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Comments on 'boiling heat transfer in rectangular microchannels with reentrant cavities'

机译:关于“带有凹腔的矩形微通道中的沸腾传热”的评论

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摘要

Kosar et al. [1] obtained a relation for the transition boundary between the nucleate and convective boiling in terms of the Boiling number (Bo). Their relation was Re_(cr)= 163.59-2.73 × 10~4Bo (1) On the other hand, Kosar et al. [2] found that the transition boundary between the nucleate and convective boiling in terms of the Boiling number (Bo) at reduced exit pressure of 47 kPa was lower than that at atmospheric exit pressure. This implied that the Boiling number (Bo) alone was insufficient to provide a generalized correlation for the two distinct exit pressures. As a result, the researchers used the K_1 number suggested by Kandlikar [3) K_1 = Bo~2 (ρL/ρG) instead of the Boiling number (Bo), in an attempt to find a commonality between the two sets of data (atmospheric and reduced exit pressure of 47 kPa) because the K_1 number captured more properly the transition Reynolds number (Re_(cr)) than the Bo number.
机译:Kosar等。文献[1]根据沸腾数(Bo)获得了核和对流沸腾之间的过渡边界关系。它们的关系为Re_(cr)= 163.59-2.73×10〜4Bo(1)另一方面,Kosar等人。 [2]发现,在47 kPa降低的出口压力下,以沸腾数(Bo)计,成核和对流沸腾之间的过渡边界要比大气出口压力低。这意味着单独的沸腾数(Bo)不足以为两个不同的出口压力提供广义的相关性。结果,研究人员使用了Kandlikar建议的K_1数[3]而不是沸腾数(Bo)来确定K_1 = Bo〜2(ρL/ρG),以寻找两组数据之间的共性(大气)并降低了47 kPa的出口压力),因为K_1数比Bo数更能准确捕获过渡雷诺数(Re_(cr))。

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  • 作者

    M.M. Awad;

  • 作者单位

    Mechanical Power Engineering Department, Faculty of Engineering. Mansoura University, Mansoura 35516, Egypt;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
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