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Engineering, Technology & Applied Science Research Vol. 12, No. 6, 2022, 9551-9559 9551 
 

www.etasr.com Kassem et al.: Wind Power Generation Scenarios in Lebanon 

 

Wind Power Generation Scenarios in Lebanon 
 

Youssef Kassem 

Department of Mechanical Engineering 
Engineering Faculty 
Near East University 

Nicosia, Cyprus 
yousseuf.kassem@neu.edu.tr 

Huseyin Camur 

Department of Mechanical Engineering 
Engineering Faculty 
Near East University 

Nicosia, Cyprus 
huseyin.camur@neu.edu.tr  

Hüseyin Gokcekus 

Department of Civil Engineering 
Civil and Environmental Engineering Faculty 

Near East University 
Nicosia, Cyprus 

huseyin.gokcekus@neu.edu.tr 

Abdalla Hamada Abdelnaby Abdelnaby 

Department of Mechanical Engineering 
Engineering Faculty 
Near East University 

Nicosia, Cyprus 
20213582@std.neu.edu.tr 

Received: 13 August 2022 | Revised: 10 September 2022 and 16 September 2022 | Accepted: 18 September 2022 

 

Abstract-Renewable energy in terms of solar and wind energy 

can be an essential part of Lebanon's strategies to add new 

capacity, increase energy security, address environmental 

concerns, and resolve the electricity crisis. In this regard, there is 

an urgent need to develop road maps in order to reduce the effect 

of global warming and enhance sustainable technological 

development for generating clean power in the country. 

Therefore, the present paper evaluates Lebanon's wind energy 

generation potential as an alternative solution to supply 

electricity to households in various locations distributed over 

Lebanon. In the present study, the measured data are used to 

evaluate the wind energy potential in Lebanon and to find 

suitable locations to install wind farms in the country. 

Accordingly, the results demonstrated that Ain ed Dabaa is the 

most suitable location for the installation of a wind farm. 

Moreover, the study aims to develop a wind energy cost analysis 

techno-economic model for eight conventional wind turbines and 

a Barber wind turbine, which was found to be very competitive. 

Consequently, this study showed that the implementation of a 

wind turbine could provide clean, economical, and continuous 

production of electricity in countries that suffer from daily 

blackouts.  

Keywords-Lebanon; wind potential; conventional wind 

turbines; Barber wind turbine; techno-economic model  

I. INTRODUCTION  

Energy demand growth, global warming, climate change, 
and increasing consumption of fossil fuels has led to the 
transition from conventional fuels to renewable energy 
resources [1-3]. Moreover, the use of fossil fuels in the 
generation of electricity contributes significantly to Greenhouse 
Gas (GHG) emissions, which further contributes to climate 
change [4, 5]. According to [6], utilizing renewable energy as 
an alternative energy source will help reduce environmental 
problems, essentially GHG emissions and air pollution. The 

use of renewable energy, including wind and solar energy, is 
rapidly increasing because it is economically viable and has 
limited environmental impact [7]. During the recent years, 
many studies have evaluated wind and solar energy potential as 
clean power sources for electricity generation in various 
countries. For instance, authors in [8] analyzed the performance 
of a 5kW rooftop photovoltaic (PV) system in Northern India. 
The results indicated that the annual average capacity 
utilization factor was 16.39%. Authors in [9] evaluated the 
wind potential in Taza and Dakhla cities, Morocco using the 
Weibull distribution function. The results demonstrated that the 
value of wind power density is 435.96W/m

2
 and 122.91W/m

2
 

in Dakhla and Taza respectively. Authors in [10] estimated the 
potential of rooftop PV electricity in Lethbridge, Canada using 
LiDAR data and ArcGIS. The results showed that the 
developed system has a huge potential to offset the energy 
demand of the city. Authors in [11] assessed the performance 
of the Aventa AV-7 wind turbine for electricity generation in 
Medina. It was found that the annual generation of energy from 
the selected turbine is 8648kWh. 

