Numerical method and model for calculating thermal storage time for an annular tube with phase change material

Fan-han Liu , Jian-xin Xu , Hui-tao Wang , Hua Wang

Journal of Central South University ›› 2017, Vol. 24 ›› Issue (1) : 217 -226.

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Journal of Central South University ›› 2017, Vol. 24 ›› Issue (1) : 217 -226. DOI: 10.1007/s11771-017-3422-z
Article

Numerical method and model for calculating thermal storage time for an annular tube with phase change material

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Abstract

For calculating the thermal storage time for an annular tube with phase change material (PCM), a novel method is proposed. The method is suitable for either low-temperature PCM or high-temperature PCM whose initial temperature is near the melting point. The deviation fit is smaller than 8% when the time is below 2×104 s. Comparison between the predictions and the reported experimental data of thermal storage time at same conditions is investigated and good agreements have been got. Based on this method, the performance of the thermal storage unit and the role of natural convection are also investigated. Results show a linear relation between the maximum amount of stored heat and thermal storage time, and their ratio increases with the height of the thermal storage unit. As the thickness of the cavity increases, natural convection plays an increasingly important role in promoting the melting behavior of paraffin. When the thickness of the cavity is small, natural convection restrains the melting behavior of paraffin.

Keywords

natural convection / energy storage / modeling / heat transfer / mass transfer

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Fan-han Liu, Jian-xin Xu, Hui-tao Wang, Hua Wang. Numerical method and model for calculating thermal storage time for an annular tube with phase change material. Journal of Central South University, 2017, 24(1): 217-226 DOI:10.1007/s11771-017-3422-z

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References

[1]

TyagiV V, KaushikS C, TyagiS K, AkiyamaT. Development of phase change materials based microencapsulated technology for buildings: A review [J]. Renewable & Sustainable Energy Reviews, 2011, 15(2): 1373-1391

[2]

KenisarinM M. High-temperature phase change materials for thermal energy storage [J]. Renewable & Sustainable Energy Reviews, 2010, 14(3): 955-970

[3]

ZhangX-l, YuS-x, YuM, LinY-pei. Experimental research on condensing heat recovery using phase change material [J]. Applied Thermal Engineering, 2011, 31: 3736-3740

[4]

FengG-h, ChenQ-z, HuangK-l, NiuR-p, WangLin. Cool storage time of phase change wallboard room in summer [J]. Journal of Central South University of Technology, 2009, 16(12): 75-79

[5]

ZhaoF, ChenZ-q, ShiM-heng. Numerical study on freezing-thawing phase change heat transfer in biological tissue embedded with two cryoprobes [J]. Journal of Central South University of Technology, 2009, 16(2): 326-331

[6]

AadmiM, KarkriM, HammoutiM E. Heat transfer characteristics of thermal energy storage of a composite phase change materials: Numerical and experimental investigations [J]. Energy, 2014, 72(7): 381-392

[7]

HuangK-l, FengG-h, ZhangJ-shun. Experimental and numerical study on phase change material floor in solar water heating system with a new design [J]. Solar Energy, 2014, 105: 126-138

[8]

SunX-q, ZhangQ, MedinaM A, KyoungO L. Energy and economic analysis of a building enclosure outfitted with a phase change material board (PCMB) [J]. Energy Conversion & Management, 2014, 83: 73-78

[9]

DutilY, RousseD R, SalahN B, LassueS, ZalewskiL. A review on phase-change materials: Mathematical modeling and simulations [J]. Renewable & Sustainable Energy Reviews, 2011, 15(1): 112-130

[10]

MaZ-h, ZhangY-wen. Solid velocity correction schemes for a temperature transforming model for convection phase change [J]. International Journal of Numerical Methods for Heat & Fluid Flow, 2006, 16(2): 204-225

[11]

CaoY, FaghriA. A numerical analysis of phase-change problems including natural convection [J]. Journal of Heat Transfer, 1990, 112(3): 812-816

[12]

VollerV R, CrossM, MarkatosN C. An enthalpy method for convection/diffusion phase change [J]. International Journal for Numerical Methods in Engineering, 1987, 24(1): 271-284

[13]

GartlingD KFinite element analysis of convective heat transfer problems with change of phase [C]//, 1978

[14]

BinetB, LacroixM. Melting from heat sources flush mounted on a conducting vertical wall [J]. International Journal of Numerical Methods for Heat & Fluid Flow, 2000, 10(3): 286-307

[15]

VollerV R. An overview of numerical methods for solving phase change problems [J]. Advances in Numerical Heat Transfer, 1997, 1(9): 341-380

[16]

KozakY, RozenfeldT, ZiskindG. Close-contact melting in vertical annular enclosures with a non-isothermal base: Theoretical modeling and application to thermal storage [J]. International Journal of Heat & Mass Transfer, 2014, 72(3): 114-127

[17]

AgyenimF, EamesP, SmythM. Experimental study on the melting and solidification behaviour of a medium temperature phase change storage material (Erythritol) system augmented with fins to power a LiBr/H2O absorption cooling system [J]. Renewable Energy, 2011, 36(1): 108-117

