Abstract
This paper presents experimental study and analytical model for a passive two-phase thermosyphon loop designed to remove directly the hot air flow inside a data center. The cooling loop with separated lines working without electricity is tested under different conditions. A mini-channel parallel-flow evaporator and a finned-tubes condenser are used to transfer heat from the data center to outside environment. Experimental tests are conducted with different n-pentane fill ratios. According to these tests, the cooling performance is showed and the refrigerant distribution is specified. The proposed steady-state model is based on the combination of the thermal and hydraulic models of the two-phase flow inside the loop. It well predicts the experimental results such as the mass flow rate and working fluid pressure drops. As investigated by the model, the most parameters influencing the cooling capacity are: the working fluid, the condenser tubes number and the outside temperature.
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Abbreviations
- A :
-
Area (m2)
- Bo :
-
Boiling number
- C :
-
Chisholm coefficient
- Co :
-
Convection number
- c p :
-
Specific heat capacity (J. kg−1. K−1)
- D :
-
Diameter (m)
- f :
-
Fanning friction factor
- g :
-
Acceleration due to gravity (m. s−2)
- G :
-
Mass flux (kg. m−2. s−1)
- H :
-
Height (m)
- h :
-
Heat transfer coefficient (W. m−2. K−1)
- h lv :
-
Latent heat of evaporation (J. kg−1)
- ID :
-
Inner diameter
- j :
-
Colburn factor
- L :
-
Length (m)
- \( \dot{m} \) :
-
Mass flow rate (kg. s−1)
- N :
-
Number
- Nu :
-
Nusselt number
- Pr :
-
Prandtl number
- ∆P :
-
Pressure drop (Pa)
- R :
-
Thermal resistance (K. W−1)
- Ra :
-
Rayleigh number
- Re :
-
Reynolds number
- T :
-
Temperature (K)
- V :
-
Velocity (m. s−1)
- x :
-
Vapor quality
- X :
-
Lockhart-Martinelli parameter
- α :
-
Void fraction
- β:
-
Thermal expansion coefficient (K−1)
- δ :
-
Thickness (m)
- η :
-
Efficiency
- θ :
-
Inclination angle (°)
- λ:
-
Thermal conductivity (W. m−1. K−1)
- μ :
-
Dynamic viscosity (Pa. s)
- ρ :
-
Density (kg. m−3)
- υ:
-
Kinematic viscosity (m2. s−1)
- Φ :
-
Power (W)
- ϕ 2 :
-
Two-phase multiplier
- a :
-
Acceleration
- cd :
-
Condenser
- ch :
-
Chassis
- DC :
-
Data center
- down :
-
Downcomer
- ev :
-
Evaporator
- f :
-
Fluid
- fr :
-
Friction
- gr :
-
Gravity
- i :
-
Inlet
- in :
-
Input
- l :
-
Liquid
- lo :
-
Liquid-only
- louv :
-
Louver
- mc :
-
Mini-channel
- o :
-
Outlet
- op :
-
Operating
- out :
-
Outside
- p :
-
Process
- pg :
-
Passages
- ris :
-
Riser
- sat :
-
Saturation
- sp :
-
Single-phase
- tp :
-
Two-phase
- v :
-
Vapor
- vo :
-
Vapor-only
References
Rasmussen N (2005) Guidelines for Specification of Data Center Power Density. Schneider Electr APC White Pap:1–18
Habibi Khalaj A, Halgamuge SK (2017) A Review on efficient thermal management of air- and liquid-cooled data centers: From chip to the cooling system. Appl Energy 205:1165–1188
Nada SA, Elfeky KE (2016) Experimental investigations of thermal managements solutions in data centers buildings for different arrangements of cold aisles containments. J Build Eng 5:41–49
Niemann J, Brown K, Avelar V. Impact of Hot and Cold Aisle Containment on Data Center Temperature and Efficiency
Daraghmeh HM, Wang CC (2017) A review of current status of free cooling in datacenters. Appl Therm Eng 114:1224–1239
Bao L, Wang J, Kang L (2012) The applied effect analysis of heat exchanger installed in a typical communication base station in Beijing of China. Energy Procedia 14:620–625
Longbottom C. Water cooling vs. air cooling: The rise of water use in data centres. [Online]. Available: http://www.computerweekly.com/tip/Water-cooling-vs-air-cooling-The-rise-of-water-use-in-data-centres
Clidaras J, Stiver DW, Hamburgen W (2009) Water-based data center
Tuma PE (2010) The merits of open bath immersion cooling of datacom equipment. Annu IEEE Semicond Therm Meas Manag Symp:123–131
Jouhara H, Meskimmon R. Heat Pipe based Thermal Management Systems for Energy-Efficient Data Centres
Capozzoli A, Primiceri G (2015) Cooling Systems in Data Centers: State of Art and Emerging Technologies. Energy Procedia 83:484–493