A. Electricity Situation in Lebanon 

Lebanon is located on the Eastern edge of the 
Mediterranean Sea, between 33.8547°N latitude and 35.8623°E 
longitude. At present, fossil fuels (97%) and hydropower (3%) 
are the main sources of electrical energy in Lebanon. 
Generally, the production capacity of electricity reaches 
3600MW, while the actual production capacity currently does 
not exceed 2000MW. Currently, Lebanon has 7 thermal power 
plants, 6 hydroelectric plants, and 2 power ships operating to 
generate electricity. The electricity consumption has increased 
due to the growth of the population and the continuing demand 
for new large and small appliances as shown in Figure 1 [12]. 
Besides, only 70% of total generated power covered the energy 
needs in the country as shown in Figure 2.  

Corresponding author: Youssef Kassem. 



Engineering, Technology & Applied Science Research Vol. 12, No. 6, 2022, 9551-9559 9552 
 

www.etasr.com Kassem et al.: Wind Power Generation Scenarios in Lebanon 

 

 

Fig. 1.  Electrical power demand distribution [12]. 

 

Fig. 2.  Electrical power demand distribution [13]. 

The electricity crisis is one of the most important issues 
affecting the daily lives of citizens, shop owners, and small 
businesses in Lebanon for years. The electricity crisis in 
Lebanon is not new and the electricity sector has suffered from 
decades of mismanagement, weak policies, and the absence of 
proper planning. The country has been suffering from a severe 
shortage of energy due to the dilapidation of old power stations 
that were accompanied by sabotage operations during the past 
years. As a result, duration of power cuts for citizens increased 
to more than 20 hours a day. For this reason, citizens rely on 
domestic power generators or small home generators, both of 
them adding great financial burdens. According to [14, 15], 
private generators are utilized in all the country to meet the 
energy demand, and they are considered the third main source 
of production of electricity.  

B. The Renewable Energy Situation in Lebanon 

According to [14, 16], the power sector in the country 
contributes about 58% of total CO2 emissions, of which 25% 
come from private generators. Consequently, utilizing 
renewable energy would reduce the consumption of fossil fuels 
and could be a clean source for electricity generation in the 
country. Authors in [17] concluded that wind power systems 
could be alternative sources to fulfill the electrical power 
required and reduce the CO2 emissions. Moreover, according to 
[17], standalone wind turbines are privately utilized for the 
generation of electricity for homes and small private 
companies. Approximately 2.06% of wind power is currently 
used for electric power generation in Lebanon [18]. Authors in 

[19] found that wind energy could be utilized in the country for 
electricity generation during the night. Authors in [20] 
concluded that the utilization of small-scale wind systems 
could be used for the generation of electricity from wind 
energy in Beirut, Sidon, and Tripoli. Authors in [21] concluded 
that wind turbine systems could be installed to complement the 
main grid with electric power during the peak hours.  

Numerous researchers have investigated the potential of 
renewable energy, particularly wind energy in different 
locations in Lebanon [16, 19-25]. For instance, authors in [25] 
investigated the wind potential in 9 locations in Lebanon. The 
author concluded that a small-scale wind system could be more 
profitably used for these areas. Authors in [23] studied the 
characteristics of wind energy in five locations in Lebanon. 
Their results showed that the wind energy system can be an 
alternative solution and more cost-effective than conventional 
power sources. Authors in [24] assessed the wind energy 
potential in 8 locations in the Northern Lebanon. The results 
showed that wind power system can be utilized to reduce the 
energy shortage in the country. According to [16, 19-25], it can 
be concluded that: 

 The utilization of wind power systems in Lebanon is 
limited. 

 Renewable energy systems can solve the electricity crisis 
and reduce CO2 emissions. 

 Only a few studies investigated the wind turbine 
performance for generating electricity in Lebanon.   

According to the literature review, no studies evaluated the 
potential and variability assessment of wind energy over 
Lebanon considering various climate conditions. 

