杨艳霞, 马晴婵, 左玉清. 人字形板式换热器流道传热特性及参数优化[J]. 农业工程学报, 2019, 35(21): 210-215. DOI: 10.11975/j.issn.1002-6819.2019.21.025
    引用本文: 杨艳霞, 马晴婵, 左玉清. 人字形板式换热器流道传热特性及参数优化[J]. 农业工程学报, 2019, 35(21): 210-215. DOI: 10.11975/j.issn.1002-6819.2019.21.025
    Yang Yanxia, Ma Qingchan, Zuo Yuqing. Heat transfer characteristics and parameter optimization of flow passage of herringbone heat transfer[J]. Transactions of the Chinese Society of Agricultural Engineering (Transactions of the CSAE), 2019, 35(21): 210-215. DOI: 10.11975/j.issn.1002-6819.2019.21.025
    Citation: Yang Yanxia, Ma Qingchan, Zuo Yuqing. Heat transfer characteristics and parameter optimization of flow passage of herringbone heat transfer[J]. Transactions of the Chinese Society of Agricultural Engineering (Transactions of the CSAE), 2019, 35(21): 210-215. DOI: 10.11975/j.issn.1002-6819.2019.21.025

    人字形板式换热器流道传热特性及参数优化

    Heat transfer characteristics and parameter optimization of flow passage of herringbone heat transfer

    • 摘要: 为了研究入口流速和结构特性对人字形板式换热器传热性能的影响,该文利用Realizable k-ε湍流模型对人字形板式换热器的二维正弦形流道截面内流动及传热特性进行了模拟分析,通过分析在不同雷诺数(Re)下其内部速度场、温度场和压力场,从而深入揭示其流道内流体流动和传热机理;同时分析在不同流速下波纹几何参数(波纹间距λ,波高h)对传热的影响,得到最佳传热下的波纹几何参数和流速。结果表明:1)人字形换热器流道内流速分布不均匀,在流道凹凸壁面上有涡流和传热死区的存在,因此合理的流速对换热器换热性能非常重要,0.4~0.5 m/s较合适。2)h和λ对换热器流道内平均壁面努塞尔数有较大的影响,λ越小,h越高,换热效果越强;且h对努塞尔数的影响要大于λ对努塞尔数,因此h为4~5 mm,λ为12~16 mm为宜。通过数值模拟人字形换热器的流道截面,较好地呈现流道内流体的流动和传热死区分布的规律,对提高人字形板式换热器的传热效率,节约工程能耗具有重要意义。

       

      Abstract: Abstract: In order to study the influence of inlet velocity and structural characteristics on heat transfer performance of herringbone plate heat exchanger, the realizable k-epsilon turbulence model was used to simulate the two-dimensional sinusoidal flow channels in herringbone plate heat exchangers. The internal velocity contours, pressure contours and temperature contours for different Reynolds numbers were described. The flow velocity distribution in the flow channel of the herringbone heat exchanger was not uniform due to the existence of the vortex flow. The velocity increased and then gradually decreased along the vertical line of the flow channel, and the areas with higher velocity were mainly concentrated in the middle and lower parts. The pressure increased and then decreased along flow direction, and there was an area with greater pressure at the apex. The area with lower temperature gradually became smaller along flow direction, and the temperature was higher at the concave wall due to the existence of the dead flow zone, which affected the heat transfer. But the increase of inlet velocity made the fluid distribution in the flow channel more uniform, and enhanced vortex mixing. Therefore, the average Nusselt number was greater for higher inlet velocity, that was higher heat transfer performance. However, an excessively high flow velocity caused a large negative pressure area near the outlet of the flow channel, resulting in a large pressure drop and energy loss in the flow channel. Through comparison and analysis, the optimal flow rate 0.4-0.5m/s was obtained. Furthermore, the effects of corrugated geometric parameters (corrugated spacing and corrugated depth) on heat transfer performance by average wall Nusselt number were investigated. For a given inlet velocity, decreasing corrugated spacing lead to a higher average wall Nusselt number, and thus the heat transfer efficiency was better. This was attributed to that the smaller corrugated spacing increased the number of contact points in the flow channel, which enhanced the disturbance between fluids, and thus strengthened heat transfer performance. However, further decreasing corrugated spacing caused a greater pressure drop between the heat exchanger plates and energy loss, so the optimal corrugated spacing was 12-16 mm. Additionally, the increase of corrugated depth led to a higher average wall Nusselt number. There were two main reasons, 1) the large corrugated depth promoted sufficient mixing of the large vortices and enhanced the heat transfer; 2) the deep ripple increased the heat exchange area, and thus improved the heat transfer performance. But higher corrugated depth could cause scaling problems in practical applications. Therefore, the optimal corrugated depth was 4-5mm. In comparison, the effect of the corrugated depth on the average wall Nusselt number in the flow channel was greater than that on the corrugated spacing. In conclusion, the law of fluid flow and heat transfer dead zone distribution in the flow channel is better presented, and the optimal flow rate is 0.4-0.5m/s, corrugated spacing is 12-16 mm, corrugated depth is 4-5 mm. The simulation results are of great significance for improving heat transfer efficiency of the herringbone plate heat exchanger and saving engineering energy consumption.

       

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