selection of wetted media for pre-cooling of air entering
TRANSCRIPT
Accepted Manuscript
Selection of wetted media for pre-cooling of air entering natural draft dry cooling
towers
Suoying He, Yi Xu, Guanhong Zhang, Kamel Hooman, Ming Gao
PII: S1359-4311(16)32018-X
DOI: http://dx.doi.org/10.1016/j.applthermaleng.2016.11.179
Reference: ATE 9590
To appear in: Applied Thermal Engineering
Received Date: 30 September 2016
Revised Date: 18 November 2016
Accepted Date: 23 November 2016
Please cite this article as: S. He, Y. Xu, G. Zhang, K. Hooman, M. Gao, Selection of wetted media for pre-cooling
of air entering natural draft dry cooling towers, Applied Thermal Engineering (2016), doi: http://dx.doi.org/10.1016/
j.applthermaleng.2016.11.179
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Selection of wetted media for pre-cooling of air entering natural draft dry cooling towers
Suoying Hea,*,[email protected],[email protected], Yi Xua, Guanhong Zhanga, Kamel Hoomanb, Ming
Gaoa,*,[email protected]
aSchool of Energy and Power Engineering, Shandong University, Jinan 250061, China
bSchool of Mechanical and Mining Engineering, The University of Queensland, QLD 4072, Australia
*Corresponding authors.
Highlights
Four wetted media were comparatively studied for future pre-cooling design.
Characteristics of wetted media suitable for pre-cooling were summarized.
Media with middle efficiencies and pressure drops are superior for pre-cooling.
Cellulose7060 is most promising for pre-cooling the 120m-high NDDCT.
Abstract
The performance of natural draft dry cooling towers (NDDCTs) can be improved by wetted-medium
evaporative pre-cooling. However, the pre-cooling benefit is season dependent and is significantly affected
by wetted media. To further investigate the effect of wetted medium type on pre-cooling performance, the
current study simulates a pre-cooled NDDCT using two typical types of wetted media, i.e., film
(Cellulose7060 and PVC1200) and trickle (Trickle125 and Trickle100). A MATLAB program was
developed and was validated against published data. The model was then used to carry out case study of a
120m-high NDDCT pre-cooled using the selected wetted media with fixed thickness of 300mm. Both the
medium performance and pre-cooled NDDCT performance were compared to recommend the
characteristics of wetted media promising for evaporative pre-cooling. Simulation finds that the media with
high or low cooling efficiencies and pressure drops are not promising for the studied pre-cooling case while
those media with middle cooling efficiencies and pressure drops intend to produce much performance
enhancement and Cellulose7060 is a representative of such kind of medium. For the 120m-high NDDCT,
the wetted-medium pre-cooling can raise the heat rejection rate of the tower without pre-cooling from
45MW to 92 MW, 76 MW, 68 MW and 65MW by Cellulose7060, PVC1200, Trickle125 and Trickle100,
respectively at ambient temperature of 50℃ and humidity of 20%.
Keywords: natural draft cooling tower, wetted medium, air mass flow rate, heat rejection rate
2
Nomenclature
A Area, m2
cp Specific heat, J/(kg K)
FT Temperature correction factor
g Gravitational acceleration,
m/s2
H Height, m
K Loss coefficient
l Medium thickness, m
le Medium geometric length, m
m
Mass flow rate, kg/s
∆p Pressure drop, Pa
Q Heat transfer rate, W
q
Volumetric flow rate, m3/s
T Temperature, K
u Velocity, m/s
U Overall heat transfer
coefficient, W/(m2 K)
NDDCT Natural draft dry cooling
tower
Greek Symbols
∆ Difference
Cooling efficiency, %
Density, kg/m3
Subscripts
1,2,3,4,5,6 Positions within or around the
towers
a Dry air or air side
a, b, c, d, n, β Constants
av Air-water vapor mixture
ct Separation and redirection of
flow at the lower edge of the
tower shell
ctc Contraction
cte Expansion at the heat
exchanger
he Heat exchanger
lm Logarithmic mean
medium Wetted medium
w Water
wb Wet bulb
wi Water inlet
wo Water outlet
to Kinetic energy at the outlet of
the tower
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1. Introduction
Renewable energy has been an important political topic for a long time. One of the most promising ways to
use solar energy is concentrated solar power (CSP). CSP technologies generate electricity by concentrating
the solar radiation beam onto a small area, where a heat transfer fluid is heated up and this energy is
ultimately transferred to the steam. Electricity is then generated by an electric generator which is driven by
a steam turbine with the efficiency limited by the Carnot cycle [1]. Considerable research efforts have been
conducted to improve the efficiency of the CSP system and make the cost of electricity comparable to that
of the conventional fossil-fuel power plant, e.g., thermal energy storage [2, 3], thermophotovoltaic heat
engine [4] and even the natural draft dry cooling towers (NDDCTs) [5]. The current study focuses on the
performance improvement of NDDCTs which may offer the only effective alternative as most CSPs are
located in arid or semi-arid areas.
