- Open Access
- Total Downloads : 206
- Authors : Rifat Abdullah, Mahzuba Islam
- Paper ID : IJERTV2IS111072
- Volume & Issue : Volume 02, Issue 11 (November 2013)
- Published (First Online): 25-11-2013
- ISSN (Online) : 2278-0181
- Publisher Name : IJERT
- License: This work is licensed under a Creative Commons Attribution 4.0 International License
Prospects of Wind Energy in the Coastal Region of Bangladesh
Prospects of Wind Energy in the Coastal Region of
Bangladesh
Rifat Abdullap, Mahzuba Islam2
1Lecturer at Daffodil International University, Dhaka, Bangladesh
2Lecturer at Daffodil International University, Dhaka, Bangladesh
AbstractIn the case of the emerging energy problem in Bangladesh, wind energy holds good prospects. The wind speeds of the coastal regions of Bangladesh have been considered in this paper. The data and calculation for 800 MW of power indicates the prospective source of wind energy is avail- able in coastal regions of Bangladesh. Proper types of wind turbines may be use for the purpose of extracting wind energy from the coastal regions of Bangladesh.
Index Terms Wind speed, W ind energy, Wind turbine, Coastal area,Global Engery,Windmill,Energy Consumption.
B
B
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angladesh encountering difficulties in supplying energy to maintain its economic growth. The electrical load demand of Bangladesh is nearly 7,500 MW. The current demand
for energy exceeds the available resources and this gap is pro- jected to increase significantly in the near future. your paper.
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For geographical position of Bangladesh wind power system has a good potential. Bangladesh Power Development Board (BPDB) and Local Government Engineering Department (LGED) have committed lots of research work on wind power system. There is a project in Muhuri which have a rated capac- ity of 0.99 MW [6]. All the research works in Muhuri indicate that it has a potential of 100 MW wind power capacity. In Bangladesh, winds are available mainly during the Monsoons and around one to two months before and after the Monsoons. During the months starting from late October to the middle of February, winds either remain calm or are too low to be of any use by a traditional windmill. Except for the above mentioned period of four months, a windmill if properly designed and located, can supply enough energy to be marketable.
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Wind is the worlds fastest growing energy source today and
it has been retaining this position consecutively for the last
five years. The global wind power capacity has increased by a factor of 4.2 during the last five years. The total global in-
stalled capacity is 1, 76,470 MW in 2011. Over 73% of the glob- al installations are in Europe. Germany is the European leader, followed by Spain and Denmark [7], [9]. With the increasing thrust on renewable and reducing cost of wind generated elec- tricity, the growth of wind energy will continue in the years to come. According to European Wind Energy Association (EWEA), wind with its expected 230,000 MW installation, can supply 12 % of the global energy demand by 2010[8]. This in- dicates a market worth around 25 billion Euros. The installed capacity may reach a level of 1.2 million MW by 2020[3], [4].
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Wind speed for eight different sites has been collected from the Meteorological department of Bangladesh shown in table 1.
TABLE 1
WIND SPEED OF DIFFERENT SITES AT DIFFERENT HEIGHT
SL.
LOCATION
HEIGHT
AVERAGE SPEED (M/S)
REMARKS
1
COXS BAZAR
25m
3.792
GOOD
2
CHARFESSION
25m
4.433
BETTER
3
CHITTAGONG
25m
4.367
BETTER
4
KUAKATA
20m
3.135
GOOD
5
KUAKATA
30m
4.146
BETTER
6
KUTUBDIA
20m
3.642
GOOD
7
SITAKUNDA
20m
3.015
GOOD
8
SITAKUNDA
30m
3.554
GOOD
The wind speed is for a duration of twelve months for eight differ- ent sites which is the most recent data from the Meteorological department of Bangladesh. The coastal area includes Saint Martein,
Teknaf, CoxsBazar, Patenga, Chittagong, Sitakunda, Kuakata, Ku- tubdia, Hatiya, Sandwip, Mongla etc. In this section the wind speeds of these locations are shown at different heights. Figure 1, 2, 3 and 4 represent that months versus wind speeds of Coxs Bazar, Kutubdia, Kuakata and Saint Martin respectively.
Fig 4 Month Vs W ind speed of Saint Martin Island
of Coxs Bazar, Charfassion
& Chittagong.
Fig 2. Month Vs W ind speed of Kutubdia.
