Mindanao Journal of Science and Technology Vol. 18 (1) (2020) 16-34
A Comparative Analysis of Techno-Economic
Viability of Hybrid Renewable Systems as
Sustainable Alternative for Energizing Selected Base
Transceiver Station in Ogun State, Nigeria
Ignatius K. Okakwu1*, Olakunle E. Olabode2, Akintunde S.
Alayande3, Olanike O. Ade-Ikuesan1 and Adedoyin M. Sulaiman4
1Department
of Electrical and Electronics Engineering
of Mechanical Engineering
Olabisi Onabanjo University
Ago-Iwoye, Nigeria
*igokakwu@yahoo.com
4Department
2Department
of Electrical, Electronics and Computer Engineering
Bells University of Technology
Ota, Nigeria
3Department
of Electrical and Electronics Engineering
University of Lagos
Akoka-Yaba, Nigeria
Date received: September 11, 2019
Revision accepted: October 22, 2019
Abstract
This paper presents a comparative analysis of techno-economic viability of four
different system configurations (photovoltaic [PV]/diesel generator [DG], PV/battery
[BAT], DG/BAT and DG-only) for energizing outdoor telecommunication sites located
within the latitude 7.15˚N and longitude 3.35˚E of Abeokuta, Ogun State, Nigeria. The
site used in this study has a maximum and average load of 1697 W and 39.6 kWh/day,
respectively. Among all configurations examined, PV/BAT system configuration
achieved the lowest life cycle cost (LCC) of ₦133,064,109 and cost of energy (COE)
of ₦0.70 with a renewable fraction of 100%, adjured as the most cost-benefit
configuration. However, the configuration with the least initial capital cost of
₦4,375,000 (DG-only) was the worst system configuration due to its high LCC
(₦593,667,359) and COE (₦12.95). Suffice it to know that both high fuel consumption
and exorbitant cost of maintenance account for this unfavorable scenario of DG-only
system configuration. In line with the results obtained, it is unarguable that the system
configuration with least initial capital cost might not be necessarily be the most
suitable system configuration for any proposed telecommunication site. Conclusively,
hybrid renewable system configuration showed superior performance relative to the
long-used orthodox DG-only system.
Keywords: base transceiver station, cost of energy, hybrid renewable system, life
cycle cost
I. K. Okakwu et al. / Mindanao Journal of Science and Technology Vol. 18 (1) (2020) 16-34
1. Introduction
Prior to the advent of telecommunication industries in Nigeria, primitive
systems of communication were employed. These systems include courier
services, landline telephone, sending letters to exchange vital information
through postal services, and personal travelling for message delivery. Most of
the time, establishment of business contracts were more of face-to-face
discussion. These communication systems, though suitable for their
communication needs, are grossly inadequate for this present dispensation.
Also, apart from the fact that the process of establishing contact between the
senders and receivers is indeed time exhaustive, the information sent tends to
suffer distortion either in magnitude or in content. In addition, there is high
likelihood that the receivers might not be able to decipher the ideal meaning
of the sent information.
The desire to shoulder communication processes appropriately and effectively
has led to the advent of global system of telecommunication (GSM). Its real
time espousal in Nigeria could be traced in the early days of the year 2000.
This alone has demonstrated a distinct revolution not only on the global
economy but also on the degree with which people dole out information and
knowledge across the country (Aris and Shabani, 2015; Ogunjuyigbe and
Ayodele, 2016). It has afforded both the common and cream of the society in
Nigerian access to cheaper, efficient and reliable means of communication
within a wink of an eye (Ogunjuyigbe and Ayodele, 2016). Business contacts
can be initiated without facial contact; at a dial in mobile phones, information
is disseminated without third parties. A means to establish efficient and
reliable communication link between the GSM network provider and end
users’ mobile phone is the antennae which is being carried by the
telecommunication mast housed at the base transceiver station (BTS). At the
global perspective, there are more than four million BTS worldwide with
which over six billion subscribers served (Faruk et al., 2012; Diamantoulakis
and Karagiannidis, 2013; Aderemi et al., 2018). Nigeria has over 24,252 BTS
sites across the country with 1,692 sites connected to the national grid while
about 12,560 sites are entirely off-grid (Global System for Mobile
Communications Association [GSMA], 2013a; Olatomiwa et al., 2014).