The major drawback of NDDCTs is their low performance, especially at hot days. Previous studies find
that the performance of NDDCTs can be improved by wetted-medium evaporative pre-cooling when the
ambient air is hot and dry [6-8]. The concept of wetted-medium pre-cooling of a NDDCT is illustrated in
Fig. 1. There are two water systems in the pre-cooled NDDCT. One system is the hot water from the
thermal power plants, which is to be cooled down. The other water system is wetted-medium evaporative
pre-cooling system, in which a small amount of water is distributed over the top of the wetted media by
water distributor and drips down by gravity and capillarity to wet the media uniformly. The excess water is
collected at the bottom of the media and recirculated by the water pump. Air is driven by buoyancy to pass
through the media to form a cross-flow heat and mass transfer process. The water deposited on the media
evaporates which absorbs heat from the air stream and thus cools the air. The pre-cooled air then flows
through the heat exchanger bundles to cool the tube-side fluid coming from thermal power plants. The heat
exchanger bundles are laid out horizontally at the lower end of the tower. In Fig. 1, the entire cylindrical
shell inlet area of the tower is covered with wetted media. The evaporative pre-cooling system only
operates at high ambient temperatures to assist dry cooling.
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According to He et al. [6], the pre-cooling benefit is however season dependent and the pre-cooling
enhancement can go up to 46% (where the pre-cooling enhancement is defined as ηenhancement=(Qpre-NDDCT - Q
NDDCT)/QNDDCT×100%, Q is the tower heat rejection rate). What significantly affects the pre-cooling
performance is the wetted medium. In reference [7], the pre-cooling using three film media was studied and
concluded that there are critical temperatures below which the tower performance does not benefit but is
hindered by wetted-medium pre-cooling. The critical temperatures depend significantly on wetted medium
and only one film medium was proved to be useful in the studied pre-cooling case.
The wetted medium is the most important element in a direct evaporative cooling system [9]. Wetted media
fulfil two main functions. First, they provide large contact surface areas for heat and mass exchange
between water and air flows. Second, they delay the fall of water, ensuring that the exchange process lasts
longer [10, 11]. A number of studies have been carried out to better understand the performance of wetted
media. ANSI and ASABE [12] recommended the air speeds and minimum water flows for aspen fiber and
corrugated cellulose media. Franco et al. [10] studied the influence of water and air flows on the
performance of cellulose media. Dowdy et al. [13, 14] experimentally determined the heat and mass
transfer coefficients in aspen media and rigid impregnated cellulose media. Liao et al. [15, 16] carried out
the same analyses for fine and coarse fabric PVC sponge media, nonwoven fabric and coir fiber media. A
comprehensive experimental study of cellulose pads was carried out by Malli et al. [17] to investigate the
effects of medium type, medium thickness and air velocity on evaporative cooling performance (including
pressure drop, humidity variation, evaporated water and cooling efficiency). The procedure for testing
evaporative cooling media was given by Koca et al. [18]. The flows in corrugated evaporative cooling
media were simulated by Beshkani, Hosseini, Tavakoli and Franco et al. [19-22]. The flow and heat
transfer through a porous medium imbedded inside a channel with permeable walls were investigated
using two-equation energy model by Seyed Moein et al. [23]. To sum up, there is no dearth of published
data concerning different types of wetted media, either through experimental study or theoretical and
numerical approaches.
Generally, the wetted media fall into three main categories: splash, film and trickle [24, 25]. Splash fills
require large volumes to break up the water flow, and therefore, large spaces and more water pump
power are needed. Splash fills also tend to produce more water drift than other fill types, especially at high
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air speeds. Therefore, they are not good option for evaporative pre-cooling of NDDCTs. Film fills have the
disadvantages of relatively high air-side pressure drops and also high fouling risks but they have good heat
transfer characteristics. Trickle fills combine the good aspects of splash and film: they offer larger surface
areas than splash fills and lower pressure drops than film fills; the large openings of trickle fills relieve the
fouling problems of film fills, and the water drift is reduced by their compact structures when compared
with splash fills [9, 25]. Based on the above literature review, it seems that film and trickle media have the
potential for evaporative pre-cooling of NDDCTs. To do further comparison of their pre-cooling
performance, the present study chooses two film and two trickle media from literature review to investigate
their pre-cooling performance and therefore give suggestions for future pre-cooling design. In terms of
optimization of wetted-medium pre-cooling of air entering NDDCTs, the authors are doing economic
analysis of pre-cooled NDDCTs to include all the influencing parameters (including the incremental
equipment cost, the operation/maintenance cost, the consumptive evaporative water use, the effect of
wetted-medium pre-cooling on turbine power output and the water pumping power, etc.). Further study will
be carried out in the future for efficiency improvement by referring to parametric optimization
methodology [26-28] and the results will be reported in the future study.
