Abstract

The paper presents flow boiling heat transfer of FC-72 in 1 mm depth, 40 mm width minichannel where a foil with evenly distributed recesses on one side acts as a heating surface. The minichannel is set at various angles, i.e. 0, 45, 90, 135 and 180 degrees inclinations in relation to the horizontal plane. The plain side of the foil is observed to determine the surface temperature by liquid crystal thermography. Two heat transfer models: one- and two-dimensional are proposed to calculate local heat transfer coefficients. In the two-dimensional approach the inverse problem in the heating wall is solved by the semi-analytical method based on Trefftz functions in subareas, abbreviated to the nodeless Trefftz method. Local values of heat transfer coefficient on the surface between the heating foil and boiling liquid were calculated on the basis of the third-kind boundary condition. The influence of minichannel orientation on heat transfer coefficient at boiling incipience region values were analyzed. The same tendencies in the results were observed for the two applied methods. The one-dimensional approach seems to be less sensitive to measurement errors. The polynomial smoothing of the results applied in the two-dimensional method can affect the rounding values of coefficient.

Highlights

  • YDULRXV DQJOHV L HRI WKH IRLO LV REVHUYHG WR GHWHUPLQH WKH VXUIDFH WHPSHUDWXUH E\ OLTXLG FU\VWDO WKHUPRJUDSK\ 7ZR KHDW WUDQVIHU.

  •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

  • 2QH GLPHQVLRQDO PRGHOQ WKH VLPSOH RQH GLPHQVLRQDO PRGHO > @ KHDW WUDQVIHU FRHIILFLHQW IRU WKH VXEFRROHG ERLOLQJ DQG ERLOLQJ LQFLSLHQFH UHJLRQ ZDV GHWHUPLQHG DV IROORZV.

Read more

Summary

YDULRXV DQJOHV L H

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

2QH GLPHQVLRQDO PRGHO
7ZR GLPHQVLRQDO PRGHO
SRVLWLRQ SRVLWLRQ
GLPHQVLRQDO PHWKRG ZKLFK FDQ DIIHFW WKH URXQGLQJ YDOXHV

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call

Disclaimer: All third-party content on this website/platform is and will remain the property of their respective owners and is provided on "as is" basis without any warranties, express or implied. Use of third-party content does not indicate any affiliation, sponsorship with or endorsement by them. Any references to third-party content is to identify the corresponding services and shall be considered fair use under The CopyrightLaw.