Performance Test and Flow Pattern Simulation of Small Diameter Thermosyphons

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Abstract:

Thermal transfer behavior of small diameter thermosyphons with different fill ratio, the inner and outer temperature response at start-up, and the calculated vapor-liquid two-phase vertical flow regimes were studied. The thermosyphons were fabricated by different diameter glass tubes. The present study suggests that the best thermal conductive performance is obtained with 26% fill ratio. Inner and outer thermal behaviors were experimentally studied with innovative methods of attaching thermocouples on thermosyphon walls from both inside and outside. Experimental results indicated a very good temperature uniformity of thermosyphons. Furthermore, a 2D, planar CFD modeling using explicit Multi-Fluid VOF model in the Eulerian multiphase model was carried out to model the interaction/interface between gas and liquid as well as fluid flow movement inside the tube. Real-time vapor bubble generation, combination and vapor slug maps were derived from the simulation. A good agreement was observed between CFD acquired data and experimental observations. It is evidenced that CFD is a powerful tool to model and examine the complex flow and heat transfer in a thermosyphon.

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Advanced Materials Research (Volumes 634-638)

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3782-3787

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January 2013

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© 2013 Trans Tech Publications Ltd. All Rights Reserved

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[1] R.S. Gaugler, U.S. Patent 2, 350, 348. (1942).

Google Scholar

[2] G.M. Grover, U.S. Patent 3, 229, 759. (1963).

Google Scholar

[3] G.M. Grover: J. Appl. Phys. Vol. 35 (1964), p. (1990).

Google Scholar

[4] Akachi, Hisateru, U.S. Patent 4, 921, 041. (1990).

Google Scholar

[5] Z. Liu and Q. Zhu: Energy Convers. Manage. Vol. 52 (2011), p.592.

Google Scholar

[6] C. Pozrikidis: Fluid dynamics: theory, computation, and numerical simulation, 2nd ed. edition (Springer, New York 2009).

Google Scholar

[7] J.I. Ramos, F. Dobran: Appl. Math. Model. Vol. 10 (1986), p.61.

Google Scholar

[8] L. Lu, Z. -H. Liu and H. -S. Xiao: Sol. Energy Vol. 85 (2011), p.379.

Google Scholar

[9] A. Alizadehdakhel, M. Rahimi and A.A. Alsairafi: Int. Commun. Heat Mass Vol. 37 (2010), p.312.

Google Scholar

[10] S. Ghorai, K.D.P. Nigam: Chemical Engineering and Proce. Vol. 45 (2006), p.55.

Google Scholar

[11] A. Parvareh, M. Rahimi, A. Alizadehdakhel and A.A. Alsairafi: Int. Commun. Heat Mass Vol. 37 (2010), p.304.

Google Scholar

[12] J.U. Brackbill, D.B. Kothe and C. Zemach: J. Comput. Phys. Vol. 100 (1991), p.335.

Google Scholar

[13] Y.J. Park, H. Kang and C.J. Kim: Int. J. Heat Mass Transfer Vol. 45 (2002), p.4655.

Google Scholar

[14] K.S. Ong, M. Haider-E-Alahi: Appl. Therm. Eng. Vol. 23 (2003), p.2373.

Google Scholar

[15] S.H. Noie: Appl. Therm. Eng. Vol. 25 (2005), p.495.

Google Scholar