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Influence of the Reynolds number and the spherical dimple depth on turbulent heat transfer and hydraulic loss in a narrow channel

机译:雷诺数和球形凹坑深度对窄通道湍流传热和水力损失的影响

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The paper presents detailed numerical study of heat transfer enhancement by a spherical dimple placed on a wall in a narrow channel. RANS approach with MSST model is applied to investigate the influence of the depth to diameter ratio Δ and the Reynolds number on the flow and heat transfer. Numerical model was successfully validated using LDV measurements, pressure loss data and LES results. Special attention is paid to identification of the flow topology at different Δ and Reynolds numbers. Contribution of different heat exchanger surface parts to the heat transfer enhancement is analyzed. Application of entropy production as a criterion of heat exchanger efficiency is discussed. Detailed information gained from the present computations can be used to get a deep insight into flow physics over dimpled surfaces and as a benchmark for validation of numerical and experimental methods.
机译:本文介绍了通过在狭窄通道壁上放置球形凹窝来增强传热的详细数值研究。采用MSST模型的RANS方法研究了深径比Δ和雷诺数对流动和传热的影响。使用LDV测量,压力损失数据和LES结果成功验证了数值模型。要特别注意识别不同Δ和雷诺数下的流动拓扑。分析了不同换热器表面部件对增强传热的贡献。讨论了将熵产生作为换热器效率的标准。从当前计算中获得的详细信息可用于深入了解凹坑表面上的流动物理学,并可作为验证数值和实验方法的基准。

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