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片冰机/冷水机组蓄冰槽在蓄冰和融冰时的特性研究
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摘要
尽管国内研究和应用冰蓄冷空调系统已经有10多年的历史了,但是至今为止,这些研究和应用仅局限于静态制冰,对于动态制冰,虽然国内也有人开始涉及,但是尚处于探讨阶段。片冰机/冷水机组是动态制冰,采用一套新型的满液式制冷系统,不需要乙二醇做载冷剂。如何在规定的时间内蓄满设计要求的冰量,并在需要的时间内由融冰提供所需要的冷量,是片冰机空调系统必须解决,同时又是难以解决的问题。
     过去,蓄冰问题的求解是假定新水位和冰床延伸的半宽度,根据冰床数学模型和给定的初始水位与蓄冰量,利用质量守恒定律建立方程,方程非常复杂,很不好求解。融冰问题是先求解速度分布,再求解温度分布,总的出水温度是各出水单元的流量加权平均,结果很不理想。
     本文在国内外有关片冰机蓄冰槽研究成果的基础上,对蓄冰槽在蓄冰和融冰时的特性做了进一步的研究,揭示了两个安息角的关系,提出了优化蓄冰槽尺寸的方法,根据冰床与蓄冰槽底面接触的情形求解蓄冰问题,用融冰能力分析融冰问题。这样,比较容易获得片冰在水面下的安息角;使蓄冰槽的无冰空间最小,提高蓄冰槽的蓄冰能力;已知初始水位,可以先求出对应的水位变化量,再求得新的水位,从而求得冰床在不同时期的具体尺寸和质量,圆满解决蓄冰问题;解决了融冰实验结果不好推广的问题;设计者不会对蓄冰槽的计算望而却步,不会不着边际地套用一些公式,设计有章可循。
Although ice storage has been researched and applied about ten years in our country, it is still limited to use the static ice-making. The dynamic ice-making has been involved for some time, but it only stays the discussed-phases. Ice-harvester is a kind of the dynamic ice-making, which adopts a new suit of liquid overfeed refrigeration system and don't use glycol as coolant. How to fill the ice-harvester tank and supply cooling in the regulated time is a difficult question that has to be resolved.
    In the past, to resolve the question about ice-filling, the new water level and the half width of icepack were assumed, and then the equations were established by using the icepack math model, the original water level and ice mass. The equations were very complex, so it was hard to be resolved. To resolve the question about ice-melting, the velocity and temperature distribution was obtained in turn. The average temperature of water exiting the tank is found out by a mass averaging over all the exit elements. The result is not ideal.
    Based on the previous research about the ice-harvester tank, the paper further investigates the properties of tank at ice-filling and ice-melting, notifying the relation between the two rest angles, bringing out the method to optimize the tank's dimensions, resolving the ice-filling problem according to the connection between the icepack and the tank's underside, analyzing the ice-melting problem with discharge capacity. It is easy to get the rest angle under water level. The void space of tank is least, and the storage capacity is improved. When the original water level is presented, the water level change is first calculated, and then the new water level is obtained. At this time, the dimensions and mass of the ice-pack is easy and nicely to get. The question is settled that the result of the ice-melting experiment was hard to apply. The designer will not feel difficult to calculate the tank, will not flinch, will not randomly use some formulate. The design can be advanced in proper sequence.
引文
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