C. The Importance of the Current Study 

Globally, wind energy and its associated technologies are 
essential to support electricity consumption and supply power 
in order to mitigate the electricity crisis. Besides, as an ongoing 
study on the assessment of renewable energy systems, 
primarily wind and solar energy in different locations, the 
present study aims to investigate the wind potential in various 
locations distributed over Lebanon. To achieve this, measured 
data for the period 2010-2017 were collected from 
meteorological agencies. Consequently, the Weibull 
distribution function was used to evaluate the characteristics of 
wind speed in the selected locations. The distribution 
parameters were estimated using the maximum likelihood 
method. The power density was calculated and was used to 
evaluate the potential of wind energy in each location. 
Additionally, the Power-Law exponent method was utilized to 
estimate the wind speed at various hub heights. Based on the 
literature, wind power is low and unsustainable in many 
regions in Lebanon. Consequently, this study aims to evaluate 
the techno-economic performance of the Ferris wheel-based 
Barber wind turbine, which is a new wind turbine technology, 
at low wind speed locations. Furthermore, the performance of 
the selected wind turbine is compared with conventional wind 
turbines under the same economic conditions. 

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II. MATERIALS AND METHODS 

The proposed methodology aims to assess the wind energy 
potential in 12 locations in Lebanon in order to identify suitable 
locations for future wind power systems. Then, the economic 
viability of wind systems is evaluated. Figure 3 illustrates the 
proposed methodology used in this study. 

A. Study Area and Dataset 

This examination was undertaken to identify the best 
location for installing wind power systems among the chosen 
locations in Lebanon. Table I summarizes the geographic 
information of the selected locations. 

TABLE I.  THE SELECTED LOCATIONS 

Location Latitude [°N] Longitude [°E] Elevation [m] 

Younine 34.0776 36.2750 1198 

Birket Aarous 34.2911 36.1456 2766 

Ain ed Dabaa 34.4431 35.8992 296 

Mqaybleh 34.6460 36.3577 330 

Ras Ouadi Ed Darje 34.2533 36.5775 1555 

Kfardebian 34.0017 35.8349 1670 

Qaraoun 33.5669 35.7193 913 

Khartoum 33.4079 35.3751 305 

Iskandarounah 33.1550 35.1685 53 

Beirut 33.8938 35.5018 40 

Khiam 33.3294 35.6148 697 

Hekr El Dahri 34.6306 36.0237 10 

 

B. Wind Speed Distribution 

The correct determination of the probability distribution of 
wind speed is a prominent factor in evaluating the wind energy 
potential in a region. Thus, knowing the wind speed 
distribution at a specific location is necessary for determining 
its potential. A 2-parameter Weibull distribution is commonly 
utilized to study the characteristics of wind speed. The Weibull 
Probability Density Function (PDF)����  and the cumulative 
distribution function ���� expressions are [26]: 

���� = ��	
 ��	
��
 ��� �− ��	
� �    (1) 
���� = 1 − ��� �− ��	
� �    (2) 

where �  is the mean wind speed (m/s), �  is the shape 
parameter, and c is the scale parameter of the Weibull 
distribution. 

To determine the distribution parameter, the Maximum 
Likelihood (ML) method is used to determine k and c [27]: 

� = �∑ ��� ����� ��� ∑ ����� − ∑ �������� � ��
    (3) 
� = �
� ∑ ����
 

 �⁄     (4) 

Following the Weibull distribution, (5) and (6) are utilized 
to estimate the average wind speed and the standard deviation 
of the wind speed respectively.  

� = �Γ �1 + 
�
    (5) 

# = $�% &Γ �1 + %�
 − Γ% �1 + 
�
'    (6) 
C. Wind Power Density 

To assess the potential of wind energy, (7) is utilized to 
determine the Wind Power Density (WPD) at a specific 
location:  

�()
* = 
% +�,Γ �1 + ,�
    (7) 
The average value of WPD can be estimated by [21]: 

() = 
% +�,    (8) ()  = 
% +�,����    (9) (.) = 
% +�̅ ,    (10) 
where P is wind power density (W), 0. is the mean wind power 
density (W), A is the swept area (m

2
), ρ is the air density 

(kg/m
3
), ���� is the PDF, and � 1 is the mean wind speed (m/s).  

