2018
DOI: 10.1088/1742-6596/1037/7/072024
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Development of wake meandering detection algorithms and their application to large eddy simulations of an isolated wind turbine and a wind farm

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Cited by 15 publications
(19 citation statements)
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“…Several general comments can be made. Indeed, as already shown by previous studies (Parkin et al, 2001;Howland et al, 2016;Espana, 2009), the relationship between the wake deviation angle and the yaw angle is a nonlinear monotonically increasing function and the skew angle is 1 order of magnitude lower than the yaw angle. Theoretically, due to the absence of rotational entrainment in the wake of a porous disc and the absence of Coriolis force at such a reduced scale of observation, the absolute value of the wake deviation angle is identical for negative or positive yaw angles.…”
Section: Wake Center Deviationsupporting
confidence: 72%
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“…Several general comments can be made. Indeed, as already shown by previous studies (Parkin et al, 2001;Howland et al, 2016;Espana, 2009), the relationship between the wake deviation angle and the yaw angle is a nonlinear monotonically increasing function and the skew angle is 1 order of magnitude lower than the yaw angle. Theoretically, due to the absence of rotational entrainment in the wake of a porous disc and the absence of Coriolis force at such a reduced scale of observation, the absolute value of the wake deviation angle is identical for negative or positive yaw angles.…”
Section: Wake Center Deviationsupporting
confidence: 72%
“…The results are also dependent on the wake center definition used (not shown here but mentioned in Coudou et al, 2018). Indeed, there are several wake center tracking methods, and their extrapolation to skewed wakes is still under discussion.…”
Section: Wake Center Deviationmentioning
confidence: 93%
“…In order to study the wake meandering, a tracking method is implemented to detect the wake center from instantaneous SPIV fields. The methodology chosen is a 2D convolution adapted from the algorithm described by [10], who applied it to crossflow velocity fields obtained from numerical simulation. It mainly consists in searching for the maximum of the convolution between the field of instantaneous available power p and a masking function (gaussian kernel) with a diameter D and an amplitude of A g .…”
Section: Wake Center Detection Methodsmentioning
confidence: 99%
“…It mainly consists in searching for the maximum of the convolution between the field of instantaneous available power p and a masking function (gaussian kernel) with a diameter D and an amplitude of A g . This is equivalent to looking for the position of a disk, of diameter D, that has the least available power [10]. The choice of using the available power also magnifies the signal as it is proportional to the cube of the streamwise velocity.…”
Section: Wake Center Detection Methodsmentioning
confidence: 99%
“…The trends were similar but the models systematically overestimated the wake deviation compared to experimental values. Comparison is also very sensitive to the wake center definition used (not shown here but mentioned in Coudou et al (2018)). Indeed, there are several wake center tracking methods and their extrapolation to skewed wakes is still under discussion.…”
Section: Several General Comments Can Be Madementioning
confidence: 99%