One of the major challenges impeding effective, reliable and sustainable
operation of GSM base transceiver stations in Nigeria is traceable to erratic
power supply across the country (Enwereuzor, 2016). The research reports of
GSMA (2013b) and Olatomiwa et al. (2015b) confirmed that power available
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to many of these electrified communities within the country is approximately
below 5 hours (h) on the average in a day. However, the energy requirement
of BTS is far above what is obtainable from the national grid system. It is
important to point out that BTS equipment alone consumed over 57% of total
energy required for effective, reliable and sustainable GSM network operation
(Alsharif et al., 2015). Yeshalem and Khan (2017) showed that the mobile
BTS power consumption pattern is in direct proportion to traffic pattern of the
mobile phone users. Report findings of GSMA (2013a) and Olatomiwa et al.
(2015b) revealed that of the 1,692 sites that are grid connected, 9%
experienced about 6 h loss of supply from the grid daily, 10% witnessed 6-12
h daily outage while the remaining 81% experienced daily cut away from
supply for more than 12 h. To stay out of this lopsided and erratic power
supply from the national grid, the diesel generator (DG) set was at start
presumed to be an apposite standby to achieve steady, stable, reliable and
sustainable power supply since its power supply is foreseeable and void of
climate dependency (Ayodele and Ogunjuyigbe, 2016). However, high cost
involvement in diesel procurement, prolonged downtime in the event of
mechanical faults as well as its environmental negative impact in form of
emission CO2 and other dangerous greenhouse gases, proved DG to be capital
intensive and difficult to rely on (Oyedepo and Adaramola, 2012). Renewable
energies such as wind, solar, biomass and among others are thus proposed as
sustainable, reliable, scalable and cost-effective alternative power supply for
telecom BTS sites.
Several works on this concept have been reported over time. Reiniger et al.
(1986) presented that the leading papers on hybrid power system came into
being as early as mid-1980s. However, its widespread acceptance for different
applications such as rural electrification project, powering of dam, and deep
water well started in the early part of 1990s (Adebanji et al., 2017). Its
successful application to power different GSM network base transceiver
stations have been researched by many authors across the globe. In
Bangladesh, Moury and Khandoker (2012) carried out the viability of using
grid connected solar photovoltaic (PV) array only to power BTS. The results
showed that the proposed approach provided cost-effective backup for the grid
supply. The reliability and efficiency of solar PV array is limited considerably
by the weather and climatic condition. In the Himalayas of south Asia, hybrid
of PV/wind turbine (WT)/DG has been deployed to power BTS sites
successfully. The estimated cost of the proposed hybrid system was found to
be $81,512.04 Canadian dollars. The authors concluded that the proposed
hybrid system guaranteed 24/7 reliably power supply for the targeted cellular
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mobile services at remote site of Nepal (Acharya and Dutta, 2013). In India,
BTS sites located in southern India have been reported to have successfully
powered with hybrid power systems using different configurations for the
same load demand. Different configurations were analyzed to find the most
suitable option based on the net present cost (NPC). The authors gave a list of
suggested optimum configurations obtained with Hybrid Optimization Model
for Electric Renewables (HOMER) software in the order of values obtained
for the NPC of each configurations (Afzal et al., 2010). Aderemi et al., (2018)
investigated techno-economic viability of using PV/battery (BATT) and
PV/DG configurations of hybrid power systems (HPS) to power BTS sites
situated in rural area of Soshanguve, South Africa. Both HOMER and
MATLAB Simulink were employed as implementation tools. The authors
concluded that PV/BATT was the most suitable configuration to meet the
energy need of the proposed sites based on values obtained for NPC, levelized
cost of energy (LCOE), operations and maintenance, and greenhouse gas
emission. The sensitivity and reliability analyses of the said optimum
configuration were not investigated. Yeshalem and Khan (2017) presented
economic viability of PV/BATT and PV/WT/BATT compared to DG alone
for power BTS sites in rural area of Ethiopia. HOMER software was used
techno-economic analysis using NPC, LCOE, renewable fractions (RF), fuel
consumption, capacity shortage, and excess electricity generation as the bases
of comparison. PV/BATT configuration was found out as the most suitable
configuration.
