Function of Aerofoil Blades in Modern Wind Turbines:
Aerodynamic Principle: Modern horizontal-axis wind turbines (HAWTs) use aerodynamic lift-based blades rather than drag-based blades.
Lift vs Drag: As wind flows over an aerofoil cross-section, the curved suction side accelerates air faster than the flat pressure side, generating a strong net aerodynamic lift force perpendicular to relative wind direction.
Driving Torque: This lift force produces the rotational driving torque on the rotor shaft, maximizing power conversion efficiency toward the Betz limit ($C_p \le 59.3\%$) while minimizing structural drag loads.
Conclusion: To increase lift (Option 2).
Correct option: (2) To increase lift
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7
ICAR JRF Renewable Energy Engineering 29 Jun 2024Shift 1
MCQ (Single Correct)+4−1
The minimum length of shelter belt should be how many times of its height?
Aerodynamic Design of Shelterbelts and Windbreaks:
shelterbelt reduces downwind wind speed over a leeward distance proportional to its height ($H$).
To prevent wind eddies from wrapping around the flanks and eroding protected fields, the minimum continuous length of a shelterbelt should be at least 24 times its height ($24 H$).
Conclusion: 24 (Option 2).
Correct option: (2) 24
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8
ICAR JRF Renewable Energy Engineering 29 Jun 2024Shift 1
MCQ (Single Correct)+4−1
What is the term used to describe the variation of wind speed with height above the ground?
Definition: The term wind shear describes the variation in wind speed and/or direction with height above the ground surface across the Earth's atmospheric boundary layer.
Cause: Friction between moving air and ground surface topography, vegetation, and buildings slows surface winds, creating a steep vertical velocity gradient that increases with altitude up to hub height.
Conclusion: Wind shear (Option 1).
Correct option: (1) Wind shear
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9
ICAR JRF Renewable Energy Engineering 29 Jun 2024Shift 1
MCQ (Single Correct)+4−1
Which law relates wind speed at one height to that at another height in the atmospheric boundary layer?
$v_1$ and $v_2$ are wind speeds at heights $z_1$ and $z_2$
$\alpha$ is the wind shear exponent (typically $\approx 0.14 - 0.20$ for open rural terrain)
Application: The power law is the standard engineering formulation used to extrapolate anemometer wind speeds measured at 10 m height up to commercial wind turbine hub heights (80–120 m).
Conclusion: The power law (Option 3).
Correct option: (3) The power law
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10
ICAR JRF Renewable Energy Engineering 29 Jun 2024Shift 1
MCQ (Single Correct)+4−1
Wind energy is very sensitive to the wind velocity because wind power is directly proportional to the
$\rho$ is air density ($\approx 1.225\text{ kg/m}^3$ at sea level)
$A = \pi R^2$ is the rotor swept area
$v$ is free stream wind velocity
Sensitivity: Wind power is directly proportional to the cube of the wind velocity ($v^3$). Consequently, doubling wind speed increases available wind kinetic power by a factor of eight ($2^3 = 8$).
Conclusion: Cube of the wind velocity (Option 4).
Correct option: (4) Cube of the wind velocity
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