spacing, while the contribution of secondary flows is relatively small.
机译:本文介绍了在棒束几何中湍流和传热的数值模拟,以研究子通道之间的湍流交换混合。使用雷诺应力模型(Launder,Reece和Rodi模型)和k-ε湍流模型,而湍流通量则采用涡流通量概念建模。雷诺应力模型预测了子通道中的三个次级流动循环回路,次级速度的最大值约为平均轴向速度的1·2%。不出所料,k-ε模型无法预测二次流量。从与实验结果的比较中发现,两个模型都低估了间隙附近的最大圆周湍流强度,高估了间隙附近的温度梯度,并且低估了间隙的斯坦顿数(这是混合的量度)。预测的差异是由于湍流模型无法解释可能由大涡流驱动的流动脉动引起的。发现随着间隙间距的减小,流动脉动的贡献增加,而二次流的贡献相对较小。

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