计算物理 ›› 1996, Vol. 13 ›› Issue (4): 481-488.

• 论文 • 上一篇    下一篇

环形空间内凝固问题的研究

周建华1, 陈明勇2, 陈钟颀2   

  1. 1. 华北电力大学(北京)动能工程系, 北京 100085;
    2. 西安交通大学能动学院, 西安 710049
  • 收稿日期:1995-11-10 出版日期:1996-12-25 发布日期:1996-12-25

STUDY ON THE FREEZING OF PCM IN ANNULAR SPACE

Zhou Jianhua1, Chen Mingyong2, Chen Zhongqi2   

  1. 1. Power and Energy Engineering Department North China Electric Power University(Beijing) Qinghe, Beijing, 100085;
    2. Energy and Power Engineering School Xi'an Jiao Tong University Xi'an, Shannxi, 710049
  • Received:1995-11-10 Online:1996-12-25 Published:1996-12-25

摘要: 首先采用积分近似法中的对数温度分布假定,二次曲线温度分布假定以及数值计算等三种方法分别求解了内侧冷却、外侧绝热时环形空间内相变介质的凝固问题;然后对积分近似解与数值解作了较为详细的比较;接着讨论了环形空间内外径比η1,初始过热度θ1,Bi数、Ste数等参数对凝固过程的影响;最后得到了两条重要结论:一是当环形空间内外径之比η1大于等于0.6时,可用工作量较小的二次曲线温度分布代替对数温度分布,这样做所带来的误差不会超过1.5%;二是积分近似法不适于求解Ste数特别小的固液相变问题

关键词: 固液相变, 环形空间, 凝固过程, 积分近似法, 焓法

Abstract: Analytical solutions of the freezing of phase change material (PCM) in annular space are presented. Firstly, approximate integral method and numerical simulation are used to analyze the heat transfer process during the freezing of the PCM in annular space with internal boundary cooled and external boundary insulated.Secondly, a comparison is made between the results obtained by approximate integaral method and the numerical solution. Then, the effects of all kinds of parameters on the freezing process are discussed. Finally, two important conclusions are summarized:1.when the ratio of the inside diameter to the outside one of the PCM is not less than 0.6, we can assume a quadratic temperature distribution in PCM instead of a log arithmic one so as to cut down the efforts used in solving process, and the error will not exceed 1.5%;2. approximate integral method is not apropriate for solving those solid-liquid phase change problems which possess a low Stefan number.

Key words: Solid-liquid phase change, Annular space, Freezing process, Approximate integral method, Enthalpy formulation

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