Khodabandeh R (2005) Pressure drop in riser and evaporator in an advanced two-phase thermosyphon loop. Int J Refrig 28:725–734
Zimmermann AJP, Melo C (2014) Two-phase loop thermosyphon using carbon dioxide applied to the cold end of a Stirling cooler. Appl Therm Eng 73(1):549–558
Szulgowska-Zgrzywa M, Jouhara H (2014) Experimental and analytical performance investigation of air to air two phase closed thermosyphon based heat exchangers. 77:82–87
Samba A, Louahlia-Gualous H, Le Masson S, Nörterhäuser D (2013) Two-phase thermosyphon loop for cooling outdoor telecommunication equipments. Appl Therm Eng 50(1):1351–1360
Ling L, Zhang Q, Yu Y, Liao S, Sha Z (2016) Experimental study on the thermal characteristics of micro channel separate heat pipe respect to different filling ratio. Appl Therm Eng 102:375–382
Zhang H, Shi Z, Liu K, Shao S, Jin T, Tian C (2017) Experimental and numerical investigation on a CO2 loop thermosyphon for free cooling of data centers. Appl Therm Eng 111:1083–1090
Franco A, Filippeschi S (2013) Experimental analysis of Closed Loop Two Phase Thermosyphon (CLTPT) for energy systems. Exp Thermal Fluid Sci 51:302–311
Tong Z, Ding T, Li Z, Liu X-H (2015) An experimental investigation of an R744 two-phase thermosyphon loop used to cool a data center. Appl Therm Eng 90:362–365
Chehade A, Louahlia-Gualous H, Le Masson S, Lépinasse E (2015) Experimental investigations and modeling of a loop thermosyphon for cooling with zero electrical consumption. Appl Therm Eng 87:559–573
Zivi SM (1964) Estimation of steady-state steam void-fraction by mean of the principle of minimum entropy production. J Heat Transf 86:247–251
Müller-Steinhagen H, Heck K (1986) A simple pressure drop correlation for two-phase flow in pipes. Chem Eng Prog 20(1):297–308
Lockhart R, Martinelli R (1949) Proposed correlation of data for isothermal two-phase, two-component flow in pipes. Chem Eng Prog 45:39–48
Kandlikar SG, Garimella S, Li D, Colin S, King MR (2014) Heat Transfer and Fluid Flow in Minichannels and Microchannels
Chang Y-J, Wang C-C (1996) A generalized heat transfer correlation for louver fin geometry. Int J Heat Mass Transf 40(3)
Lee HS (2010) Thermal Design: Heat Sinks, Thermoelectrics, Heat Pipes, Compact Heat Exchangers, and Solar Cells
Akers WW, Deans A, Crosser OK (1959) Condensing Heat Transfer Within Horizontal Tubes. Chem Eng Process 55:171–176
Bar-Cohen A, Iyengar M, Kraus AD Design of Optimum Plate-Fin Natural Convective Heat Sinks. J Electron Packag 125, 2003:208
Cengel YA (2003) Heat Transfer: A Practical Approach. Mc Graw-Hill, New York, pp 785–841
ETSI (2009) ETSI EN 300 019-1-3 V2.3.2, Equipment Engineering (EE); Environmental Conditions and Environmnetal Tests for Telecommunications Equipment; Part 1-3: Classification of Environmental Conditions; Stationary Use at Weatherprotected Locations. vol. 2, pp. 1–21
Zhang H, Shao S, Gao Y, Xu H, Tian C (2018) The transient response , oscillation and internal flow of a loop thermosyphon with dual evaporators Réponse transitoire, oscillation et écoulement interne d ’ un thermosiphon en boucle à deux évaporateurs. Int J Refrig 88:451–457
Zhang P, Shi W, Li X, Wang B, Zhang G (2018) A performance evaluation index for two-phase thermosyphon loop used in HVAC systems. Appl Therm Eng 131:825–836
Vijayan PK, Nayak AK, Saha D, Gartia MR (2008) Effect of loop diameter on the steady state and stability behaviour of single-phase and two-phase natural circulation loops. Sci Technol Nucl Install 2008
Zhang P, Wang B, Shi W, Han L, Li X (2015) Modeling and performance analysis of a two-phase thermosyphon loop with partially/fully liquid-filled downcomer. Int J Refrig 58:172–185
Acknowledgements
This work is part of the European project SooGREEN, accredited by Celtic-Plus. The authors express their gratitude to the General Directorate for Competitiveness, Industry and Services (DGCIS) for financing this research work.
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Nadjahi, C., Louahlia-Gualous, H. & Le Masson, S. Experimental study and analytical modeling of thermosyphon loop for cooling data center racks. Heat Mass Transfer 56, 121–142 (2020). https://doi.org/10.1007/s00231-019-02695-x
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DOI: https://doi.org/10.1007/s00231-019-02695-x