This paper simulates the pre-cooled NDDCT using four wetted media (i.e., Cellulose7060, PVC1200,
Trickle125 and Trickle100) based on a MATLAB program. Two typical types of wetted media with the
potential of evaporative pre-cooling are selected through literature review and are comparatively studied.
Meanwhile, the characteristics of wetted media promising for evaporative pre-cooling of NDDCTs are
summarized. The present work can be distinguished from previous studies due to (1) the wetted media
designed for wet cooling tower use (PVC1200, Trickle125 and Trickle100) are studied so as to fulfil the
purpose of evaporative pre-cooling of air; (2) the ranges of wetted-medium cooling efficiency and pressure
drop promising for the pre-cooling enhancement of a 120m-high NDDCT are reported, which gives
suggestions for future pre-cooling design.
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2. Mathematical models
2.1 Mathematical model of the pre-cooled NDDCT
The operation of a pre-cooled NDDCT is coupled by energy and draft equations [7, 8]. The energy equation
of a pre-cooled NDDCT as shown in Fig. 1 is,
( )4 3 ( )1
m c T Tav pav a aQ m c T Tw pw wowi (1)
and the heat transfer rate can be expressed in terms of the overall heat transfer coefficient given by Eq.(2).
( ) ( )4 32
ln ( ) / ( )4 3
UAF T T T TwowiT a aQ UAF TT lm
T T T Twowi a a
(2)
The draft equation balances the buoyancy against the total flow resistances, i.e.,
( ) ( ) / 2 51 4 4 3p g H H H flow resistancesa av av
(3)
=flow resistances p p p p p pct ctc cte tomedium he (4)
The flow resistances in Eq.(4) are coupled to the loss coefficients by 2
2av avp K u . The flow
resistances include the pressure drop across wetted medium pmedium
, loss at tower supports (this loss is
already accounted for by the pressure drop across wetted medium), loss due to the separation and
redirection of flow at the lower edge of the tower shell pct , loss at heat exchanger supports (this loss is
negligible), contraction loss pctc , the frictional loss of heat exchanger phe
, and expansion loss at the
heat exchanger pcte , loss in kinetic energy at the outlet of the tower pto . The losses can be evaluated
using empirical relations reported in reference [29], except for the loss through wetted medium which is
reported in Section 2.2.
The mathematical model of a NDDCT is similar to that of the pre-cooled NDDCT, except for the
calculations of Ta3 in Eq.(1) and Eq.(2) and the flow resistances in Eq.(4). In the NDDCT, the Ta3 is close to
the air temperatures at elevations (1) and (2) in Fig. 1 while significant difference exists in the pre-cooled
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NDDCT due to the evaporative pre-cooling. There is no loss contribution by wetted medium to the flow
resistances in Eq.(4) in the NDDCT.
2.2 Mathematical model of wetted medium
To simulate the pre-cooled cooling tower using the four selected wetted media, the medium performance is
one of the key issues. The pressure drop introduced by wetted media is of critical importance in NDDCT
applications. It is critical because the pressure drop will affect the air mass flow rate passing through the
tower. The cooling efficiency is a key factor in determining the performance of direct evaporative cooling
system. It determines how close the air gets to the state of saturation [30]. The definition of cooling
efficiency can be expressed as 2 3 2 2
( ) ( ) 100%a a a wb
T T T T . Based on experimental studies by He et
al. [31, 32], the pressure drop data of Cellulose7060, PVC1200, Trickle125 and Trickle100 are correlated
using Eq.(5).
2
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b
e w a a
a
l q up a c
l q
(5)
The constants in Eq.(5), a, b and c were determined by means of non-linear regression of the test results
(All the experimental data of pressure drop in references [31, 32] were used for analysis). The regression
results are summarized in Table 1.
The cooling efficiency data of the four media can be correlated using Eq.(6).
1 expd
n
a
l
u
(6)
The constants in Eq.(6), , d and n were determined by means of non-linear regression of the test results
(All the experimental data of cooling efficiency in references [31, 32] were used for analysis). The
regression results are listed in Table 2.
The following simulations will use the above correlations of cooling efficiency and pressure drop to model
the performance of wetted media.
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2.3 Iterative algorithm
The heat and mass transfer in the pre-cooled NDDCT is coupled with air flow through the tower while the
air flow is determined by balancing the energy and draft equations through an iterative process [6]. The
fixed variables during iteration are tower specifications and heat exchanger specifications, hot water flow
rate, hot water inlet temperature, medium thickness and ambient humidity. The iteration variables are air
temperature exiting the heat exchanger and cooling efficiency. The iteration procedure is summarized as
follows.
