2018
DOI: 10.1002/we.2202
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On the tails of the wind ramp distributions

Abstract: We analyzed several multiyear wind speed datasets from 4 different geographical locations. The probability density functions of wind ramps from all these sites revealed remarkably similar shapes. The tails of the probability density functions are much heavier than a Gaussian distribution, and they also systematically depend on time increments. Quite interestingly, from a purely statistical standpoint, the characteristics of the extreme ramp‐up and ramp‐down events are found to be almost identical. With the aid… Show more

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Cited by 12 publications
(11 citation statements)
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“…This non-Gaussian behaviour is a characteristic of power increments and has been extensively studied. 47,48 Following the work of Wan on the ERCOT system, 46 we set the threshold C 0 to 3 , where is an estimate of the standard deviation of the distribution of 5-min changes in wind farm normalised power. This threshold corresponds to 10% of the nominal power of the wind farm.…”
Section: Ramp Definitionmentioning
confidence: 99%
See 1 more Smart Citation
“…This non-Gaussian behaviour is a characteristic of power increments and has been extensively studied. 47,48 Following the work of Wan on the ERCOT system, 46 we set the threshold C 0 to 3 , where is an estimate of the standard deviation of the distribution of 5-min changes in wind farm normalised power. This threshold corresponds to 10% of the nominal power of the wind farm.…”
Section: Ramp Definitionmentioning
confidence: 99%
“…The distribution has a median value close to zero and presents heavier tails than a Gaussian distribution, with some extreme values close to 50% of the wind farm's capacity. This non‐Gaussian behaviour is a characteristic of power increments and has been extensively studied 47,48 . Following the work of Wan on the ERCOT system, 46 we set the threshold C 0 to 3 σ , where σ is an estimate of the standard deviation of the distribution of 5‐min changes in wind farm normalised power.…”
Section: Detection and Characterisation Of Minute‐scale Ramp Eventsmentioning
confidence: 99%
“…It should be noted that this "peaky" characteristic or sharp cusp is already inherent in the inflow to the turbine. The experimental evidence in [41] from 4 wind measurement towers based in 4 different terrains (from coastal to complex) reveal similar shapes of the PDFs of their wind increments. Aside from the heavy tails of the distributions, at small time scales in particular, they reveal a "strong peakedness near the mode of the distribution".…”
Section: Results and Discussion On Impact Of Turbulence Intermittencymentioning
confidence: 83%
“…A representative value of the turbulence length scale L MM is also needed for constrained turbulence simulations. Since L MM is not expected to be a significant driver of loads due to the dominance of the ramps (it has less influence than σ u,hpf , as shown in, e.g., Dimitrov et al, 2018), it was calculated as L MM = σ u,hpf /(dU before /dz) upper following Kelly (2018) 5 . Table 1 shows the ensemble members and chosen characteristics.…”
Section: Ensemble Of Ramp Events For Coupled Simulationsmentioning
confidence: 99%