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Standard deviation of Cp<br />

0.7<br />

0.6<br />

0.5<br />

0.4<br />

0.3<br />

0.2<br />

0.1<br />

0<br />

0 0.2 0.4 0.6 0.8 1<br />

x/c<br />

40 Rotation and Turbulence Effects on a HAWT 225<br />

Tu = 4.5%<br />

Tu = 9%<br />

Tu = 12%<br />

Standard deviation<br />

Zone 1 Zone 2 Zone 3<br />

Leading edge<br />

ID<br />

x / c<br />

D<br />

L<br />

D Cp<br />

Zone 4<br />

Trailing edge<br />

Fig. 40.6. Turbulence level effect on standard deviation and definition of displacement<br />

zone from standard deviation curve<br />

The separation point, D, is classically defined as the point where instantaneous<br />

backfill occurs 50% of the time [6]. It may then be assumed to be the<br />

location where the dispersion, σ, is maximum and D Cp may be considered as<br />

the location where the flow is always separated which corresponds to the end<br />

of the zone 3. The point incipent detachment (ID), at which instantaneous<br />

backflow occurs 1% of the time [6], then corresponds to the beginning of the<br />

zone 3. Thus, the standard deviation bump can be interpreted, in a first approach,<br />

as a representation of the separation point displacement zone and the<br />

maximum standard deviation as the middle of this zone.<br />

40.4 Conclusion<br />

Coupled effects of turbulence and rotation on wind turbine airfoil aerodynamics<br />

have been studied. A stall delay has been observed for the highest turbulence<br />

level. The pressure gradient in the separated area shows an increase<br />

with the turbulence level. The instantaneous pressure distributions have been<br />

analysed. It has been assumed that the length of the σ pressure coefficient<br />

bump may be assimilated with the length of the separation point displacement<br />

zone. The method proposed to detect the separation point has to be<br />

validated with, for example, results issue from PIV or LDV experiments.<br />

References<br />

1. Kaimal J.C., Finnigan J.J., (1994) Atmospheric Boundary Layer Flows – Their<br />

Structure and Measurement. Oxford University Press<br />

2. Schreck S. (2004) Rotational Augmentation and Dynamic Stall in <strong>Wind</strong> Turbine<br />

Aerodynamics Experiments. World Renewable <strong>Energy</strong> Congress VIII, Denver.<br />

3. Corten G.P. (2001) Flow Separation on <strong>Wind</strong> Turbine Blades. Thesis, Utrecht<br />

University, Utrecht

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