Also in Nigeria, the adoption of HPS for powering BTS sites is not a new
thing, even its application has been extended to several other area of
applications such as rural electrification (Akinbulire et al., 2014; Adebanji et
al., 2017), household or domestic electrification (Modu et al., 2018), primary
health centers electrification (Adeyeye et al., 2018), small-scale business
ventures powering (Oti and Lewachi, 2017) and university communities
electrification (Ikechukwu and Abam, 2018). Olatomiwa et al. (2015b)
examined the techno-economic viability of hybrid PV/DG/BATT and
PV/WT/DG/BATT for powering BTS sited in remote area in Nigeria. The cost
effectiveness and environmental friendliness were used as the criteria to
justify the most suitable configuration. HOMER software was employed for
simulation, optimization and analysis. PV array (10 kW)/ DG (5.5 kW)/BATT
(64 units Trojan L16P) was adjured as the most economically viable
configuration based on NPC and CO2 emission. Also, techno-economic
viability of PV/DG/BATT, PV/WT/DG/BATT, PV/DG and DG/BATT
hybrid system was analyzed using LCOE and CO2 emission to power BTS
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sites located in Lagos, Nigeria (Olatomiwa et al., 2014). HOMER software
was explored for optimal sizing of different configurations examined. Overall,
the PV/DG/BATT configuration system was identified as most economic
viable and sustainable for the proposed site. Similarly, Ogunjuyigbe and
Ayodele (2016) examined hybrid configurations of PV/DG/BATT,
PV/BATT, DG/BATT, DG-only and PV-only to power BTS sites located in
Ibadan, Oyo State. The HOMER software was used and the comparison
assessment was done using NPC and lowest life cycle cost (LCC). In all cases
considering 25 years project life cycle, PV/DG/BATT achieved the most
economical viability. The said optimum configuration comprise PV (50 kW),
DG (10 kW), Trojan LI6P (300 numbers) and converter (10 kW). This present
work examined different system configurations of PV/DG, PV/BAT,
DG/BAT and DG-only system in powering a BTS site in Ogun State, Nigeria.
2. Methodology
2.1 The Load Profile of the Case Study
The load profile was obtained from the power ratings of all available
equipment in the BTS site with a special consideration given to the time
interval of all power equipment. Generally, outdoor telecommunication sites
are equipped with internal cooling mechanism supported with natural aircooling system since these sites are not provided with air conditioning system.
Presented in Table 1 is the load profile of the BTS Site of interest. The
maximum demand is around 1.697 kW with an average load usage of 39.6
kWh/day.
Table 1. Load profile of the BTS site under investigation
Power Consumption of a 2G Outdoor Telecommunication Site in Nigeria
Hours
Total
Power
Total
Usage
WattageDescription of
Vendor/Model Ratings Quantity Wattage
per
hour
System Component
(W)
(W)
day
(KWh/day)
Transmission Radio
Ceragon
100
3
300
24
7.2
RF Antenna
Huawei
100
3
300
24
7.2
(Sector)
Huawei
100
3
300
24
7.2
1800MHz RRU
Huawei
100
3
300
24
7.2
900MHz RRU
Huawei
100
3
300
24
7.2
Rectifier
Huawei
100
1
100
24
2.4
Lighting lambs
Ericsson
36
2
72
12
0.9
Aviation light
Ericsson
25
1
25
12
0.3
Total Average Energy Consumption
1697
168
39.6
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2.2 Description of Site Location
BTS site used in this study is located in Abeokuta, Ogun State, South-Western,
Nigeria (lat. 7.15°N and long. 3.35°E). The data obtained from Nigeria
Meteorological Agency for monthly average daily solar irradiation for site are
presented in Table 2.
Table 2. The average monthly solar radiation
Months of the
year
Average
Solar
(kWh/m2/day)
Jan.
Feb.
Mar.
Apr.
May
Jun.
Jul.
Aug.
Sept.
Oct.
Nov.
Dec.
5.50
5.70
5.64
5.35
5.09
4.57
4.00
3.79
4.11
4.70
5.11
5.35
2.3 System Configuration
In this study, four system scenarios were considered – PV/DG, PV/BAT,
DG/BAT and DG-only systems. The configuration of each system is shown
in Figure 1.
(a)
(b)
Load
PV
DG
PV
Load
Converter
Converter
BAT
AC
AC
DC
(c)
DC
(d)
BAT
Load
Load
DG
DG
Converter
AC
DC
AC
Figure 1. System configurations – PV/DG (a), PV/BAT (b), DG/BAT (c)
and DG only (d)
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2.4 Components of the Hybrid System
The hybrid system components comprised PV panels, DG, converter, batteries
and charger controllers. The PV panels, batteries and DG were combined to
provide the system output and unforeseen variation of renewable fraction (RF)
sources. Increasing the RF of the hybrid system tends to lower both
maintenance and replacement cost of the DG (Olatomiwa et al., 2015a). The
detailed assumptions regarding components prices were as follows:
The capital cost of 250W, 24V polycrystalline module solar panel is taken as
₦55,000.00. The PV panel lifetime was taken as 25 years with a de-rating
factor of 5% per year.