[18]

LiuC, GroulxD. Experimental study of the phase change heat transfer inside a horizontal cylindrical latent heat energy storage system [J]. International Journal of Thermal Sciences, 2014, 82: 100-110

[19]

MesalhyO, LafdiK, ElgafyA, BowmanK. Numerical study for enhancing the thermal conductivity of phase change material (PCM) storage using high thermal conductivity porous matrix [J]. Energy Conversion & Management, 2005, 46(6): 847-867

[20]

SharifiN, BergmanT L, AllenM J, FaghriA. Melting and solidification enhancement using a combined heat pipe, foil approach [J]. International Journal of Heat & Mass Transfer, 2014, 78: 930-941

[21]

AllenM J, SharifiN, FaghriA, BergmanT L. Effect of inclination angle during melting and solidification of a phase change material using a combined heat pipe-metal foam or foil configuration [J]. International Journal of Heat & Mass Transfer, 2015, 80: 767-780

[22]

SariA, KaygusuzK. Thermal performance of palmitic acid as a phase change energy storage material [J]. Energy Conversion & Management, 2002, 43(6): 863-876

[23]

TrpA. An experimental and numerical investigation of heat transfer during technical grade paraffin melting and solidification in a shelland-tube latent thermal energy storage unit [J]. Solar Energy, 2005, 79(6): 648-660

[24]

AnisurM R, KibriaM A, MahfuzM H, SaidurR, MestselaarI H S C. Cooling of air using heptadecane phase change material in shell and tube arrangement: Analytical and experimental study [J]. Energy & Buildings, 2014, 85: 98-106

[25]

LiuZ-y, YaoY-p, WuH-ying. Numerical modeling for solid–liquid phase change phenomena in porous media: Shell-and-tube type latent heat thermal energy storage [J]. Applied Energy, 2013, 112: 1222-1232

[26]

LafdiK, MesalhyO, ElgafyA. Graphite foams infiltrated with phase change materials as alternative materials for space and terrestrial thermal energy storage applications [J]. Carbon, 2008, 46(1): 159-168

[27]

SunX-q, ZhangQ, MedinaM A, KyoungO L. Experimental observations on the heat transfer enhancement caused by natural convection during melting of solid–liquid phase change materials (PCMs) [J]. Applied Energy, 2015

[28]

TanF L, HosseinizadehS F, KhodadadiJ M, FanL. Experimental and computational study of constrained melting of phase change materials (PCM) inside a spherical capsule [J]. International Journal of Heat & Mass Transfer, 2009, 52: 3464-3472

[29]

LongeonM, SoupartA, BruchA. Experimental and numerical study of annular PCM storage in the presence of natural convection [J]. Applied Energy, 2013, 112(4): 175-184

[30]

KhillarkarD B, GongZ X, MujumdarA S. Melting of a phase change material in concentric horizontal annuli of arbitrary cross-section [J]. Applied Thermal Engineering, 2000, 20(10): 893-912

[31]

MahdaouiM, KousksouT, BlancherS, MssadA A, RhafikiT E, MouqallidM. A numerical analysis of solid–liquid phase change heat transfer around a horizontal cylinder [J]. Applied Mathematical Modelling, 2014, 38(3): 1101-1110

[32]

HosseinizadehS F, DarziA A R, TanF L. Numerical investigations of unconstrained melting of nano-enhanced phase change material (Nepcm) inside a spherical container [J]. International Journal of Thermal Sciences, 2012, 51(4): 77-83

[33]

ZhuoC-s, ZhongC-wen. LES-based filter-matrix lattice Boltzmann model for simulating turbulent natural convection in a square cavity [J]. International Journal of Heat & Fluid Flow, 2013, 42(4): 10-22

[34]

WangJunRegenerative experimental and theoretical study of the melting wax [D], 2002Xi’anXi’an Jiaotong University

[35]

LorenteS, BejanA, NiuJ L. Phase change heat storage in an enclosure with vertical pipe in the center [J]. International Journal of Heat & Mass Transfer, 2014, 72(3): 329-335

[36]

BrentA D, VollerV R, ReidK J. Enthalpy-porosity technique for modeling convection-diffusion phase change: Application to the melting of a pure metal [J]. Numerical Heat Transfer Applications, 1988, 13(3): 297-318

[37]

VollerV R, PrakashC. A fixed grid numerical modelling methodology for convection-diffusion mushy region phase-change problems [J]. International Journal of Heat & Mass Transfer, 1987, 30(87): 1709-1719

[38]

ShokouhmandH, KamkariB. Experimental investigation on melting heat transfer characteristics of lauric acid in a rectangular thermal storage unit [J]. Experimental Thermal & Fluid Science, 2013, 50(6): 201-212

[39]

PalD, JoshiY K. Melting in a side heated tall enclosure by a uniformly dissipating heat source [J]. International Journal of Heat & Mass Transfer, 2000, 44(2): 375-387

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