Fig 3 Month Vs W ind speed of Kuakata.
Fig. 1. Month Vs
Wind speed
TABLE 2
MONTHLY AND ANNUAL AVERAGE WIND SPEED AT 50 METER
MONTH
MU- HURI DAM, FENI
(m/s) H=50m
MOGNA- MAGHAT COXS BA- ZAR
(m/s) H=50m
PARKY SAIKAT PATEN- GA, CHIT- TAGONG
(m/s) H=50m
KUA- KATA PA- TUA- KHA- LI
(m/s) H=50
m
JANUARY
5.10
5.30
4.90
5.802
FEBRUARY
5.30
4.80
5.10
5.50
MARCH
7.00
7.30
7.60
7.70
APRIL
7.70
7.90
7.80
8.30
MAY
8.10
8.20
8.20
7.90
JUNE
7.20
8.00
7.60
6.90
JULY
7.40
8.40
8.10
7.70
AUGUST
6.80
7.70
7.40
7.50
SEPTEM-
6.70
7.10
6.90
6.90
OCTOBER
6.20
6.80
6.40
6.30
NOVEM-
5.60
5.90
5.60
5.50
DECEM-
4.90
5.40
5.10
4.80
ANNUAL AVERAGE WIND SPEED(m/s)
6.50
6.90
6.725
6.733
Table 2 [10] shows the wind speeds at four locations in the coastal areas of Bangladesh. These locations are Parky Saikat near Patenga, Chittagong; Mognamaghat, Pekua, Coxs Bazar; Muhuri Dam, Sonagazi, Feni; and Kuakata, Patuakhali. These four sites are representatives of the entire coastal areas of our country. It was found that the annual average wind speed in these four sites is more than 6.5 m/s. It an internationally ac- cepted thumb rule that a site having annual average wind speed of 6.0 m/s or higher is feasible for harnessing wind elec- tricity with commercial viability[9]. From this data, we can understand that generating electrical energy with commercial viability in Bangladesh is possible.
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Substituting it in equation (3), the kinetic energy of a mass in motions is:
Wind turbines work by converting the kinetic energy in the 1 2/p>
wind first into rotational kinetic energy in the turbine and then electrical energy that can be supplied, via the national
E= mv
2
(7)
grid. The energy available for conversion mainly depends on the wind speed and the swept area of the turbine [5]. When planning a wind farm it is important to know the expected power and energy output of each wind turbine to be able to
The power in the wind is given by the rate of change of Energy:
calculate its economic viability. With the knowledge that it is P dE 1 v2 dm (8)
of critical economic importance to know the power and there- fore energy produced by different types of wind turbine in different conditions, in this section the rotational kinetic pow- er produced in a wind turbine at its rated wind speed is calcu-
dt 2 dt
As mass flow rate is given by:
lated. This is the minimum wind speed at which a wind tur- bine produces its rated power. The following symbols show the definition of various variables used in this theory:
dm A dx (9)
dt dt
E = Kinetic Energy(J) = Density(kg/m3)
m = Mass (kg) A = Swept Area(m2)
v = Wind Speed (m/s) Cp = Power Coefficient
P = Power (W) r = Radius (m)
t = time (s) x = distance (m)
The rate of change of distance is given by:
dx v dt
Substituting it in equation (9) it is found that,
(10)
dm
=Mass flow rate(kg/s)
dt
dE
=Energy Flow Rate (J/s)
dt
dm Av dt
(11)
Under constant acceleration, the kinetic energy of an object having mass m and velocity v is equal to the work done W in
Hence, from equation (8), the power can be defined as:
displacing that object from rest to a distance s under a force F 1 2
is P Av
2
(12)
E W F s (1) The power coefficient needs to be factored in equation (12)
and the extractable power from the wind is given by:
According to Newtons Law
F= m a
(2)
P 1 Av3C
(13)
Hence,
E= m a s
(3)
( avail) 2 p
Using the third equation of motion:
The swept area of the turbine can be calculated from the
length of the turbine blades using the equation for the area of a circle:
A = r2 (14)
v 2 u 2 2as (4)
we get,
-
(v 2
a
2s
u 2)
(5)
Since the initial velocity of the object is zero, i.e. u = 0,
The following assumptions were made for calculating the number of turbines, power rating and rotor size for generating 650 MW of power by using wind energy.
a
a
we get , v2
2s
(6)
Annual energy consumption required = 8,00,000 KWh
Coefficient of performance, Cp = 0.40
Density of air = 1.2 kg/m3 (Sea level) No. of hours in a year = 8760 hours.