The 16 kW AC diesel generator initial capital cost was as ₦3,500,000.00 with
a diesel consumption of 2.5 L per hour. The cost of sundry was ₦875,000.00.
The operating lifetime of DG was 15,000 h and the DG was maintained at
every 250 run hours. The diesel price was ₦240 per L.
The initial capital cost of a 2.5 kW, 48V/230AC, 50Hz bi-directional converter
was ₦225,000.00 with a lifetime and efficiency of 10 years and 90%,
respectively.
The initial capital cost of a unit 12V trojan deep cycle battery of 200Ah was
taken to be ₦180,000.00 with a lifetime of five years.
The initial cost of a 100A, 24V solar charge controller was taken at
₦300,000.00.
The cost of cable installation materials, other accessories and civil work was
₦1,600,000.00.
Installation cost and cost of item delivery to site location were ₦750,000.00
and ₦265,000.00, respectively. One US dollars was equivalent to ₦360 as at
the conduct of this study.
2.5 Solar PV Ray
The PV-array area is governed by Equation 1 (Bataineh and Dalalah, 2012).
PVarea =
22
ELD
Gin × ɳPV × TCF × ɳout
(1)
I. K. Okakwu et al. / Mindanao Journal of Science and Technology Vol. 18 (1) (2020) 16-34
where:
ELD = average daily load (kWh/day)
Gin = case study average daily radiation (kWh/m2/day)
ɳPV = PV module efficiency
TCF = correction factor temperature
ɳout = efficiency of the output
Also, output efficiency was modelled mathematical using Equation 2
(Bataineh and Dalalah, 2012).
ɳout = ɳB × ɳinv
(2)
where:
ɳB = efficiency of the battery
ɳinv = efficiency of the inverter
Similarly, the power output of a photovoltaic array was modelled using
Equation 3 (Khaled and Doraid, 2012).
PVoutput = PVarea × PSI × ɳPV × SF
(3)
where:
PSI = standard test conductions peak solar intensity (1000W/m2)
SF = losses factor of safety
Also, number of PV-modules cascaded in series (NMs) was expressed using
Equation 4 (Jogunuri et al., 2017).
NMS =
System Voltage (Vsystem )
Module Voltage (Vmodule )
(4)
The number of modules in parallel (NMp) was obtained with the aid of
Equation 5 (Jogunuri et al., 2017).
NMP =
PVoutput
NMs × Pmodule
(5)
where:
Pmodule = power output of the module
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The total number of module (NMtotal) required was attained using Equation 6
(Jogunuri et al., 2017).
NMtotal = NMP × NMS
(6)
2.6 Battery Storage System
The capacity of the battery storage was modelled using Equation 7 as reported
by Jogunuri et al. (2017).
BSt =
ELD × Ad
DOD×ɳg × Vsystem
(7)
where:
Ad = days of battery autonomy
DOD = depth of discharge
In this study, DOD of 80% was used for this research.
The number of batteries in parallel (NBp) was expressed using Equation 8 of
Jogunuri et al. (2017).
NBp =
Bst
Unit battery rated capacity
(8)
Also, number of batteries to be cascaded in series (NBs) was obtained using
Equation 9 (Jogunuri et al., 2017).
NBs =
Vsystem
Bv
(9)
where:
Bv = battery unit voltage
Hence, the aggregate number of batteries (NBr) needed was given using
Equation 10 (Jogunuri et al., 2017).
NBr = NBs ×NBp
(10)
2.7 Inverter System
The essence of inverter in a hybrid configuration is for conversion DC voltage
obtained from the batteries to AC voltage needed by the connected load (Esan
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and Egbune, 2017). Essentially, both the inverter and the battery must have
the same nominal voltage and for safety purposes. The inverter should be
25.30% larger in rating relative to load. The rating of the inverter was given
by Esan and Egbune (2017).
Invrating = Total load wattage + [0.3 x total load wattage]
(11)
2.8 Solar Charge Controller
To match the voltage of the photovoltaic module and the batteries, solar charge
controller is needed. The charge controllers are designed to effectively manage
the maximum current generated by photovoltaic systems. Its voltage is
comparatively compatible with voltage of the system. The solar charge
controller rating (SCCR) was governed by Equation 12 (Guda and Aliyu,
2015) expressed as:
SCCR = ISC × NMP × SF
(12)
where:
ISC = short-circuit current of the PV-array (8.74A)
In a nutshell, the number of controllers needed for parallel connection was
obtained utilizing the Equation 13 of Guda and Aliyu (2015).
