This paper deals with power extraction maximization and grid fault tolerance of a Doubly-Fed Induction Generator (DFIG)-based Wind Turbine (WT). These variable speed systems have several advantages over the traditional wind turbine operating methods, such as the reduction of the mechanical stress and an increase in the energy capture. To fully exploit this latest advantage, many efforts have been made to develop Maximum Power Point Tracking (MPPT) control schemes. In this context, this paper proposes a highorder sliding mode control. This control strategy presents attractive features such as chattering-free behavior (no extra mechanical stress), finite reaching time, and robustness with respect to external disturbances (grid) and unmodeled dynamics (DFIG and WT). It seems also well adapted for grid disturbance tolerance. The proposed high-order sliding mode control approach has been validated on a 1.5-MW three-blade wind turbine using the wind turbine simulator FAST.
Index Terms-Wind turbine, Doubly-Fed InductionGenerator (DFIG), power generation, grid fault, high-order sliding mode. NOMENCLATURE DFIG = Doubly-Fed Induction Generator; WT = Wind Turbine; HOSM = High-Order Sliding Mode; MPPT = Maximum Power Point Tracking; v = Wind speed (m/sec); ρ = Air density (kg/m 3 ); R = Rotor radius (m); P a = Aerodynamic power (W); T a = Aerodynamic torque (Nm); λ = Tip speed ratio; C p (λ) = Power coefficient; ω mr = WT rotor speed (rad/sec); ω mg = Generator speed (rad/sec); T g = Generator electromagnetic torque (Nm); J t = Turbine total inertia (kg m 2 ); K t = Turbine total external damping (Nm/rad sec); s, (r) = Stator (rotor) index; d, q = Synchronous reference frame index; V (I) = Voltage (Current); P (Q) = Active (Reactive) power; φ = Flux; T em = Electromagnetic torque; R = Resistance; L (M) = Inductance (Mutual inductance); σ = Leakage coefficient, σ = 1 -M 2 /L s L r ; θ r = Rotor position; ω r (ω s ) = Angular speed (Synchronous speed); s = Slip; p = Pole pair number.