Wind speed at 50 meter height is 6.733 m/s.
Capacity factor = 30% =0.30
Power density (Power per unit area) of wind turbine hub at 50 meter height is considered.
Power density of wind (ideal) = 1 v 3
2
= 0.5 × 1.2 × (6.733)3
= 183.137 watt / m2
Considering Losses, Cp = 0.4
Transmission losses (rotor to generator) = 0.90 Generator losses = 0.90
Overall loss factor =0.4 ×0.9 × 0.9 = 0.324
Actual power density = Ideal power density × Overall Loss Factor
= 183.137 × .324
= 59.336 w /m2
Annual power density = Actual power density × No. of
hours per year.
= 59.336 × 8760
Power Rating of Turbine = Actual Power density × Area
of rotor
= 59.336 × 5130.309
Power Rating of Turbine = 304.412 300 kw
Annual energy requirement = 800000 kWh. Turbine power rating= 300 kw
800000
Monthly energy consumption =
12
= 66666.66 kw
Daily energy consumption = 66666.66 /30
=2222.22kw (2.22MW per day) No. of turbines required = 2222.22/300
=7.40 8
Therefore for producing 800 MW electricity annually( with rated average wind speed of 6.733m/s) for this we need 8 numbers of turbine( rated 300 KW) is needed.
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The most comprehensive measure of wind energy cost is the per unit cost of energy (CoE). This measure incorporates all elements of cost i.e., installed capital cost(ICC), cost of opera- tions and maintenance(O&M) over a year
= 519.787 kWh /m2 Per Unit CoE = ICC O & M £/(kWh/yr)
Energy Pr oduction / Year
The real annual energy density will be less as the wind of rated speed will not blow for 8760 hours. Thus the capacity factor need tom be considered.
Real annual power density = Annual energy density ×
capacity factor.
= 519.787 × 0.30
= 155.936 kWh /m2
The area of the turbine can be estimated from the real annual energy density.
Area of the rotor 800000
155.936
= 5130.309 m2
One 300KW rated turbibe costs £235,000 ( including 50m Tower and Complete unit Installation and Grid connection costs) .Also the annual operation and maintenance needs a cost of £12,640
£235,000 × 8 + £12640
Per unit CoE = ——————————————
800,000
= 2.3658 £/(kWh/yr.) Now, 1£ 130 Taka (in Bangladesh)
So, Per unit CoE for this design (2.3658 × 130) = 307.554 Tk./( kWh/yr.)
Daily per unit CoE for this design = 0.8421 Tk/KWh
Radius of the rotor blade covered area,(R)=R2 = 5130.309 R = 40.42 meter
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Investment Cost (given in Million Taka):
EQUIPMENTS
BDT Million
EIGHT 300KW WIND TURBINES
140.4
LAND & SITE DEVELOPMENT
1.90
BUILDING
0.76
BATTERY, INVERTER ETC INCLUD- ING ONE-TIME REPLACEMENT
3.12
Total Investment Cost = BDT 146.18 (Million)
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Operation & Maintenance Cost:
MAN-POWER COST
2.2
REPAIR & MAINTENANCE COST
1.6432
LUBRICANTS
1.2
Total Operation & Maintenance Cost = BDT 5.0432 (Million)
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Revenue:
GROSS GENERATION OF ELEC-
TRICITY
0.800GW
ELECTRICITY SALE (95%)
0.76GW
Revenue = (0.2326 × 760 MW) =BDT 176.776 (Million)
-
Gross Profit per year:
Revenue – Total Operation & Maintenance Cost= BDT 171.7328 (Million).
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As it is the 21st century, life is directly depending on electrici- ty. But the energy crisis is becoming a huge threat for econom- ical development of Bangladesh. Still only 39% of the popula- tions have access to electricity. In the coastal area and the iso- lated Island where grid connection is not feasible, alternate electric source like wind power system can be very cost effec- tive. On the other hand other renewable energy system like PV system is at least 4 to 5 times more expensive than wind pow- er system. Therefore the above calculation indicates that it is possible to generate electricity by using wind energy at a very reasonable rate. The per unit cost will be cheaper if the genera- tion is more than 800 MW. So government and the private sectors should emphasis on wind power system as a solution of power crisis in Bangladesh.
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