In the iterative process, the performance of wetted-medium evaporative cooling is characterized by the
cooling efficiency (Eq.(6)) and pressure drop (Eq.(5)). Since the cooling efficiency and pressure drop of the
wetted medium depend on air velocity, a preliminary air mass flow rate ma0 is calculated in Step1 by
neglecting all the flow resistances other than the loss due to the heat exchanger bundles (Initially assume
Ta4=Twi). Step2, a new air mass flow rate ma1 is then calculated by considering all the losses including the
loss due to the wetted media. Step3, the new ma1 is used to calculate wetted-medium evaporative cooling.
The air temperature Ta3 after cooling is calculated from 2 3 2 2
( ) ( ) 100%a a a wb
T T T T . Air humidity
after cooling is calculated according to ASHRAE Handbook [33] (assuming air wet-bulb temperature is
almost constant during evaporative cooling). In Step4, Step1 and Step2 are repeated using the new
temperature and humidity calculated in Step3. After calculations, a new air mass flow rate ma2 is obtained.
Then, recalculation of wetted-media evaporative cooling uses the new air mass flow rate ma2 (i.e., repeating
Step3). Step5 is to make sure that the cooling efficiency and pressure drop calculated in Step3 and Step4
are consistent, which is achieved by a period of iteration of Step4 (Step5 is essentially to make sure the air
temperature and humidity after pre-cooling is the closest values). After that, a closer air mass flow rate ma
is found. In Step6, the energy equations are balanced by a period of iteration. If the air mass flow rate ma
found in Step5 cannot satisfy the energy equations, the air temperature leaving the heat exchanger Ta4 is
reduced step by step to do iterations of Step1-Step5.
Finally, a value of air mass flow rate can be found that satisfies both the energy and draft equations. The
values of hot water outlet temperature, air temperature leaving the heat exchanger, air mass flow rate, heat
rejection rate, cooling efficiency and pressure drop of wetted media when used to pre-cool the NDDCTs
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can be found simultaneously. For each ambient temperature (Ta1), the iteration time to obtain balanced
energy and draft equations is around 10 seconds.
The iterative algorithms of the NDDCT and the pre-cooled NDDCT are similar with only small difference.
For the iteration process of the NDDCT, there is no need to consider the cooling efficiency and pressure
drop associated with wetted-medium pre-cooling. Meanwhile, the iteration process is simplified as the Step
3 to Step 5 are omitted.
2.4 Model Validation
The heat and mass transfer in the pre-cooled tower is coupled with air flow through the tower while the air
flow is determined by balancing the energy and draft equations through an iterative process. Since there is
no wetted-medium pre-cooling in use so far in NDDCTs, it was difficult to do a rigorous comparison with
measured pre-cooled NDDCT performance. However, the MATLAB code of NDDCT without pre-cooling
was compared with the case study reported by Kröger [29] and found good agreement. This validated
MATLAB code was then adapted to simulate the operation of the proposed tower with and without pre-
cooling. The thermodynamic parameters were calculated according to references [29, 33]. The
meteorological effects were considered according to Kröger’s book [29]. The wetted medium performance
was calculated according to Section 2.2.
2.5 Case Study
The proposed cooling tower has designed conditions as listed in Table 3. The heat exchangers are extruded
bimetallic finned tubes. The NDDCT and the pre-cooled NDDCT have the same tower design and heat
exchanger design: the heat exchanger bundles are laid out horizontally at the lower end of the tower and are
arranged in the form of A-frame placed in a radial pattern.
3. Results and discussions
For evaporative pre-cooling system, the cooling efficiency is acknowledged to be nearly constant when the
supplied water flow rate is enough to fully wet the media (fully wetted medium means there is no streaking
and dry area in the medium) [31, 32]. The water flow rates used in the current simulation are enough to
fully wet the media, i.e., 62, 39, 10 and 10 l/min/m2 for cellulose7060, PVC1200, Trickle125 and
10
Trickle100, respectively. The ambient temperature ranges from 10 to 50℃ while the ambient humidity is
fixed at 20% during simulation. The wetted medium performance and the tower performance comparison
are reported in the following sections.
3.1 Wetted medium performance
The wetted medium performance is coupled with the tower performance but will be reported here for
reference. The cooling efficiency and pressure drop of the wetted media when used to pre-cool the
NDDCTs at medium thicknesses of 300 mm are presented in Fig. 2.
As demonstrated in Fig. 2, for the same medium thickness, Cellulose7060 provides the highest cooling
efficiencies and pressure drops, followed by PVC1200, Trickle125 and Trickle100. With the increase in
ambient air temperature, the cooling efficiency increases but the pressure drop across the media decreases.
