摘要
制冷系统的蒸发温度、制冷量、输入功率、性能系数随毛细管的改变而变化 ,其工作特性对整个系统而言显得十分重要 .因此对毛细管的流动过程建立了质量、能量和动量守恒特性方程 ,以熵最大原则建立了临界流状态下毛细管出口临界状态的参数关联式 .分析计算了进口压力和毛细管内径对出口临界参数的影响 ,并与标准试验毛细管曲线进行了对比 .结果表明 ,该模型在一定参数范围内与实际状况吻合 .
Evaporating temperature varies at the different balance points between capillary tube and compressor, and thus the refrigerating capacity, power input and the coefficient of performance are changed. The characteristic of the capillary tube is of significant importance to the system. Thereby, most of the capillary tubes in refrigeration system work under critical flow condition, and in this case, the mass, momentum and energy conservation equation could be listed, and then be solved based on the theory that entropy is maximal. The paper presented a numerical model for the adiabatic flow in a capillary tube, a detail analysis of the critical flow was given based on the numerical model, and the influence of the inlet conditions and size of the capillary tube were discussed. The model shows that it fits close to the testing data compared to the experimental curve given by standard test.
出处
《上海交通大学学报》
EI
CAS
CSCD
北大核心
2001年第8期1187-1190,共4页
Journal of Shanghai Jiaotong University
基金
国家"973"重点基础研究发展规划项目 (G2 0 0 0 0 2 6 30 9)
