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Investigating thermal performance of an ice rink cooling system with an underground thermal storage tank

机译:研究带有地下蓄热罐的溜冰场冷却系统的热性能

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摘要

This study deals with mathematical modeling and energy analysis of an ice rink cooling system with an underground thermal energy storage tank. The cooling system consists of an ice rink, chiller unit, and spherical thermal energy storage tank. An analytical model is developed for finding thermal performance of the cooling system. The model is based on formulations for transient heat transfer problem outside the thermal energy storage tank, for the energy needs of chiller unit, and for the ice rink. The solution of the thermal energy storage tank problem is obtained using a similarity transformation and Duhamel superposition techniques. Analytical expressions for heat gain of the ice rink and energy consumption of the chiller unit are derived as a function of inside design air, ambient air, and thermal energy storage tank temperatures. An interactive computer program in Matlab based on the analytical model is prepared for finding hourly variation of water temperature in the thermal energy storage tank, coefficient of performance of the chiller, suitable storage tank volume depending on ice rink area, and timespan required to attain an annually periodic operating condition. Results indicate that operation time of span 6-7 years will be obtained periodically for the system during 10 years operating time.
机译:这项研究涉及带有地下储热罐的溜冰场冷却系统的数学建模和能量分析。冷却系统由溜冰场,冷却器单元和球形储热罐组成。开发了一个分析模型来查找冷却系统的热性能。该模型基于以下公式:热能储罐外部的瞬态传热问题,制冷机单元的能源需求和溜冰场。热能储罐问题的解决方案是使用相似变换和Duhamel叠加技术获得的。根据室内设计空气,环境空气和储热罐温度的函数,得出溜冰场的热量增加和冷却器单元的能耗的解析表达式。在Matlab中基于该分析模型编写了一个交互式计算机程序,用于查找热能储罐中水温的每小时变化,冷水机组的性能系数,取决于溜冰场面积的合适储罐容量以及达到冷却所需的时间。每年定期的运行状况。结果表明,在10年的运行时间内,系统将定期获得6-7年的运行时间。

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