This can be explained by the fact that the air velocity passing through the media by natural draft is
decreased (see Fig. 3a). With the increase in ambient air temperature, the air density difference between the
outside and inside of the tower at the mean heat exchanger elevation will decrease, and thus the driving
buoyancy force that causes the air flow will decrease, lowering the air velocity. The lowered air velocity
can provide more time for heat and mass transfer between the water and air, improving the cooling
efficiency. On the contrary, the pressure drop will decrease with the air velocity decreased [10, 15, 17, 18].
3.2 The performance comparison of pre-cooled NDDCTs
In this section, the performance comparisons of the NDDCTs pre-cooled using the four selected wetted
media at medium thicknesses of 300 mm are presented. In a NDDCT, the air mass flow rate that satisfies
the energy and the draft equations is significantly important. The tower heat rejection rate, also known as
the cooling capacity, indicates the rate at which the cooling tower can dispose of heat. The changes in the
air mass flow rate and the heat rejection rate of the towers, with and without pre-cooling are compared in
Fig. 3.
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The air mass flow rate decreases with the increase in ambient temperature, which is because the driving
force (the buoyancy, which is due to the air density difference resulting from the temperature difference
between the tower inside and outside air) is decreased at higher ambient temperatures. This applies to the
towers with or without pre-cooling. Fig. 3a also illustrates that the incorporation of pre-cooling into the
proposed NDDCT causes a further reduction in the air mass flow rate due to the additional pressure drop
associated with wetted media. Since Trickle100 has the lowest pressure drop when compared with other
media (as shown in Fig. 2b), the tower pre-cooled with this medium offers the highest air mass flow rate
amongst the pre-cooled towers.
In terms of heat rejection rate, although pre-cooling can decrease the inlet air temperature and thus
improves heat rejection rate through Eq.(1), the additional pressure drop causes the drop in air mass flow
rate and therefore impairs heat rejection rate. That is why the heat rejection rate of the pre-cooled NDDCT
can be either higher or lower than that of the tower without pre-cooling. As shown in Fig. 3b that the tower
performance is improved by pre-cooling only when the ambient temperatures are high enough. For the
same medium thickness, the tower performance improvement by the Cellulose7060 at high ambient
temperatures is the highest one, followed by PVC1200, Trickle125 and Trickle100 (Trickle125 and
Trickle100 have almost the same improvement). This is interesting as in reference [7], the authors found
that Cellulose7060 is the most promising medium when compared with Cellulose7090 and Cellulose5090.
Take a deep look at the medium performance, generally, for the proposed NDDCT and within the ambient
temperature range of 10−50℃, the pressure drop and cooling efficiency ranges of the media are
summarized in Table 4 (The data in Table 4 is beyond the simulation results reported in the current study)
[7, 31, 32].
In Table 4, the pressure drop in Pa depends on air velocity, medium thickness and to some extent on the
water flow rate. The cooling efficiency is dependent on the air velocity and the medium thickness [31, 32].
The Cellulose7060 has the lowest cooling efficiency and pressure drop when compared with Cellulose7090
and Cellulose5090, while it provides the highest cooling efficiency and pressure drop amongst PVC1200,
Trickle125 and Trickle100. From the comparative study of the current study and reference [7], the
Cellulose7060 is most promising for the pre-cooling enhancement of the studied NDDCT. This means that
the media with high or low cooling efficiencies and pressure drops are not promising for the pre-cooling
12
application of the studied NDDCT. Those media with middle cooling efficiencies and pressure drops intend
to produce much performance enhancement of the studied NDDCT and Cellulose7060 is a representative
of such kind of media.
For the pre-cooling application of NDDCTs, the cooling efficiency intends to improve the tower heat
rejection performance by reducing the tower inlet air temperature while the extra pressure drop in reverse
impairs the tower heat rejection performance through its contribution to the flow resistances (thereby
reducing the air mass flow rate passing through the tower, e.g., Fig. 3a). Since the NDDCT is operated by
the balance of both energy and draft equations, the cooling efficiency and the extra pressure drop are all
crucial to the tower heat rejection performance. The media with high cooling efficiencies provide more
cooling but also come with large resistances. The media with low pressure drops have the advantage of
small resistances but produce less cooling. The middle option may offer a good alternative. This trade-off
between cooling efficiency and pressure drop can be reflected as Fig. 4.
Overall, the Cellulose7060 with the pressure drops of 28.6−272.1 Pa/m and the cooling efficiency range of
44.7−88.5% is most promising for the pre-cooling enhancement of the studied 120m-high NDDCT.
