Week 2 & 3 - Wind Power Flashcards

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1
Q

Other than physical size, capacity and application there are several main ways of classifying wind turbines. What are these?

A

Vertical axis - VAWT
Horisontal axis - HAWT
Concentrators

Also:
Lift or drag based
Solidity (describes the fration of swept area that is solid, high solidity - large no. of blades, low solidity - small no of narrow blades and large void)
Fixed or variable speed

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2
Q

Give some key points about VAWTs.

A
  • Characterised by a vertical rotational axis.
  • Exists in both lift and drag form.
  • The Savonius Rotor and the simple cup anemometer are the best known vertical axis, drag type devices.
  • The Darrieus Rotor is the best known vertical axis system.
  • Can handle wind from all directions. heavy gearbox and generator on ground but fatigue problems and not self starting.
  • VAHTs less popular than HAWT.
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3
Q

Give some key points about HAWTs.

A
  • Standard horisontal axis wind devices operate with their rotational axis in line with the wind direction. (referred to axial flow devices).
  • Almost universally they use lift.
  • The rotation will be maintained in line with the wind direction by a “yaw” mechanism, which continually realigns the wind turbine rotor with the incoming wind direction.
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4
Q

What is “Solidity” defined?

A

“Solidity” is defined as the proportion of swept area occupied by blades.

High solidity rotors start easily with a high initial torque but reach their maximum power output at a low rotational speed. They are appropriate for direct mechanical drive applications such as water pumping. High solidity implies higher torque (higher gearbox costs), higher thrust (higher tower costs) and higher rotor material costs.

Low solidity rotors may require mechanical starting but reach their maximum power at high rotational speeds. They are appropriate for electricity generation.

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5
Q

Compare one blade, two blade and three blade HAWTs to each other.

A

One Blade:

  • Speed > Two blade
  • Noisier
  • High drag losses
  • Counterweight negates material savings

Two Blade:

  • Speed > Three blade
  • Slightly noisier
  • Slightly higher drag
  • Less sensitive to speeds
  • Lighter structure

Three Blade:
- Balanced performance
(- Visually appealing)

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6
Q

Compare Upwind vs Downwind turbines.

A

Downwind (rotor at rear):

  • Lighter, more flexible blades (cheaper)
  • Can extend blades further from tower - loading
  • Self orienting
  • Tower shadow and fatigue
  • Noisier

Upwind:

  • Stiffer, heavier blades - fatigue down, cost up
  • Extended nacelle to prevent tower strike
  • Less tower shadow
  • Reduced dynamic loading
  • Yaw drive required
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7
Q

What does a typical wind turbine consist of?

A
  • Tower: Mostly made of steel tubes painted light grey, 25 to 75 meters tall.
  • Rotor blades: Made of fiberglass-reinforced polyester and between 30 to 80 meters long; blades can be rotated to change the pitch angle and modify power output.
  • Yaw Mechanism: turns the turbine to face the wind.
  • Wind speed/ Direction monitor uses anemometer to control power automatically as wind speed varies and wind vane to ensure rotors face into wind.
  • Gear Box: Steps up slow 10-30 RPM motor speed to speed suitable for generators; increasing numbers of turbines are fitted with direct drive systems that use power electronics to decouple rotor speed from grid requirements.
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8
Q

How is the power available from the wind calculated?

A

Mass flow rate:
dm / dt = roh * A * U (Air density * Area * Wind speed)
Kinetic Energy:
KE = 1/2 * m * U^2 (1/2 * Mass * (Wind Speed)^2)
Wind power is the rate of kinetic flow:
P = dKE / dt = 1/2 * U^2 (1/2 * (Wind Speed)^2)
This wind power (using above equations) is:
P = 1/2 * roh * A * U^3
The wind power density (WPD) is:
WPD = P / A = 1/2 * roh * U^2

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9
Q

What is the Power coefficient (C_p) and how is it calculated?

A

The efficiency in wind power extraction is quantified by the Power coefficient, which is the ratio of power extracted by the turbine to the total power of the wind resource.
C_p = P_T / P_wind

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10
Q

How is turbine power capture calculated?

A

P_T = 1/2 * roh * A * U^3 * C_p

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11
Q

What is the Betz Limit?

A

The theoretical upper limit for C_p.

C_p = 16/27, i.e 59% efficiency.

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12
Q

What is Capacity Factor?

A
Capacity Factor (CF) is another metric for efficiency. It is the ratio of the actual generated energy to the energy which could be potentially be generated under ideal environments. 
CF = E_actual / E_ideal
Typical value is about 30%. In regions of good resource it may increase to 50%.
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13
Q

Why is the power coefficient always smaller than the Betz limit?

