Time-Delay Active Disturbance Rejection Control of Wet Electrostatic Precipitator in Power Plants

Active disturbance rejection control (ADRC) is widely applied in the motion control and the industrial process control for its merits of the uncertainty rejection, efficacy and ease of use. However, most process control models exist time-delay, which greatly deteriorates the closed-loop control performance of ADRC. Moreover, the controller gain tuning of ADRC is complex, laborious and time-consuming. Considering the above two difficulties, the key innovation of the paper is that aiming at the practical wet electrostatic precipitator (WESP) system with time-delay, a simple yet robust TD-ADRC gain tuning method is developed, which is mainly constructed by artificial time-delay block, observer and feedback control loop. The proposed gain tuning method is based on the bandwidth-parameterization technique, further using the scaling skill to simplify the gain tuning rule and stability analysis. Additionally, the exhaustive robustness metrics of closed-loop system are analyzed, which ensures that the gain tuning method maintains the controlled time-delay system with qualified robustness and well control performance. Alternatively, another robust stable region of TD-ADRC controller parameters are explored through the distinctively rigorous stability proof. Finally, plenty of simulations of WESP based on the practical operation data validate the effectiveness of the proposed method. Note to Practitioners - This paper was focused on gain tuning problem of the time-delay active disturbance rejection control (TD-ADRC) method. The controlled system is the first order plus time-delay (FOPTD) wet electrostatic precipitator (WESP) system. Thus, the novelties can be viewed from perspectives of method research and the combination of method and WESP model. From the perspective of the method research, time-delay in the process model is the obstacle to the most ADRC design or other kinds of controller design, and it always brings out lots of complexities to the gain tuning. In order to deal with the aforementioned problems, proposed TD-ADRC controller is designed for the purpose of simpler controller structure compared to the existing TD-ADRC method. Consequently, the simple gain tuning rule of proposed TD-ADRC method is explored by the exhaustive robustness analysis, which is under the pillar of the rigorous stability proof. Therefore, the engineer can avoid the laborious and time-consuming gain tuning procedure at the field and have the comprehensive hold to the robustness m