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Final report for WP4.3: Enhancement of design methods ... - Upwind

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UPWIND WP4: Offshore Support Structures and Foundations<br />

The third test case considered a complete wind turbine structure consisting <strong>of</strong> a three blade rotor supported by<br />

a tubular steel tower. Again, the lowest mode shapes were calculated and compared with respect to frequency<br />

and shape. Full results are given in [98], and indicate an excellent agreement between the modes calculated by<br />

ANSYS and Bladed v4.0.<br />

1<br />

DISPLACEMENT<br />

STEP=1<br />

SUB =3<br />

FREQ=.377211<br />

DMX =.003682<br />

Y<br />

Z<br />

X<br />

SEP 3 2010<br />

16:09:59<br />

Figure 7.1: Mode shape 2 <strong>of</strong> the complete wind turbine<br />

structure calculated by ANSYS (above) and Bladed v4.0<br />

(below)<br />

86<br />

1<br />

DISPLACEMENT<br />

STEP=1<br />

SUB =15<br />

FREQ=4.146<br />

DMX =.044085<br />

Z<br />

X Y<br />

SEP 3 2010<br />

15:54:37<br />

Figure 7.2: Mode shape 14 <strong>of</strong> the complete wind turbine<br />

structure calculated by Ansys (above) and Bladed v4.0<br />

(below).<br />

In the third level <strong>of</strong> testing a code-to-code comparison was per<strong>for</strong>med using test cases from phase I <strong>of</strong> the OC3<br />

project [15], modelling a 5MW <strong>of</strong>fshore turbine mounted on a monopile support structure. Figure 7.3 presents<br />

the natural frequencies <strong>of</strong> the complete system calculated by GH Bladed Multibody, together with the average<br />

over all the participant codes. The error bars show the standard deviation in frequency between the different<br />

codes. Two series are shown <strong>for</strong> the natural frequencies because the results differ substantially depending on<br />

whether the yaw degree <strong>of</strong> freedom <strong>of</strong> the support structure has been included in the calculation, especially <strong>for</strong><br />

the 2 nd blade asymmetric flapwise yaw mode. Good agreement is seen <strong>for</strong> the both cases, with or without the<br />

tower torsion mode included. Figure 7.4 presents time histories <strong>of</strong> the tower base bending moment due to wave<br />

loads. Differences in higher frequency may be due to differences in damping <strong>of</strong> transient structural vibrations.<br />

Overall the results <strong>for</strong> the complete wind turbine show good agreement with other simulation codes, which include<br />

modal, multibody and finite element structural models.

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