D. Wind Speed Data Extrapolation at Different Hub Heights 

Generally, wind speed measurements are carried out at a 
height of 10m above the ground. To obtain energy from wind 
turbines, it is necessary to estimate wind speeds at various hub 
heights using (11) [28]: 

���2 = � 33�2

2.5672.2889��:�2��72.2889��;�2 �2⁄ �    (11) 

where � is the wind speed at the wind turbine hub height z, �
<  
is the wind speed at the original height =
<. 
E. Energy Output of a Wind Turbine  

The produced energy by the wind turbine >?@A  can be 
estimated by [28]: >?@A = ∑ PCDE F��G
     (12) 
where  F is time and 0?@A  is determined by:  

0?@A =
⎩⎪⎨
⎪⎧ 0                        when � < �	�(R �S���S�� ��R� + � (R�R���S�� � � �     when �	� ≤ � ≤ �U    0U                                      when �U ≤ � ≤ �	?   0                              when � > �	?  

    (13) 

where 0U   is the rated power of the wind turbine, �	�  the 
turbine’s cut-in speed, �	?  turbine’s cut-off speed, and �U  is its 
rated wind speed.   

The average power generation of the turbine can be 
expressed as [29]: 

0?@A = 0U WXYZ[��:S�S 
�\�XYZ[��:RS 
�\�:RS 
���:S�S 
� − ��� ]− ��S^	 

� _`   (14) 

The Capacity Factor (CF) is estimated [29, 30]: 

a� = b^cdefg<(R    (15) 



Engineering, Technology & Applied Science Research Vol. 12, No. 6, 2022, 9551-9559 9554 
 

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Fig. 3.  Flowchart of the proposed methodology. 

In this study, various wind turbines assumed the load 
profile for all months of the year. Nine wind turbines (Table II) 
with various characteristics including the Capital Cost of 
acquisition (CC) and O&M Cost (OMC) are selected as shown 
in Tables II-III. Generally, Conventional Wind Turbines 
(CWTs) are designed to generate electricity at high wind 
speeds. The cut-in speed and rated wind speed for these 
turbines are within the range of 3-5m/s and 12-15m/s 
respectively [30, 31]. CWTs are heavy and expensive to buy, 
install, and maintain. Therefore, the performance of the Ferris 
Wheel Wind Turbine (FWWT) is compared with the selected 
CWTs due to its advantages, such as its light design, lower 
weight to power ratios, etc. [32]. 

TABLE II.  SELECTED WIND TURBINES 

Model No. Wind turbine model Manufacture 
Model#1 Enercon E5 Enercon GmbH 
Model#2 Enercon E44 Enercon GmbH 
Model#3 EWT DW61 Emergya Wind Technologies B.V. 
Model#4 GE SLE 1.5 Winergy/Eickhoff/Bosch. 
Model#5 AN Bonus 1 MW/54 Siemens Wind Power A/S 
Model#6 DEWIND-62-91.5 m DeWind 
Model#7 Neg-Micon NEG Micon A/S 
Model#8 Vestas-V66 Vestas Wind Systems A/S 
Model#9 Barber wind turbine BarberWind Turbines 

TABLE III.  CHARACTERISTICS AND SPECIFICATIONS  

Model 
No. 

