Аннотации:
A high-order optimal disturbance observer (HOODO) is introduced to precisely estimate the aerodynamic
torque and the variable wind speed; and consequently calculate the optimal speed of the generator without measuring the wind speed. As the immeasurable wind speed is varying fast, the aerodynamic torque,
which is considered as a disturbance, is also changed fast, then the conventional assumption that the disturbance is slowly-varying (i.e., its first-time derivative is zero), is not applicable. The proposed HOODO
design considers the fast and stochastic characteristics of the wind speed by relaxing aforementioned
conventional assumption. Moreover, via the linear optimal control theory, the parameters of the
HOODO are tuned systematically by proper selection of the elements of the diagonal weighting matrices.
In this study, a compromise between the observer’s convergence rate and the ability to Gaussian noise
suppression is also considered. This helps to solve the difficulties of many existing observers regarding
the gain selection algorithms. Also in the article, for the first time, a control scheme is considered in combination with the proposed HOODO and the LQ controller. To maximize a power captured from the wind,
a linear-quadratic regulator (LQR) is utilized to maintain the angular speed of the generator at the optimal speed reference. A stability analysis of the designed control scheme is also discussed. Comparative
results of the HOODO under different orders as well as other observers are given to prove the effectiveness of the introduced estimation method. The obtained simulation results reveal that the HOODO has a
superior estimation of disturbance. All the simulations are carried out in the MATLAB/Simulink software.
