“…Therefore, several wind power density determination models have been developed such as the Rayleigh model, Normal, Log Normal, Truncated Normal, Logistic, Log Logistic, Generalised Extreme Value, Nakagami, Inverse Gaussian, Inverse Weibull and Weibull as presented in Table 1 (Akgül et al, 2016;Alavi et al, 2016;Jung & Schindler, 2017;Katinas et al, 2018;Masseran, 2018;Mohammadi et al, 2017;Wang et al, 2016). Among them, Weibull distribution has been found as one of the widely appropriate and accepted approach to statistically assess wind behaviour and potential in any site (Akdağ & Dinler, 2009;Aristide et al, 2015;Chang, 2011;Costa Rocha et al, 2012;Justus & Mikhail, 1976;Kaoga et al, 2014;Kazet et al, 2013;Mohammadi et al, 2016;Mohammadi et al, 2017;Nsouandélé et al, 2016;Ouahabi et al, 2020;Tchinda et al, 2000;Youm et al, 2005). Although the three-parameter Weibull distribution may give a more precise result when there is a high frequency of null winds speeds, the two-parameters Weibull distribution remains the most appropriate model and the most widely used in the wind industry sector provided the more accurate parameters are given (Justus & Mikhail, 1976;Kaoga et al, 2014;Kumar Pandey et al, 2020;Ulrich et al, 2018;Wais, 2017;Zhu, 2020).…”