NCCp =
SCCR
Ampere per controller
(13)
2.9 System Economic Charger
The parameters for economic evaluation of a hybrid configuration consist of
LCC and levelized cost of energy (LCE). The LCC comprises the aggregate
investment cost are decommissioning, maintenance, operation and
replacement. The LCC is designed to fish out the most cost-effective
configuration among other available alternatives. The mathematical model for
LCC was given by Oti and Lewachi (2017) as:
LCC = OC+OM+R+F
(14)
where:
OC = Investment capital cost
OM = cost of operation and maintenance
R = cost of replacement
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F = cost of fuel
SV = salvage value
The OM was modeled using Equation 15 (Abaka et al., 2017) expressed as:
where:
OM = FI ×OC× [(
1+Fe N
1+Fe
) × (1- (
) )]
1+d
d-Fe
(15)
FI = percentage (5%) of initial capital cost (Gupta, 2015)
Fe = escalation rate, assumed to be 20% (Otasowie and Ezomo, 2014)
d = discount rate, assumed to be 17.71% (Adeyeye et al., 2018)
N = number of years
The cost of replacement (R) was modeled as:
where:
R = P ×(1+i)N
(16)
P = initial capital cost for replaced component
i = rate of interest, assumed to be 15.37% (Oti and Lewachi, 2017)
It is worthwhile to note that battery is usually the component to be replaced
for solar system, while the generator is frequently replaced after 15,000 run
hours for a diesel generator.
The cost of fuel (F) was obtained with the aid of Equation 17 (Oti and
Lewachi, 2017) expressed as:
F = CA × AD × [(
1+Fe
1+Fe N
) × (1- (
) )]
d-Fe
1+d
(17)
where:
CA = cost per liter of diesel (₦240)
AD = yearly diesel consumption
AD = average consumption per day × 365
(18)
The existing 20 kVA generator consumes 60 L of diesel per day as indicated
in the BTS logbook. The Cost of energy (COE) represents the net present
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value of the unit cost of electricity over the lifetime of each electricity
generating asset (Oti and Lewachi, 2017). It was modelled mathematical using
Equation 19.
COE =
∑ni=1
where:
OC + OM + R + F
(1 + d)t
Et
∑ni=1
(1+d)t
(19)
Et = electrical energy produced in (t) year
Renewable energy fraction (REF) stands for aggregate power produced by the
renewable energy sources relative to the power generated from the entire
hybrid configuration (Al-Shamma'a and Addoweesh, 2012). This was
obtained using Equation 20 expressed as:
REF = (1-
EL,DG
) ×100%
EL,served
(20)
The REF of 100% means pure renewable system and 0% implies pure diesel
system.
3. Results and Discussion
The simulation was done by juxtaposing the four different system
configurations (PV/DG, PV/BAT, DG/BAT and DG-only). The optimal
results obtained for the hybrid system are presented in Table 3. A vivid
analysis of Table 3 shows that the least initial capital cost of approximately
₦4,375,000 was achieved with DG-only configuration which amounts to the
following: about 15.28% of the initial capital cost of PV/BAT configuration;
20.13% of initial capital cost of PV/DG and 51.50% of initial cost of DG/BAT
configuration. Also, Table 3 shows that the PV/BAT configuration has the
highest initial capital cost which brands the DG-only configuration to be easily
accessible to the telecom operators when special consideration is given to the
initial cost.
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Table 3. Comparison of various System Configurations
System configuration
PV/DG
PV/BAT
DG/BAT
DG-only
COE (₦/kWh)
5.11
0.70
5.59
12.95
LCC (₦)
478,969,756
133,064,109
256,327,586
593,667,359
Initial capital cost (₦)
21,735,000
28,640,000
7,255,000
4,375,000
O & M cost (₦)
103,182,637
46,435,428
28,373,604
85,120,813
Fuel cost (₦)
113,624,120
0.00
56,812,060
170,436,180
Replacement cost (₦)
240,427,999
57,988,681
163,886,921
333,735,366
RF (%)
33.33
100.00
0.00
0.00
The result of the analysis (Table 3) also reveals that the PV/BAT system
configuration has the least LCC of ₦133,064,109 and COE of ₦0.70, followed
by DG/BAT (LCC = ₦256,327,586; COE = ₦5.59), PV/DG (LCC =
₦548,238,438; COE = ₦5.85), and DG-only (LCC = ₦593,667,359; COE =
₦12.95). This places the PV/BAT system configuration as the best system
configuration with the lowest LCC and COE. On the other hand, DG-only is
the worst system configuration with the highest LCC and COE for providing
power sources for a telecommunication site.
