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首页> 外文期刊>Applied thermal engineering: Design, processes, equipment, economics >A volume-shrinkage-based method for quantifying the inward solidification heat transfer of a phase change material filled in spherical capsules
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A volume-shrinkage-based method for quantifying the inward solidification heat transfer of a phase change material filled in spherical capsules

机译:基于体积收缩的定量填充球形胶囊的相变材料向内凝固传热的方法

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摘要

In order to study quantitatively the inward solidification heat transfer of a phase change material (PCM) enclosed in spherical capsules, an experimental method was proposed in this Technical Note, which is based upon measurement on the instantaneous volume shrinkage of the PCM during solidification. The shrunk volume was compensated continuously by an extra amount of liquid PCM preserved in a tube, and the descending height in the tube was recorded to calculate the volume shrinkage. Other quantities of interest, solidification fraction and surface-averaged heat flux for example, were readily reduced as single-valued functions of the volume shrinkage. Using 1-tetradecanol as the PCM, the proposed method was realized in laboratory with a stainless steel spherical capsule having an inner diameter of approximately 60 mm. Parallel tests were carried out for a set of three boundary cooling temperatures. It was shown that the measured descending heights are reproducible and are in agreement with the theoretical maximum values approaching the end of solidification. The experimental results were then discussed with an emphasis on the transient variations of solidification and heat transfer. Correlations were obtained for both solidification fraction and surface-averaged Nusselt number with respect to the product of Fourier and Stefan numbers. (C) 2016 Elsevier Ltd. All rights reserved.
机译:为了定量研究封装在球形胶囊中的相变材料(PCM)的内部凝固传热,在本技术说明中提出了一种实验方法,该方法基于对凝固过程中PCM瞬时体积收缩的测量。收缩的体积由保存在管中的过量液体PCM连续补偿,并记录管中的下降高度以计算体积收缩率。作为体积收缩率的单值函数,其他感兴趣的数量(例如凝固分数和表面平均热通量)很容易减少。使用1-十四烷醇作为PCM,在实验室中使用内径约为60 mm的不锈钢球形胶囊实现了所提出的方法。对一组三个边界冷却温度进行了并行测试。结果表明,测得的下降高度是可重复的,并且与接近凝固结束的理论最大值一致。然后讨论了实验结果,重点是凝固和传热的瞬态变化。相对于傅里叶数和斯特凡数的乘积,获得了凝固分数和表面平均努塞尔数的相关性。 (C)2016 Elsevier Ltd.保留所有权利。

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