Wind speed as a Weibull distribution random variable V, incorporating a model of its time-variability. The defining property of this distribution is that P(V>v)=exp(-(v/c)^k), i.e., the probability of exceedance decreases exponentially with a power of the scaled velocity. Here, c is called the scale parameter and k is called the shape parameter.
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Cite the database: Quaeghebeur, E., Sanchez Perez-Moreno, S., and Zaaijer, M. B.: WESgraph: a graph database for the wind farm domain, Wind Energ. Sci., 5, 259–284, 2020. doi:10.5194/wes-5-259-2020
This page: https://wesgraph.anemona.io/concept/wind-speed-weibull-distribution/