4. Conclusions
The current study simulates pre-cooling of a 120m-high NDDCT using four selected wetted media based
on a MATLAB program. The simulation finds that: (1) the media with high or low cooling efficiencies and
pressure drops are not promising for the pre-cooling application of the 120m-high NDDCT while those
media with middle cooling efficiencies and pressure drops intend to produce much performance
enhancement; (2) Cellulose7060 with the pressure drops of 28.6−272.1 Pa/m and the cooling efficiency
range of 44.7−88.5% is most promising for the pre-cooling enhancement of the 120m-high NDDCT; (3) the
critical temperatures below which the tower performance does not benefit but is hindered by wetted-
medium pre-cooling are 20℃, 26℃, 26℃ and 24℃ for Cellulose7060, PVC1200, Trickle125 and Trickle100,
respectively at ambient humidity of 20%; (4) the wetted-medium pre-cooling can raise the heat rejection
rate of the 120m-high tower without pre-cooling from 45MW to 92 MW, 76 MW, 68 MW and 65MW by
13
Cellulose7060, PVC1200, Trickle125 and Trickle100, respectively at extreme climate of ambient
temperature 50℃ and humidity 20%.
Acknowledgements
The project was supported by “The Fundamental Research Funds of Shandong University” (Grant No.
2016TB010). The financial supports from Postdoctoral Science Foundation of Shandong Province (Grant
No. 201602018), National Natural Science Foundation of China (Grant No. 51606112) and Shandong
Natural Science Foundation (Grant No. ZR2016EEM35) are gratefully acknowledged.
References
[1] M. Liu, N.H. Steven Tay, S. Bell, M. Belusko, R. Jacob, G. Will, W. Saman, F. Bruno. Review on
concentrating solar power plants and new developments in high temperature thermal energy storage technologies. Renewable and Sustainable Energy Reviews, 53 (2016) 1411-1432.
[2] L.F. Cabeza, A. Solé, X. Fontanet, C. Barreneche, A. Jové, M. Gallas, C. Prieto, A.I. Fernández.
Thermochemical energy storage by consecutive reactions for higher efficient concentrated solar power
plants (CSP): Proof of concept. Applied Energy, Article in Press (2016),
http://dx.doi.org/10.1016/j.apenergy.2016.10.093.
[3] Y. Jemmal, N. Zari, M. Maaroufi. Thermophysical and chemical analysis of gneiss rock as low cost
candidate material for thermal energy storage in concentrated solar power plants. Solar Energy
Materials and Solar Cells, 157 (2016) 377-382.
[4] H.R. Seyf, A. Henry. Thermophotovoltaics: a potential pathway to high efficiency concentrated solar
power. Energy & Environmental Science, 9 (2016) 2654-2665.
[5] X. Li, Z. Guan, H. Gurgenci, Y. Lu, S. He. Simulation of the UQ Gatton natural draft dry cooling tower. Applied Thermal Engineering, 105 (2016) 1013-1020.
[6] S. He, H. Gurgenci, Z. Guan, K. Hooman, Z. Zou, F. Sun. Comparative study on the performance of
natural draft dry, pre-cooled and wet cooling towers. Applied Thermal Engineering, 99 (2016) 103-113.
[7] S. He, H. Gurgenci, Z. Guan, A.M. Alkhedhair. Pre-cooling with Munters media to improve the
performance of Natural Draft Dry Cooling Towers. Applied Thermal Engineering, 53 (2013) 67-77.
[8] S. He, Z. Guan, H. Gurgenci, I. Jahn, Y. Lu, A.M. Alkhedhair. Influence of ambient conditions and
water flow on the performance of pre-cooled natural draft dry cooling towers. Applied Thermal
Engineering, 66 (2014) 621-631.
[9] S. He, H. Gurgenci, Z. Guan, X. Huang, M. Lucas. A review of wetted media with potential application
in the pre-cooling of natural draft dry cooling towers. Renewable and Sustainable Energy Reviews, 44
(2015) 407-422.
[10] A. Franco, D.L. Valera, A. Madueno, A. Pena. Influence of water and air flow on the performance of cellulose evaporative cooling pads used in Mediterranean greenhouse. Transactions of the ASABE, 53
(2010) 565−576.
[11] E. Elsarrag. Experimental study and predictions of an inclined draft ceramic tile packing cooling tower.
Energy Conversion and Management, 47 (2006) 2034−2043.
[12] ASABE standards (ANSI/ASAE EP406.4). Heating, ventilating and cooling greenhouses. American
Society of Agricultural and Biological Engineers, St. Joseph, Michigan, USA, 2008.
[13] J.A. Dowdy, R.L. Reid, E.T. Handy. Experimental determination of heat and mass transfer coefficients
in aspen pads. ASHRAE Transactions, 92 (1986) 60–70.
[14] J.A. Dowdy, N.S. Karabash, Experimental determination of heat and mass transfer coefficients in rigid
impregnated cellulose evaporative media, ASHRAE Transactions, 93 (1987) 382−395.
[15] C.M. Liao, K.H. Chiu. Wind tunnel modeling the system performance of alternative evaporative cooling pads in Taiwan region. Building and Environment, 37 (2002) 177−187.