HH 
[m] 

hi  
[kW] 

jkl 
[m/s] 

ji 
[m/s] 

jkm 
[m/s] 

CC 
[USD] 

OMC 
[USD/y] 

Model#1 76 800 3 13 25 1750000 51250 
Model#2 55 900 3 16.5 34 2337500 51250 
Model#3 69 900 2.5 10 25 1918770 57158 
Model#4 85 1500 3 14 25 3375000 57158 
Model#5 50 1000 3 15 25 863530 25043 
Model#6 91.5 1000 2.5 11.5 23 1124758 32618 
Model#7 70 1000 4 14 20 1162460 33711 
Model#8 67 1650 4 16 25 1768000 51272 
Model#9 70 800 3 9.6 20 1400000 42000 

 

F. Economic Viability of a Wind System 

The wind energy farm’s viability is dependent on its ability 
to generate energy at low operating cost. In this paper, the 
Levelized Cost Of Electricity (LCOE) is utilized to calculate 
the Electricity Generated Cost (EGC) of the wind turbine [32]: 

nao> = p ���q�����q���7�efg<r���&�st)�5uv ' w [1 + u^x��X &1 − �
yX
y� 
�'\   (16) 



Engineering, Technology & Applied Science Research Vol. 12, No. 6, 2022, 9551-9559 9555 
 

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where +=1.23kg/m3 is air's density, z is the swept area (m2), aZ  
is the Betz limit power coefficient (theoretical value aZ =0.59), � is the escalation rate of operation and maintenance, { is the 
interest rate, | is the useful lifetime of the turbine in years, and a?  is the operation and maintenance costs during the first 
year. 

Additionally, (17) is used to determine the simple payback 
period (SPP) [32]: 

SPP = ~efg<r���&�st)�5uv'(�     (17) 
where � is the installed capital cost of the wind turbine plus the 
costs of civil works and 0X  is the price of electricity ($/kWh). 

III. RESULTS AND DISCUSSION 

A. Characteristics of the Wind Speed at 10m Height  

The statistical description of monthly wind speed includes 
mean value, Standard Deviation (SD), Coefficient of Variation 
(CV), Minimum (Min.), Maximum (Max.), Kurtosis (K), and 
Skewness (S) as summarized in Table IV for all selected 
locations. According to the findings, it is noticed that the 
maximum mean monthly wind speed of 4.90m/s is recorded in 

Ain ed Dabaa, while the minimum of 2.81 is recorded in 
Khiam and Khartoum. The monthly wind speeds for Ain ed 
Dabaa and Khartoum are illustrated in Figure 4. It is observed 
that the maximum value of monthly wind speed of 5.82m/s is 
recorded in January. The highest value of 3.03m/s for 
Khartoum is recorded in June as shown in Figure 4. It can be 
seen that the CV values are moderately low, ranging from 
6.52% to 17.25%. Additionally, all S values for most of the 
selected locations are negative, indicating that all distributions 
are left skewed. 

 

 
Fig. 4.  Mean monthly wind speed at a height of 10m.  

TABLE IV.  STATISTICAL ESTIMATORS OF MONTHLY WIND SPEED 

Variable Younine Birket Aarous Ain ed Dabaa Mqaybleh Ras Ouadi Ed Darje Khiam 

Mean 2.90 3.01 4.90 2.91 3.19 2.81 

SD 0.45 0.31 0.53 0.30 0.45 0.18 

CV 15.37 10.14 10.79 10.14 14.05 6.52 

Min. 2.32 2.44 4.00 2.36 2.54 2.47 

Max. 3.51 3.45 5.82 3.34 4.03 3.03 

S 0.03 -0.56 -0.15 -0.56 0.52 -0.54 

K -1.46 -0.26 -0.41 -0.26 -0.19 -0.81 

Variable Kfardebian Qaraoun Khartoum Iskandarounah Beirut Hekr El Dahri 

Mean 3.48 2.86 2.81 3.32 3.48 2.91 

SD 0.41 0.19 0.18 0.57 0.41 0.30 

CV 11.66 6.52 6.52 17.25 11.66 10.14 

Min. 3.04 2.51 2.47 2.72 3.04 2.36 

Max. 4.22 3.08 3.03 4.27 4.22 3.34 

S 0.82 -0.54 -0.54 0.42 0.82 -0.56 

K -0.75 -0.81 -0.81 -1.46 -0.75 -0.26 

 