A

Typically the power coefficient is between 0.4-0.45 for a modern turbine. This is due to:

  • Rotation of wake behind rotor.
  • Finite number of blades.
  • Tip losses.
  • Aerodynamic drag is non-zero.
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14
Q

What is an airfoil?

A

An airfoil is a streamlined body design to produce lift with minimum drag. Pressure and friction forces are developed on the surface. The resultant of all forces and moment act at a distance of c/4 from the leading edge.
The lift force will be perpendicular to the direction of the oncoming air flow.
The drag force will be parallel to the direction of air flow.

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15
Q

What affects the lift and drag coefficients?

A
  • Shape of aerofoil
  • Angle of attack
  • Reynolds number (a little)
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16
Q

Why doesn’t modern turbines use drag for power generation?

A

C_Pmax = 22% for drag turbines, which is lower than that of lift.

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17
Q

What is the “stall angle”?

A

It’s a certain angle of attack where the lift coefficient falls drastically beyond that point. This us used by turbine designers to regulate turbine operation, i.e. stall control.

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18
Q

What is the ‘optimal’ solution to blade design?

A
  • Blade tapers from root to tip
  • Blade has a twist such that the pitch decreases from root to tip of blade.
    However, blades are never really optimal.
  • Cost/fabrication limits
  • Performance variation with wind a rotational speed, i.e. tip speed.
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19
Q

In what way is power extraction dependent on blade ‘closeness’?

A
  • If the blades are rotating too quickly, the blade will tend to move into turbulent air created by the preceding one.
  • If blades are rotated too slowly much of the air passes through the rotor cross section without interacting with a blade.
20
Q

Turbines operate most frequently in the region between cit-in and rated wind speeds. What are the two approaches to operation in this region?

A
  • Variable speed operation
    Aim to maintain constant tip speed ratio and constant C_p. It allows gusts of wind to raise rotor speed and lower cut-in speeds; both maximize efficiency. It requires more complex control and specialized generators.
  • Fixed speed operation
    Aims to maintain speed at expense of C_p varying, This wastes energy but allows use of simple and cheap electrical machines.
21
Q

How is wind created?

A

Wind is converted solar energy.
Differential heating between the tropics and higher latitudes causes variations in pressure which in turn moves air masses.
Complicated by Earth’s rotation and Coriolis effect which ‘steers’ northbound winds to the east.
The UK is a particularly complex case as result of interactions between jet stream, ‘westerlies’ and polar winds.
Also affected by differential heating of:
- Sea and land (sea breeze)
- Mountains and valleys

22
Q

What are low pressure systems called?

A

Cyclones

23
Q

What are high pressure systems called?

A

Anti-cyclones

24
Q

What does close isobars indicate?

A

Strong winds

25
Q

How does wind flow in low pressure systems vs that in high pressure systems?

A

Low pressure - anti clockwise

High pressure - clockwise

26
Q

What is a Van der Hoven spectrum?

A

A Van der Hoven spectrum shows occurrence of wind fluctuations of different periods.

27
Q

What can the probability density function (PDF) express when used for wind speeds?

A

The PDF can be used to express the probability of a wind speed occuring between (a range) U_a and U_b.

28
Q

What can the cumulative distribution function (CDF) be used for?

A

It is useful for defining the probabiltiy that wind speed is smaller than or greater than a given value U’.
F(U) = Probability (U’<u></u>

29
Q

What input does the Rayleigh distribution require?

A

It requires the mean wind speed.

30
Q

What input does the Weibull distribution require?

A

It requires:
k - the shape factor.
c - the scale factor.
Both of which are functions of mean wind speed and standard deviation.
When the shape factor is set to 2 the Weibull distribution reduces to the Rayleighs distribution.

31
Q

How is a turbine matched with particular wind speed distributions to maximise the average power output?

A
  • Ascertain the rotor diameter to be used
  • Determine maximum operating speed (cut-out U_co) from survival considerations or from manufacturers details.
  • Determine the Cut-in speed (U_ci) from manufacturer’s details.
  • From knowledge of the maximum value of the power coefficient for the rotor, define power output at rated speed.
  • The total energy output in a year (E_Tot) can be calculated.
  • Alternativly, the mean output can be determined. This will be a function of the rated speed (U_R)
32
Q

Other than the variations in wind speeds, what are some other aspects that complicate the use of wind resources?

A
  • Varation with height
  • Topology and obstacles
  • Farm effects
33
Q

Why does wind speed vary with height?