14
[16] C.M. Liao, S. Singh, T.S. Wang. Characterizing the performance of alternative evaporative cooling
pad media in thermal environmental control applications. Journal of Environmental Science and
Health, Part A: Toxic/Hazardous Substances and Environmental Engineering , 33 (1998) 1391–1417.
[17] A. Malli, H.R. Seyf, M. Layeghi, S. Sharifian, H. Behravesh. Investigating the performance of
cellulosic evaporative cooling pads. Energy Conversion and Management, 52 (2011) 2598-2603.
[18] R.W. Koca, W.C. Hughes, L.L. Christianson. Evaporative cooling pads: test procedure and evaluation. Applied Engineering in Agriculture, 7 (1991) 485−490.
[19] A. Franco, D.L. Valera, A. Pena, A.M. Perez. Aerodynamic analysis and CFD simulation of several
cellulose evaporative cooling pads used in Mediterranean greenhouses. Computers and Electronics in
Agriculture, 76 (2011) 218-230.
[20] R. Hosseini, A. Beshkani, M. Soltani. Performance improvement of gas turbines of Fars (Iran)
combined cycle power plant by intake air cooling using a media evaporative cooler. Energy
Conversion and Management, 48 (2007) 1055-1064.
[21] A. Beshkani, R. Hosseini. Numerical modeling of rigid media evaporativecooler. Applied Thermal
Engineering, 26 (2006) 636-643.
[22] E. Tavakoli, R. Hosseini. Numerical analysis of 3D cross flow between corrugated parallel plates in
evaporative coolers. Energy Conversion and Management, 52 (2011) 884-892.
[23] S.M. Rassoulinejad-Mousavi, H.R. Seyf, S. Abbasbandy. Heat Transfer through a Porous Saturated Channel with Permeable Walls using Two-Equation Energy Model. Journal of Porous Media, 16
(2013) 241-254.
[24] A.K.M. Mohiuddin, K. Kant. Knowledge base for the systematic design of wet cooling towers, Part II:
Fill and other design parameters. International Journal of Refrigeration, 19 (1996) 52–60.
[25] D.G. Kröger. Air-Cooled Heat Exchangers and Cooling Towers: Thermal-flow performance
evaluation and design, vol. 1. PennWell Corp., Tulsa, Oklahoma, USA, 2004.
[26] M.M. Rashidi, M. Ali, N. Freidoonimehr, F. Nazari. Parametric analysis and optimization of entropy
generation in unsteady MHD flow over a stretching rotating disk using artificial neural network and
particle swarm optimization algorithm. Energy, 55 (2013) 497-510.
[27] M.M. Rashidi, N. Galanis, F. Nazari, A. Basiri Parsa, L. Shamekhi. Parametric analysis and
optimization of regenerative Clausius and organic Rankine cycles with two feedwater heaters using artificial bees colony and artificial neural network. Energy, 36 (2011) 5728-5740.
[28] M.M. Rashidi, O. Anwar Be´g, A. Basiri Parsa, F. Nazari. Analysis and optimization of a transcritical
power cycle with regenerator using artificial neural networks and genetic algorithms. Proceedings of
the Institution of Mechanical Engineers Part A Journal of Power & Energy, 225 (2011) 701-717.
[29] D.G. Kröger. Air-Cooled Heat Exchangers and Cooling Towers: Thermal-flow performance
evaluation and design, vol. 2, PennWell Corp., Tulsa, Oklahoma, USA, 2004.
[30] J.R. Watt, W.K. Brown. Evaporative Air Conditioning Handbook, Fairmont Press, Inc., Lilburn,
Georgia, USA, 1997.
[31] S. He, Z. Guan, H. Gurgenci, K. Hooman, Y. Lu, A.M. Alkhedhair. Experimental study on the
applications of two trickle media for the inlet air pre-cooling of Natural Draft Dry Cooling Towers.
Energy Conversion and Management, 89 (2014) 644−654.
[32] S. He, Z. Guan, H. Gurgenci, K. Hooman, Y. Lu, A.M. Alkhedhair. Experimental study of film media used for evaporative pre-cooling of air. Energy Conversion and Management, 87 (2014) 874-884.
[33] ASHRAE. ASHRAE Handbook-Fundamentals, I-P ed., American Society of Heating, Refrigerating
and Air-Conditioning Engineers, Inc., Atlanta, USA, 2009.
15
Fig. 1. Wetted-medium pre-cooling of air entering a natural draft dry cooling tower [9].
Fig. 2. The (a) cooling efficiency and (b) pressure drop of wetted media when used to pre-cool the NDDCTs.
Fig. 3. The (a) air mass flow rate and (b) heat rejection rate of the NDDCTs.
