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冷库用空气冷却器的经济性计算模型
引用本文:秦海杰,朱卫英,李维仲,赵之海.冷库用空气冷却器的经济性计算模型[J].流体机械,2014(6).
作者姓名:秦海杰  朱卫英  李维仲  赵之海
作者单位:大连理工大学能源与动力学院海洋能源利用与节能试验室;大连三洋压缩机有限公司;
摘    要:为了优化结霜工况下翅片管式空气冷却器的结构设计,提出经济性分析计算模型。综合考虑换热性能、材料成本及运行费用,以单位制冷量的费用年值为目标函数,以费用年值最小为优化目标求解经济模型得到合理的空气冷却器的结构参数,分析了翅片间距、换热管管径、管排数变化对目标函数的影响,并通过一冷库案例进行实际测试验证。计算及试验结果表明:随着翅片间距的增大,目标函数先减小后增大,翅片间距为10时目标函数取极小值;在相同翅片间距的情况下管径越大,其目标函数值也越大;综合考虑换热管直径、翅片间距和管排数的影响,翅片间距为10,换热管外径为9.52,管排数为6时,目标函数取极小值。

关 键 词:空气冷却器  经济性分析模型  结霜  费用年值  冷库

Economic Model of Air Cooler in Cold Storage
Affiliation:,Key Laboratory of Ocean Energy Utilization and Energy Conservation of MOE,School of Energy and Power Engineering,Dalian University of Technology,Dalian Sanyo Compressor Co.Ltd.
Abstract:In the present study,an economic analysis model of fin and tube air cooler under frosting condition was proposed by considering the heat transfer performance,material costs and the energy consumption.Annual cost of refrigerating capacity per W was set as the objective function; the minimum of the objective function was set as an optimization goal.To solve the model and get the reasonable structural parameters of the air cooler,and analyzes the influence of the structural parameters such as fin pitch,heat exchange tube diameter to the objective function,and verify the model by testing in a cold storage.The experimental and calculated results show that:with the fin pitch increases,the objective function first decreases and then increases,and gets a minimum value when fin pitch is 10mm.With the same fin pitch,the greater of tube diameter,and the greater value of the objective function.By considering the fin pitch,heat exchange tube diameter and tube row number,the objective function value is minimum when fin pitch is 10,heat exchange tube diameter is 9.52 and the tube row number is 6.
Keywords:fin and tube air cooler  economic model  frost  annual cost  cold storage
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