复合韧窝几何形状与流动方向成不同角度排列时的摩擦因数效应和换热强化作用

S.A. Aasa , A.S. Shote , S.O. Giwa , M. Sharifpur
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摘要

在换热器装置中,最有效的被动强化传热技术之一是表面粗糙度流增强模型。在本研究中,采用实验和计算方法测量了矩形通道中的表面压力和传热。在P/δ = 6的情况下,对三种纵横比AR、0.05、0.035和0.025的酒窝通道进行了测试。所述角度凹陷面包括两种情况;病例1 0°圆形- 45°椭圆形酒窝(0°C - 45°O)和病例2 45°椭圆形- 0°圆形酒窝(45°O - 0°C)。对雷诺数Re 600 ~ 11000进行了计算研究。将复合凹陷通道的数据与光滑通道的传热和摩擦系数参数进行归一化。结果表明,摩擦因数f、摩擦因数比f/fo、平均努塞尔数、努塞尔数比Nuavg、努塞尔数比Nu/Nuo均与Re有关。用努塞尔数Nu/Nuo与摩擦因数f/fo之比来表征复合凹痕表面的性能指标。压窝的布置和位置对压降参数f和f/fo有重要影响。表面压力和温度表明流动在通道内分布均匀。性能指标提高,Re对其影响较大。复合韧窝的几何形状为换热器的应用提供了一个强有力的模型。情况1的最佳性能为49%,情况2的最佳性能为23%。
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Friction factor effect and heat transfer enhancement in combined dimple geometry arrange in different angle to flow direction

One of the most effective passive techniques for heat transfer enhancement in heat exchanger devices is the surface roughness flow augmentation model. In this study, the surface pressure and heat transfer are measured using experimental and computational methods in a rectangular channel. Three aspect ratios, AR, 0.05, 0.035, and 0.025, dimple channel with pitch to depth ratios, P/δ = 6 are tested in this study. The angled dimple surface comprises of two cases; case 1 0 °Circular - 45°Oval dimple (0 °C – 45°O) and Case2 45° Oval - 0° Circular dimple (45° O – 0 °C). The computational study is conducted for Reynolds number, Re 600–11000. The data from the compound-dimple channel is normalized with the smooth channel data of heat transfer and friction factor parameters. It is revealed that friction factors, f, friction factors ratio, f/fo, average Nusselt number, Nuavg, Nusselt number ratios, Nu/Nuo, are dependent on Re. The performance index on the compound dimple surface using the ratio of Nusselt numbers, Nu/Nuo, to friction factors, f/fo. The arrangement and location of the dimple have momentous consequences for the pressure drop parameters f and f/fo. The surface pressure and temperature show that the flow is uniformly distributed in the channel. The performance index improves and Re has strong influence on it. The compound dimple geometry does indicate a strong model for application in heat exchanger devices. Optimum performance of 49% for case 1 and 23% for case 2 are observed.

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