A

The wind speed varies with height as a result of the impact of the Earth’s surface on the high level atmospheric wind.
- Surface roughness caused by topology and the coverage creates a “planetary boundary layer”, meaning that the wind near ground level is essentially zero, but increasing with height z (referred to wind shear)

Important factor for wind energy:

  • Turbine hub heights now 100m, not 10m of Met Office measurements.
  • Difference in U over blade diameter.
34
Q

What are two common laws that relate wind speeds at height z to a known or reference height z_r?

A

Log law describes a log profile with height:
U(z) / U(z_r) = ln(z/z_0)/ln(z_r/z_0)
where z_0 is the roughness length and is terrain dependent and theoretically defines z at which U~0

Power law:
U(z)/U(z_r) = (z/z_r)^alpha
normally alpha=1/7 (in practice very variable)

35
Q

How does topological features like elevations and depressions affect flow?

A

Ridges show high speed-up factors as wind flows over crest, perpendicular to prevailing winds best.
Steeper slope give higher winds but flow separation and turbulence.
Channeling effects in aligned valleys, canyons, passes and saddles.
Topology is dominant at larger scales.
Obstacles and changes in roughness length important at micro scale.

36
Q

How is turbines aligned to reduce the farm effect?

A

Resource and topological characteristics drive farm design.
Alignment and spacing minimize array losses from turbulent wakes that reduce output of turbine downstream.
Turbines aligned across prevailing wind:
- Downwind spacing goverened by rate of wake decay: ~10 diameters normal.
- High turbulence sites have fast wake decay allowing tighter packing turbines.
- Crosswind spacing dictated by the wind direction distribution: 5 diameters normal.
- Dimensions good for high level studies.
Aim to keep array losses <10%: Trade-off between more turbines but greater losses or fewer turbines and lower losses.

37
Q

Name some Wind Resource Software.

A

Microscale models:
- Linear models: WAsP (Riso DTU, Denmark) and MSMicro (Zephyr North, Canada)
CFD: Windsim (Windsim, Norway), WAsP-CFD, ANSYS
- Mass consistent flow: NOABL, MASS (Truewind, USA)

Mesoscale models:
- WRF, MM5, Metodyn, Skiron, MC2, UKMO Unified Model.

Farm analysis:
- Windfarm, Windfarmer

38
Q

Why is offshore wind so attractive?

A

Low surface roughness creates higher wind speeds at hub height. (West coast of UK has particularly high mean levels).
Turbulence levels are lower. Fatigue reduced but wakes persist so turbine spacing larger.

39
Q

Foundation is a key difference between onshore and offshore wind. Name some foundations used for offshore wind.

A
Water depth < 30m
- Bucket suction caisson
- Gravity based
- Monopile
Water depth = 30m
- Tripod on bucket/suction caisson
- Jacket/lattice structure
Water depth > 60
- Tension leg platform
- Spar bouy floating concept
40
Q

What is a gravity foundation?

A

Designed to avoid uplift or overturning. Achieved by providing adequate dead load to provide stability to the structure under the action of overturning moments.

41
Q

What is Bucket/suction caisson?

A

Similar appearance to a gravity-based foundation but with long skirts around the perimeter. A caisson consist of a ridged circular lid with a thin tubular skirt of finite length extending below, giving it the appearance of a bucket.

42
Q

What is a Monopile foundation?

A

Steel tubular pile (3-7m diameter) driveen into the seabed with a typical penetration depth of 25-40m.

43
Q

What is a Tripod on bucket/ suction caisson foundation?

A

Used in deeper waters (up to 35 meters). It’s made of different pieces welded together and it’s fixed to the ground with three steel piles.

44
Q

What is a Jacket/lattice structure foundation?

A

Used in deep waters (more than 40m). It is made of steel beams welded together, weighting more than 500 tons.

45
Q

What are some concepts for floating foundations?

A
  • Moored TLP (Tension Leg Platform): System is stabilized with tensioned mooring and is anchored to the seabed for buoyancy and stability.
  • Ballast stabilized spar buoy: System will have a relatively deep cylindrical base providing the ballast whereby the lower part of the structure is much heavier that the upper part. This would raise the center of buoyancy about the center of gravity of the system,
  • Buoyancy stabilized semi-submersible: Concept is a combination of ballasting and tensioning principle and consumes a large amount of steel.
46
Q

What are the environmental impacts of wind turbines?

A

Benefits:

  • No operational emissions.
  • Reduction of dependency on fossil and nuclear fuels.
  • New jobs

Negative:

  • Noise
  • Visual impact
  • Land use
  • Birds, bats ets strikes
  • Peat methane emissions
  • Wind farm syndrome
  • Electromagnetic interference