Latent heat storage (LHS) has been widely used for energy storage. Compare to sensible heat storage, LHS has several benefits because of its high energy density, small unit sized and operating at low temperature. This paper is aimed to investigate the melting characteristic of phase change material (PCM) implemented in concentric double pipe heat exchanger. The investigation is carried out by both simulation as well as validation. The simulation is conducted using ANSYS FLUENT with double pipe shape of heat storage. The geometrical shape of the storage is double pipe heat exchanger, the PCM is stored in the inner tube meanwhile hot water is circulated in the outer tube. The dimension of the inner tube are 5 cm of diameter and 50 cm length. The diameter of outer tube is 10 cm and 60 cm length. The hot liquid is circulated from the inlet port and withdrawing from the outer port. The inlet and outlet ports are located away at the distance of 5 cm from the edge of the outer tube. The inlet and outlet ports are constructed at the bottom and upper part of the outer tube. The simulation is carried out at temperature 60°C of the hot liquid and flow rate at 4 liters per minute. The validation is also conducted at the same configuration with that on the simulation. The tweaked parameters are number of mesh and mushy-zone value. Results revealed that validation is numerically accepted at deviation less than 5% for melting time deviation. The validation is obtained at number of mesh is 144,000 and mushy-zone value is 1.4 × 107. On the evaluation of temperature distribution similarity, all of coefficient correlation are obtained greater than 0.8 between simulation and experiment. Being a valid simulation model, it is enabled to be enhanced for predicting melting of phase change materials on the heat energy storage system.

1.
Agyenim
F.
,
Hewit
N.
,
Eames
P.
,
Smyth
M.
, “
A review of materials, heat transfer and phase change problem formulation for latent heat thermal energy storage system (LHTESS
).”
Renewable and Sustainable Energy Reviews
, vol.
14
, pp.
615
628
,
2010
.
2.
Al-abidi
AA.
,
Mat
S.B.
,
Sopian
K.
,
Sulaiman
MY
,
Mohammed
ATh
, “
CFD Aplication for Latent Heat Thermal Energy Storage: review
,”
Renewable and Sustainable Energy Reviews
, vol.
20
, pp.
353
363
,
2013
.
3.
Lacroix
M.
, “
Numerical simulation of a shell-and-tube latent heat thermal energy storage unit.
Solar Energy.
, Vol.
50
, pp.
357
367
,
1993
.
4.
Ng
K.W.
,
Gong
Z.X.
,
Mujumdar
A.S.
, (
1998
). “
Heat transfer in free convection-dominated melting of a phase change material in a horizontal annulus
.”
Int Commun Heat Mass
, Vol.
25
, Pp.
631
640
, 1998.
5.
Voller
V.R.
,
Prakash
C
, “A fixed grid numerical modelling methodology for convection-diffusion mushy region phase change problems.”
Int J Heat Mass Transf
, vol.
30
, PP.
1709
1719
,
1987
.
verification,“
Appl Energy
, vol.
93
, pp.
507
516
,
2012
.
6.
Longeon
M.
,
Soupart
A.
,
Formigue
J.F.
,
Bruch
A.
,
Marty
P.
, “
Experimental and numerical study of annular PCM storage in the presence of natural convection
.”
Applied Energy
, vol.
112
, pp.
175
184
,
2013
.
7.
Rosler
F.
and
Bruggerman
D.
, “
Shell and Tube Latent Heat Thermal Energy Storage: Numerical Analysis and Comparison with Experiments
,”
Heat Mass Transfer.
vol.
47
, pp.
1027
1033
,
2011
.
8.
Khillarkar
D.B.
,
Gong
Z.X.
,
Mujumdar
A.S.
, “
Melting of a phase change material in concentric horizontal annulus of arbitrary cross-section
.”
Appl Therm Eng.
vol.
20
, pp.
893
912
,
2000
.
9.
K.
Sasaguchi
,
K.
Kusano
,
R.
Viskanta
, “
A numerical analysis of solid-liquid phase change heat transfer around a single and two horizontal. Vertically spaced cylinders in a rectangular cavity
,”
Int J Heat Mass Transf.
vol.
40
, pp.
1343
1354
,
1997
.
10.
Regin
A.F.
,
Solanki
S.C.
,
Saini
J.S.
, “
Latent Heat Thermal Energy Storage using Cylindrical Capsule: Numerical and Experimental Investigations
,”
Renewable Energy
, vol.
31
, pp.
2025
2041
,
2006
.
11.
M.
Nadjib
and
Suhanan
. “
Study of heat transfer in solar water heater using PCM capsule with tubes in horizontal align
,”
Prosiding Seminar Nasional Tahunan Teknik Mesin XIII.
Vol.
7
, pp.
430
435
,
2014
.
12.
Brent
A.D.
,
Voller
V.R.
,
Reid
K.J.
, “Enthalpy–porosity technique for modeling convection–diffusion phase change–application to the melting of a pure metal, Numer,”
Heat Transfer
, vol.
13
, pp.
297
318
,
1988
.
13.
Voller
V.R.
,
Prakash
C.
, “A fixed grid numerical modelling methodology for convection-diffusion mushy region phase change problems,”
Int J Heat Mass Transf
, vol.
30
, pp.
1709
1719
,
1987
.
14.
Shmueli
H.
,
Ziskind
G.
,
R.
Letan
, “
Melting in vertical cylindrical tube: Numerical investigation and comparison with experiments
,”
International Journal of Heat and Mass Transfer
, vol.
53
, pp.
4082
4091
,
2010
.
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