B. Determination of Weibull Parameters 

The Weibull distribution parameters for the selected 
locations using monthly wind speed data were determined 
using the ML approach. The calculated shape k and scale c 
parameters of all selected locations at 10m height are shown in 
Figure 5. The value of k ranged from 5.99 to 15.45 with an 
average value of 10.49. The annual value of c range was 2.88-
5.04m/s with an average value of 3.32m/s. Moreover, the 
average wind speed and its SD were calculated using from (5) 
and (6) and are shown in Figure 5. It is observed that the mean 
wind speed and SD are within the range of 2.78-4.8m/s and 
0.22-0.63m/s respectively. Moreover, the PDF indicates the 
frequency of different levels of speed. It can be utilized to 
estimate which level of wind speed is prevalent in the location. 
The wind speed where the distribution curve peaks are the most 
frequently observed wind speed for the location. Figure 6 
illustrates the PDF of all selected locations.  

C. Wind Power Density 

To evaluate the wind potential in the selected locations, the 
annual WPD is computed from (7). The value of WPD for each 
location is tabulated in Figure 7. It is found that the value of 
WPD ranged from 13.18W/m

2
 to 67.44W/m

2
 with an average 

value of 21.03W/m
2
. Based on these values, the wind energy 

generation potential of these locations is classified as class 1 
(Poor) as shown in Table V. Therefore, small-scale wind 
turbines are suitable to be used in the selected regions for 
exploiting the available wind energy potential. Furthermore, it 
can be concluded that high-capacity wind turbines (MWs) with 
a height of 90m and above can be suitable for gathering the 
wind energy potential in the selected locations. This is 
investigated using the power-law method, i.e., the collected 
data at 10m height is synthesized to the 90m height at which 
most of the 1MW or above capacity wind turbine height is. 

 
 



Engineering, Technology & Applied Science Research Vol. 12, No. 6, 2022, 9551-9559 9556 
 

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Fig. 5.  Weibull parameters for all selected locations at a height of 10m. 

 

Fig. 6.  The probability density function for all selected locations. 

TABLE I.  WIND POWER CLASSIFICATION AT 10m 
HEIGHT 

Power class h1[W/m2] 
1 (Poor) ≤100 

2 (Marginal) ≤150 
3 (Moderate) ≤200 

4 (Good) ≤250 
5 (Excellent) ≤300 
6 (Excellent) ≤400 
7 (Excellent) ≤1000 

 

 
Fig. 7.  The annual value of wind power density for all selected locations. 

D. Techno-Economic Model 

As mentioned above, 9 wind turbines with various 
characteristics were selected and the wind speed at various hub 
heights was calculated using (11). For instance, Figure 8 
illustrates the monthly variation of wind speed at various hub 
heights for 3 selected locations. It can be seen that the value of 
wind speed increases with the increasing hub height of the 
wind turbine.  

 

 

 

 

Fig. 8.  Monthly average wind speed for 3 selected locations at various hub 
heights. 



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Fig. 9.  The estimated results in terms of AEP, CF, EGC, and SPP.  

To investigate the performance of wind energy, 9 wind 
turbines with various rated powers were considered. The aim is 
to select the turbine that best matches the wind regime at the 
selected locations. The electricity cost per kWh in Lebanon, the 

annual interest rate, the capital cost of acquisition, operation, 
and maintenance costs of wind turbines, and the life of the 
wind turbines are required for economic viability. These data 
were obtained from previous studies, trading economics, and 
global petrol prices. The Annual Energy Produced (AEP) and 
CF for the selected turbines were determined by (12) and (15) 
respectively. EGC and SPP were determined by (16) and (17). 
Figure 9 illustrates the estimated results in terms of AEP, CF, 
EGC, and SPP for all selected locations. It is found that the 
APE values ranged from 339.55MWh to 5017.35MWh with an 
average value of 1241.875MWh. The maximum and minimum 
values of APE are recorded in Ain ed Dabaa and Khartoum for 
a hub height of 91.5m (Model#6) and 55m (Model#2) 
respectively. The highest and lowest CF values are 59.23% 
(Ain ed Dabaa) and 2.79% (Khiam) respectively with an 
average value of 14.28%. Furthermore, the EGC values are 
within the range of 0.033-0.761USD/kWh with an average 
value of 0.287USD/kWh. Furthermore, the shortest payback 
period of 1.54 years is observed at Ain ed Dabaa for a hub 
height of 91.5m (Model#6).  

