4.7 Article

Subcooled flow boiling in horizontal and vertical macro-channel under Earth-gravity and hyper-gravity conditions

Journal

INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER
Volume 133, Issue -, Pages 36-51

Publisher

PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.ijheatmasstransfer.2018.12.086

Keywords

Flow boiling; Boiling incipience; Inclination; Heat transfer coefficient; Acceleration; (Hyper-)gravity; Buoyancy

Funding

  1. European Space Agency [4000106405/12/NL/PA, AO-2004-111, 4200020289]
  2. IKY Fellowships of Excellence for Postgraduate Studies in Greece (the SIEMENS Program)
  3. COST Action [MP1106]

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This is an experimental study on highly subcooled flow boiling of water for assessing the effect of gravitational acceleration on flow boiling heat transfer. The experiments are conducted in a macro-channel 3 mm high, 40 mm wide and 120 mm long at water mass fluxes of 330, 630 and 830 kg/m(2) s and heat fluxes in the range 200-900 kW/m(2). increased gravitational accelerations, from 1.8 to 9 times the Earth-gravity are achieved with the use of a similar to 3 m radius centrifuge (Large Diameter Centrifuge, ESTEC/European Space Agency). Two distinct channel inclinations are examined; horizontal, where the gravitational acceleration is normal to the boiling surface, and vertical, where the gravitational acceleration is parallel to the boiling surface and opposite to flow direction. Experiments at hyper-gravity conditions show that for the horizontal channel inclination, flow boiling heat transfer coefficient increases, whereas for the vertical channel inclination it decreases. The observed deviations lie approximately between +15% and -40% from the Earth-g value. An interpretation of the present results is attempted based on the effect of liquid-phase natural and forced convection combined with the effect of buoyancy at vapor bubbles. The tendency of the heat transfer coefficient experimental data with respect to changes in gravitational acceleration allows the development of a gravity-modified version of the well-known two phase model of Liu-Winterton, by incorporating a linearly dependent gravity multiplier. (C) 2018 Elsevier Ltd. All rights reserved.

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