“…The correct operation of the type-4 WT control depends on the precise design of the AFE converter parameters; thus, the element's values of the MSC are obtained from the WT-PMSG nominal power, P WT-PMSG , that is: the current is i MSC = (2/3)(P WT-PMSG /v MSC ); the machine-side impedance is Z MSCt = v MSC /i MSC , thus, the MSC works with 15% of the total WT-PMSG impedance, i.e., Z MSC = (0.15)Z MSCt ; from the WT-PMSG characteristics the following parameters are taken: L MSC , R MSG , D, H. The element's values of the GSC are obtained from the WES nominal power, but to achieve P WES = P WT-PMSG i GSC is generated using i MSC = (2/3)(P WES /v GSC ); the grid-side impedance is Z GSCt =v GSC /i GSC the GSC works with 15% of the total WES impedance, i.e.,: Z GSC = (0.15)Z GSCt ; therefore, L GSC is calculated with L GSC = Z GSC / ω 0 , the R GSC value varies according to the transferred power, in a range from 0.1 Ω to 0.5 Ω; the base WES capacitance C WES is calculated with C WES = 1/(Z GSC ω 0 ). Then, a better time response in the WES feedback is achieved, since the L MSC and R MSC values are used in (10), H and D values are used in (17), L GSC and R GSC values are used in (26), to obtain the system feedback gains. It is important to establish that from the generated active power by the GSC, v WES is kept constant in the presence of any perturbation; for which, it is essential to calculate the correct capacitance value that maintains the DC-link compensation.…”