Other researchers who analyzed the performance of a wind 
farm system in terms of CF, SPP, and EGC support these 
observations [30, 33-39]. For instance, authors in [35] found 
CF values within the range of 31.1-49% and 37.3-56.6% for 
50m and 75m hub-height turbines. Authors in [30] found that 
the BWT 61m–800kW wind turbine has a payback period of 
1.9-27.3 years and its EGC values were within the range of 
0.04-0.43USD/kWh. In [36], it was found that the payback 
period for different wind farms with a capacity of 100MW 
ranged from 6.34 to 19.9 years. Authors in [33] found that the 
values of CF and EGC produced by various wind turbines were 
within the range of 32-38% and 0.255-0.306 USD/kWh 
respectively. Authors in [37] found that the CF values varied 
from 6.8% to 47.6% using various wind turbines with various 
characteristics. According to the finding of [34], the CF values 
of different wind turbines are estimated to be within the range 
of 22.9-50.6%. It should be noted that when the value of SPP 
exceeds the assumed lifetime of the wind turbine, it means that 
installing the wind turbines in locations is not economically 
viable for energy production for the selected wind turbine 
model. Moreover, according to [30, 31, 38], the SPP value for 
small and medium-scale wind turbines is within the range of 5-
12 years. Therefore, more than 50% of the selected cities fall 
within the range of SPP. Based on these results, it can be 
concluded that: 

 The results demonstrate the competitiveness of BWTs for 
operation compared to CWTs, especially at locations with 
low wind conditions. 

 Although Model#6 has a lower EGC in all selected 
locations, Model#9 has a robust design and a wider range of 
applications for all classes of wind resources. Thus, 
model#9 would have a lower cost in the long run.  

 FWWT technology is a strong candidate to increase the 
availability of economic, green, and sustainable energy in 
Lebanon.  

The EGC values obtained from the current study are 
compared with the current electricity prices in Lebanon in 



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Figure 10. It is clear that the price of the electricity generated 
by wind turbine systems is less than the one from conventional 
systems. It can be concluded that the developed systems ensure 
the economic feasibility of the project for all locations. Wind 
energy will be able to solve the problem of a chronic lack of 
electricity and reduce the electricity bills in Lebanon.    

 

 
Fig. 10.  Monthly average wind speed for some selected locations and 
various hub heights. 

IV. CONCLUSIONS 

Lebanon is experiencing a serious water and electricity 
crisis. The growing challenges faced by the population and 
energy sectors are outpacing the government's efforts to 
provide high-quality, affordable, and accessible electricity. In 
this context, utilizing wind energy is considered an alternative 
solution to supply electricity to households, reduce the effect of 
global warming, and enhance sustainable technological 
development. Therefore, there is an urgent need to develop 
road maps for the exploitation of renewable energy sources. 

In this regard, the techno-economic model for the 
assessment of wind energy in selected locations in Lebanon is 
presented in this research. In this study, the techno-economic 
performance of new technology of wind turbine, the Barber 
wind turbine (Model#9), is compared to conventional wind 
turbines under the same economic conditions.  

The results showed that the Barber wind turbine (Model#9) 
is very competitive to 8 known commercial wind turbines for 
low wind speed conditions. Consequently, the current study 
may encourage stakeholders in the renewable energy sector to 
provide support mechanisms for the adoption of large-scale and 
small-scale wind systems in the country. 

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