10089_001.pdf - Load set calculation - ECN
10089_001.pdf - Load set calculation - ECN
10089_001.pdf - Load set calculation - ECN
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<strong>Load</strong> <strong>set</strong> <strong>calculation</strong> DOWEC 6MW H. Efdé<br />
5 Design variations.<br />
By altering Phatas IV input files and/or executables by <strong>ECN</strong> and Stentec, design variations are<br />
created. These are compared with the baseline DOWEC turbine. Not the whole load <strong>set</strong> is used, but<br />
just the load cases that have caused the highest loads. The following load cases are chosen to<br />
calculate the design variations: 012, 018, 024, 1B-5Vo, E50025, E50335, EcdVrb, Eog50-12,<br />
GrEog1Voc.<br />
5.1 Cost of energy.<br />
To clarify the results, the cost of energy per design is calculated according ref. [9], chapter 5.<br />
The cost of a wind turbine can be broken down in cost per component. Important design (and cost)<br />
drivers of a component are the extreme and fatigue loads it has to withstand. A further break down is<br />
achieved by weighing the several loads. By comparing load changes with the baseline configuration<br />
an estimation can be made about the change in cost of the wind turbine.<br />
Table 12: Influence of parameters on wind turbine cost.<br />
cost of<br />
component contribution<br />
wind<br />
cost to wind<br />
turbine<br />
contribution turbine cost<br />
component (%) design driver load parameter (%) (%)<br />
blade 6<br />
extreme flat moment Myb[1]-p[01] 25 1.5<br />
fatigue edge moment 1Hz-Mxb[2]-p[01] 25 1.5<br />
gearbox 5<br />
average torque Mxn mean 75 3.75<br />
tower 16<br />
extreme tilt moment foot Myt[01] 30 4.8<br />
fatigue tilt moment top 1Hz-Myt[02] 20 3.2<br />
If the change in annual yield is known as well, the cost of energy can be calculated by dividing the<br />
wind turbine cost by the yield:<br />
Influence of design variation on cost of energy = (change in wind turbine cost)<br />
(change in annual yield)<br />
It must be noted that these variations are one dimensional and therefore very crude. For example a<br />
tip speed variation would be more effective with a blade design adapted to that speed. But in this<br />
case the only change is the tip speed.<br />
The results should not be judged for their values, but used as a guideline to further develop the 6MW<br />
DOWEC.<br />
5.2 Structural pitch.<br />
By changing the position and rotation of the girders in the blades, the stiffness properties are<br />
changed. The changed behaviour of the blades should result in smaller tip deflection and a decrease<br />
of fatigue and extreme loads. 4 redesigns (ref [10]) are calculated :<br />
• tr+5-5, girders 0.5 o rotated, at tip girder suction side 0.5m to aft and girder pressure side<br />
0.5 m forward.<br />
• tt+5, girders 0.5 o rotated, at tip girder suction side and girder pressure side 0.5 m aft.<br />
R45.04/01.03/03 Stentec, 3-1-03 page 15