Fig. 4. The trade-off between cooling efficiency and pressure drop of wetted media (1−0.30m Cellulose7060; 2−0.15m
Cellulose7060; 3−0.15m Cellulose7090; 4−0.30m PVC1200; 5−0.15m Cellulose5090; 6−0.30m Trickle125; 7−0.30m
Trickle100) [7].
Table 1. Constants in Eq.(5).
Description a b c R2
Cellulose7060 0.124 -1.038 1825 0.979
PVC1200 0.566 -0.664 3191 0.995
Trickle125 0.131 -1.105 1657 0.976
Trickle100 0.568 -0.648 151 0.973
Table 2. Constants in Eq.(6).
Description d n R2
Cellulose7060 6.785 0.952 0.232 0.993
PVC1200 3.869 1.348 0.585 0.948
Trickle125 1.610 0.976 0.422 0.975
Trickle100 1.540 1.149 0.317 0.949
16
Table 3. Proposed cooling tower design.
Design condition NDDCT Pre-cooled NDDCT
Tower height, m 120 120
Tower inlet diameter, m 83 83
Tower outlet diameter, m 58 58
Finned tube heat exchanger, Apex angle of A-frame 2=61.50 2=61.5
0
Heat exchanger tubes 4 rows, 2 passes 4 rows, 2 passes
Wetted medium thickness, m − 0.3
Designed ambient pressure, kPa 101.325 101.325
Designed ambient temperature, oC 20 20
Designed ambient humidity, % 30 30
Designed water mass flow rate, kg/s 4390 4390
Designed water inlet temperature, oC 60 60
Designed heat rejection rate, MW 296 Depends on wetted medium type
Designed air mass flow rate, kg/s 10912 Depends on wetted medium type
Designed water outlet temperature, oC 43.9 Depends on wetted medium type
Table 4. Pressure drop and cooling efficiency comparisons [7, 31, 32].
Level Medium type Pressure drop, Pa/m Pressure drop, Pa Cooling efficiency, %
Low
PVC1200 22.8−246.8 4.5−43.2 8.8−50.3
Trickle125 17.4−124.1 4.3−48.9 19.1−50.4
Trickle100 12.0−109.6 3.9−33.5 15.8−43.9
Middle Cellulose7060 28.6−272.1 4.2−61.2 44.7−88.5
High Cellulose7090 69.3−561.0 9.9−83.8 64.1−92.4
Cellulose5090 110.3−964.0 12.1−98.3 71.2−95.9
5
Ground
Heat exchanger
Buoyancy
Air inlet
Air outlet
Wetted media
Air inlet
Tower shell
6
2
4
Tower supports
Pre-cooling system
Air flow
Water flow from
water pump
Wetted medium pieces
3
1
10 15 20 25 30 35 40 45 5020
30
40
50
60
70
80
90
Co
olin
g e
ffic
ien
cy,
%
Ambient temperature, oC
Cellulose7060
PVC1200
Trickle125
Trickle100
(a)
10 15 20 25 30 35 40 45 500
10
20
30
40
50
60
Pre
ssu
re d
rop
, P
aAmbient temperature,
oC
Cellulose7060
PVC1200
Trickle125
Trickle100
(b)
10 15 20 25 30 35 40 45 500
2
4
6
8
10
12
14
16
Air
ma
ss f
low
ra
te,
10
3kg
/s
Ambient temperature, oC
No pre-cooling
Cellulose7060
PVC1200
Trickle125
Trickle100
(a)
10 15 20 25 30 35 40 45 500
50
100
150
200
250
300
350
400
450
He
at
reje
ctio
n r
ate
, M
WAmbient temperature,
oC
No pre-cooling
Cellulose7060
PVC1200
Trickle125
Trickle100
(b)
20 40 60 80 10040
50
60
70
80
90
100
7766
55
22
1
Cooling efficiencyHe
at re
jectio
n r
ate
, M
W
Cooling efficiency, %
Benchmark: heat rejection rate of the tower without pre-cooling
1
0 5 10 15 20
44 33
Pressure drop
Pressure drop, Pa
Middle cooling efficiencies
Middle pressure drops
(e.g., 1, 2-Cellulose7060)
High cooling efficiencies
High pressure drops
(e.g., 3-Cellulose7090
and 5-Celluloe5090)
Pre
-co
olin
g e
nh
an
ce
me
nt
of
ND
DC
Ts
Wetted-medium performance
Low cooling efficiencies
Low pressure drops
e.g., 4-PVC1200, 6-Trickle125
and 7-Trickle100
Cooling efficiency, pressure drop
Middle cooling efficiencies
Middle pressure drops
(e.g., Cellulose7060)
High cooling efficiencies
High pressure drops
(e.g.,Cellulose7090
and Celluloe5090)
Pre
-coo
ling e
nha
nce
ment o
f N
DD
CT
s
Wetted-medium performance
Low cooling efficiencies
Low pressure drops
(e.g., PVC1200, Trickle125
and Trickle100)