Abstract:
To justify the use of two single-input single-output (SISO) control loops instead of more complex multi-input multi-output (MIMO) control, the axes in a wind turbine's pi...Show MoreMetadata
Abstract:
To justify the use of two single-input single-output (SISO) control loops instead of more complex multi-input multi-output (MIMO) control, the axes in a wind turbine's pitch control system should be fully decoupled using the multi-blade coordinate transform. To achieve that, usually, an azimuth offset is required, correcting for phase lags originating from, e.g., actuator delays and blade flexibility. In wind turbine simulations, this parameter is commonly obtained by analysis of the linearized turbine models. This work, however, demonstrates that analyzing linearized turbine models is not sufficient for correcting the full phase lag when coupling wind turbine simulation tools to large-eddy simulators (LES), since additional phase lags may arise. Instead, this work proposes deriving the azimuth offset using data-driven modelling directly in coupled LES, where data is generated by exciting the structure with pseudo-random binary noise. Using this approach it was found that the optimal azimuth offset is three degrees higher than when using the linearized model, which demonstrates that deriving the optimal azimuth offset from linearized models is not suitable for coupled simulations.
Published in: 2024 European Control Conference (ECC)
Date of Conference: 25-28 June 2024
Date Added to IEEE Xplore: 24 July 2024
ISBN Information:
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Couplings ,
- Phased arrays ,
- Analytical models ,
- Codes ,
- Sensitivity ,
- Azimuth ,
- Transforms
- Index Terms
- Pitch Control ,
- Individual Pitch ,
- Optimal Azimuth ,
- Azimuth Offset ,
- Individual Pitch Control ,
- Coordinate Transformation ,
- Wind Turbine ,
- Data-driven Models ,
- Single-input Single-output ,
- Multi-input Multi-output ,
- Singular Value ,
- Design Data ,
- System Identification ,
- Simulation Setup ,
- Inverse Transformation ,
- Wind Farm ,
- Excitation Signal ,
- Relative Gain ,
- International Energy Agency ,
- Variance Accounted For ,
- Yaw Moment ,
- Degree Of Coupling ,
- Largest Singular Value ,
- Yaw Axis ,
- Rotor Diameter
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Couplings ,
- Phased arrays ,
- Analytical models ,
- Codes ,
- Sensitivity ,
- Azimuth ,
- Transforms
- Index Terms
- Pitch Control ,
- Individual Pitch ,
- Optimal Azimuth ,
- Azimuth Offset ,
- Individual Pitch Control ,
- Coordinate Transformation ,
- Wind Turbine ,
- Data-driven Models ,
- Single-input Single-output ,
- Multi-input Multi-output ,
- Singular Value ,
- Design Data ,
- System Identification ,
- Simulation Setup ,
- Inverse Transformation ,
- Wind Farm ,
- Excitation Signal ,
- Relative Gain ,
- International Energy Agency ,
- Variance Accounted For ,
- Yaw Moment ,
- Degree Of Coupling ,
- Largest Singular Value ,
- Yaw Axis ,
- Rotor Diameter