Figures 2 and 3 show the LCC and COE for all system configurations for a
lifetime of 25 years. Figure 2 shows how the LCC of the system configuration
increases exponentially. Figure 2 portrays a breakeven point of 10 years
between two configurations, PV/DG and DG-only, and between DG/BAT and
PV/BAT. This implies that the DG-only is more economical than PV/DG and
DG/BAT is more economical than PV/BAT in the first 10 years. Figure 3
shows the COE for all the four system configurations. PV/BAT has the lowest
COE while DG-only has the highest COE. Therefore, the DG-only system
configuration shows to be the worst one, despite its least initial capital cost,
due to its high maintenance and fuel cost. It can be deduced from the obtained
result that configuration with the least initial capital cost may not necessarily
be the configuration that will guarantee lowest COE. Hence, addition of
renewable source like PV system and batteries to the long-used diesel system
configuration is regarded as an excellent investment cost, relative to
maintenance and fuel consumption.
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8
x 10
6
PV/DG
PV/BAT
DG/BAT
DG only
5
LCC (Naira)
4
3
2
1
0
0
5
10
15
20
25
Year
Figure 2. LCC of different system configurations
100
PV/DG
PV/BAT
DG/BAT
DG only
90
80
COE (Naira/kWh)
70
60
50
40
30
20
10
0
0
5
10
15
20
25
Year
Figure 3. COE of different system configurations
Sensitivity analysis showcases how changes in some variables will affect
economic value. Figures 4 to 6 show the effect of interest and discount rates
and diesel price on COE of the different configurations. Figure 4 shows that
COE is directly proportional to interest rate while Figure 5 shows that COE is
inversely proportional to discount rate. The COE increases as the interest rate
increases; the COE decreases as the discount rate increases. Figures 6 depicts
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that COE increases as diesel price increases. From the said figures, it can be
observed that the best configuration is the hybrid PV/BAT, followed by
PV/DG and DG/BAT, while DG-only is the system with the worst case
scenario. The worst case configuration result is in agreement with the findings
of Olatomiwa et al. (2014).
16
PV/DG
PV/BAT
DG/BAT
DG only
14
COE (Naira/kWh)
12
10
8
6
4
2
0
6
8
10
12
Interest rate (%)
14
16
18
Figure 4. Sensitivity analysis of interest rate against COE
35
PV/DG
PV/BAT
DG/BAT
DG only
30
COE (Naira/kWh)
25
20
15
10
5
0
6
8
10
12
Discount rate (%)
14
16
Figure 5. Sensitivity analysis of discount rate against COE
30
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14
PV/DG
PV/BAT
DG/BAT
DG only
12
COE (Naira/kWh)
10
8
6
4
2
0
220
225
230
235
240
245
Diesel price (Naira)
250
255
260
Figure 6. Sensitivity analysis of diesel price against COE
The above sensitivity results reveals that policy makers should encourage
decrease in interest rate, increase in discount rate and decrease in fuel price
for renewable energy technology investors.
4. Conclusion
This study compared four different (PV/DG, PV/BAT, DG/BAT and DGonly) system configurations for energizing an outdoor BTS station in Nigeria.
In concomitant with the results of the analysis, appropriately sized PV/BAT
configuration was adjured the best optimal system configuration since it
obtained the lowest LCC and COE as compared to other investigated
configurations. The PV/BAT configuration has LCC of ₦133,064,109 and
COE of ₦0.70 with the highest initial capital cost of ₦28,640,000. Although,
the DG-only system configuration recorded the least initial capital cost
(₦4,375,000), it can be considered as the worst system configuration due to
its high LCC (₦593,667,359) and COE (₦12.95). High fuel consumption and
maintenance cost are major potential factors responsible for this undeserved
scenario. This shows that the configuration with the least initial capital cost
may not necessarily result in lower cost of energy. Therefore, it is safe to
advise telecommunication operators to invest more on renewable sources of
energy in powering the BTS site instead of the usual DG-only system.
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