“…There are countless predictive control techniques for DFIG reported in specialized journals, for instance, generalized predictive control (GPC), in this one, a transfer function is used as a system model to obtain the corresponding control law after minimization of a quadratic cost function [13,14]. MBPCs with nonlinear models [15,16], predictive control in continuous time [17][18][19] or the finite control set [2,20,21], and others [22], are interesting approaches of this kind of control theory for the control of DFIG. Of all the diversity of predictive controllers, the linear state-space model presents some advantages such as a low computational cost when it is compared with other nonlinear models, for instance, its ability to deal with coupling components and flux components in a direct way, among others [23,24].…”