JIANG Chao,YANG Dongfeng,GUO Shujia,et al.Aggregation Modeling of System Frequency Response Under Inertia Control of Grid-following Direct-drive Wind Turbine[J].Automation of Electric Power Systems,2025,49(10):39-48.
JIANG Chao,YANG Dongfeng,GUO Shujia,et al.Aggregation Modeling of System Frequency Response Under Inertia Control of Grid-following Direct-drive Wind Turbine[J].Automation of Electric Power Systems,2025,49(10):39-48. DOI: 10.7500/AEPS20240712001.
Aggregation Modeling of System Frequency Response Under Inertia Control of Grid-following Direct-drive Wind Turbine
The inertia control of grid-following direct-drive wind turbines significantly influences the system frequency response pattern after disturbances. However
current research has not clearly identified the dominant response link of direct-drive wind turbines in frequency regulation
while the modeling is too complicated to be suitable for frequency characteristic analysis. Therefore
the linearized models under inertia control are derived for two typical types of direct-drive wind turbines according to the aerodynamic equations
generator models
power control link
and control circuit structure. The fast physical process of current control-boost circuit/stator voltage dynamic loop is clearly understood and reasonably ignored. It is revealed that the two types of direct-drive wind turbines have a common frequency response mechanism which can be described as the cascade effect of the speed regulator-wind rotor motion equation. Furthermore
combined with the frequency response model of synchronous unit
the aggregation model of system frequency response under the inertia control of grid-following direct-drive wind turbines is constructed
and the aggregation model is reduced to a second-order model by the balance truncation method for analytical calculation of frequency extremes. The accuracy and applicability of the aggregation model and its reduced-order model are verified by MATLAB/Simulink simulation
and the influence of control parameters and system states on frequency dynamic characteristics and stability margin is analyzed.
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