• Title/Summary/Keyword: Visulaization of flow

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An experimental study on the reattachment of Non-Newtonian fluid flows in a sudden expansion pipe (돌연 확대관에서 비뉴우튼 유체의 재접착 실험)

  • 전운학;이행남
    • Journal of the korean Society of Automotive Engineers
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    • v.15 no.1
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    • pp.45-54
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    • 1993
  • The reattachment lengths of the Non-Newtonian fluid are investigated in the sudden expansion pipes whose ratios are 2.316 and 3.368, and the range of the Reynolds numbers is 100-30000. The reattachment lengths for the viscoelastic fluid in the laminar flow region are found to be much shorter than those of the Newtonian fluid, and decrease significantly with the increase of the concentration of viscoelastic fluid is two or three times longer than those of water, and gradually increases with the increase of the concentration of viscoelastic fluid.

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Technique of Heat Transfer Augmentation in Impinging Air Jet System (충돌공기(衝突空氣) 분류계(噴流系)에서의 전열촉진기술(傳熱促進技術)에 관(關)한 연구(硏究))

  • Choi, Doo-Seob;Kum, Seong-Min;Lee, Yong-Hwa;Seo, Jeong-Yun
    • Solar Energy
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    • v.13 no.1
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    • pp.11-21
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    • 1993
  • The purpose of this study was to investigate the enhancement of heat transfer without additional external power in the case of rectangular impingement air jet vertically on the flat heating surface. The technique used in the present study was placement of square rod bundles as a turbulence promoter in front of the heat transfer surface. The results obtained through this study were summerized as follws. High heat transfer enhancement was achieved by inserting rods in front of the heating flat plate. According to visulaization, it was examined because of flow acceleration and separation and disturbance of boundary layer. The smaller clerance between rod and heating plate was, the larger heat transfer effect became at each H/B. Arverage Nusselt number reached maximum at H/B=10 and the local augmentation rate of heat transfer became maximum at H/B=2. The maximum average heat transfer enhancement rate increase about 43% for the case of X/B=2 and C=1mm, compared to a flat plate without rods. The correlating equation of average Nusselt number and Reynolds number was obatined. As follws : ${\overline{Nu}}_0=1.249Re^{0.465}(C/A)^{-0.033}(H/B)^{0.013}$.

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