2013
DOI: 10.1109/tec.2013.2267493
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Validation of a Mechanical Model for Fault Ride-Through: Application to a Gamesa G52 Commercial Wind Turbine

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Cited by 15 publications
(8 citation statements)
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“…Finally, [13] performs the validation of a Type 1 WT. Moreover, studies such as [11], cited in Section 1, address the validation of a specific-vendor model of DFIG WT following the Spanish grid code, while [14] is based on the improvement of the response of a simplified mechanical model when submitted to fault-ride through capability requirements. However, to the best of the authors' knowledge, there are no studies addressing the simulation process of generic WTs to comply with national grid code requirements.…”
Section: Spanish Grid Code and Procedures For Verification Validationmentioning
confidence: 99%
“…Finally, [13] performs the validation of a Type 1 WT. Moreover, studies such as [11], cited in Section 1, address the validation of a specific-vendor model of DFIG WT following the Spanish grid code, while [14] is based on the improvement of the response of a simplified mechanical model when submitted to fault-ride through capability requirements. However, to the best of the authors' knowledge, there are no studies addressing the simulation process of generic WTs to comply with national grid code requirements.…”
Section: Spanish Grid Code and Procedures For Verification Validationmentioning
confidence: 99%
“…The generic Type 3B WT model developed by Standard IEC 61400-27-1 (hereinafter referred to as Type 3) consists of several sub-models, as shown in Figure 1: aerodynamic control model [22], which provides the two-mass mechanical model with the aerodynamic power (p aero ) coming from wind; pitch control model [23], which calculates the value of the pitch angle (θ)-position angle of the WT blades-required to follow the rotor speed and power generation setpoint (p WTref ); two-mass mechanical model [24], which models the actual gearbox representing both the low-speed and the high-speed sides and provides the wind turbine rotor and the generator rotational speed (w WTR and w gen , respectively); active power control model [16], which provides the generator system with the active current command (i pcmd ) and also calculates both the reference rotational speed and the active power order; reactive power control model, which controls the reactive power injection through the calculation of the reactive current command (i qcmd ) based on the user-defined reactive power reference (x WTref ); reactive power limitation model, which provides the reactive power control model with the reactive power injection's maximum and minimum dynamic values allowed at the wind turbine terminals (WTT); current limitation model, which calculates the limit values of both the active and reactive currents (i pmax , i qmax and i qmin ); and generator system, equipped with a crowbar model [25][26][27], which has as output signals the active and reactive currents injected into the grid through a current source (i gen , and the generator air gap power (p ag )). Measured values of voltage (u gen and u WT ), as well as active and reactive power (p WT and q WT ) at the test network are also required as input signals in some control models.…”
Section: Iec 61400-27-1 Generic Type 3 Wt Modelmentioning
confidence: 99%
“…The certain rate is determined mainly from the standpoint of electric devices and power system. However, the wind turbine dynamic response in the LVRT situation with the immediate power recovery (without the kslop) is analyzed in [7,10]. This diagram of control is described in Figure 6b.…”
Section: Deeper Voltage Dipmentioning
confidence: 99%
“…The aerodynamic torque and the generator torque are applied to the two ends of the drive train, resulting in a torsion of the shaft. During the voltage dip, as the electrical torque is significantly reduced, the drive train acts like a torsion spring that gets untwisted [7], so the difference of angular speed at the two ends of the drive train will experience large oscillations. According to the Equation (2), an instant torsional oscillation will be reflected on the shaft torque, as depicted in Figure 9a.…”
Section: Rising Speed Effect Of Power Recoverymentioning
confidence: 99%
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