• 제목/요약/키워드: Vertical Evaporating Tube

검색결과 2건 처리시간 0.013초

내부와 외부에서 증발과 응축이 발생하는 수직관에 대한 유동 해석 (Film Flow Analysis for a Vertical Evaporating Tube with Inner Evaporation and Outer Condensation)

  • 박일석
    • 대한기계학회논문집B
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    • 제32권8호
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    • pp.621-628
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    • 2008
  • A numerical study for the flow, heat and mass transfer characteristics of the evaporating tube with the films flowing down on both the inside and outside tube walls has been carried out. The condensation occurs along the outside wall while the evaporation occurs at the free surface of the inside film. The transport equations for momentum and energy are parabolized by the boundary-layer approximation and solved by using the marching technique. The calculation domain of 2 film flow regions (evaporating and condensation films at the inside and outside tube wall respectively) and tube wall is solved simultaneously. The coupling technique for the problem with the 3 different regions and the 2 interfaces of them has been developed to calculate the temperature field. The velocity and temperature fields and the amount of the condensed and evaporated mass as well as the position where the evaporating film is completely dried out are successfully predicted for various inside pressures and inside film inlet flow rates.

흠진 수직 증발관에서 유동 및 열/물질 전달 해석 (Flow, Heat and Mass Transfer Analysis for Vertical Grooved Tube Evaporator)

  • 박일석;최도형
    • 한국전산유체공학회:학술대회논문집
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    • 한국전산유체공학회 1998년도 추계 학술대회논문집
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    • pp.108-113
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    • 1998
  • A numerical investigation for the flow, heat and mass transfer characteristics of the grooved evaporating tube with the films flowing down on both the inside and outside tube walls has been carried out. The condensation occurs along the outside wall while the evaporation takes place at the free surface of the inside film. The 3-D transport equations for momentum and energy are solved by using the FVM(Finite Volume Method). The free surface shape is tracked by the moving grid technique satisfying the SCL(Space Conservation Rule). Due to the secondary motion of the fluid, the film thins at the crest, while thickens at the valley. The velocity and temperature fields as well as the amounts of the condensed and evaporated mass have been successfully predicted for various operating conditions and groove shapes.

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