PI-Based Set-Point Learning Control for Batch Processes With Unknown Dynamics and Nonrepetitive Uncertainties
成果类型:
Article
署名作者:
Hao, Shoulin; Liu, Tao; Rogers, Eric; Wang, Youqing; Paszke, Wojciech
署名单位:
Dalian University of Technology; Dalian University of Technology; University of Southampton; Beijing University of Chemical Technology; University of Zielona Gora
刊物名称:
IEEE TRANSACTIONS ON AUTOMATIC CONTROL
ISSN/ISSBN:
0018-9286
DOI:
10.1109/TAC.2024.3512196
发表日期:
2025
页码:
3649-3664
关键词:
convergence
Batch production systems
PROCESS CONTROL
uncertainty
Feedback control
Tuning
nonlinear dynamical systems
PI control
optimization
iterative methods
Batch processes with unknown dynamics
Data-driven control (DDC)
iterative extended state observer (IESO)
proportional-integral (PI) controller tuning
robust convergence analysis
set-point learning control
摘要:
For industrial batch processes with unknown dynamics subject to nonrepetitive initial conditions and disturbances, this article develops a novel adaptive data-driven set-point learning control (ADDSPLC) scheme based on only the measured process input and output data, which has two loops, one for the dynamics within a batch and the other for the batch-to-batch dynamics. In the former case, a model-free tuning strategy is first presented for determining the closed-loop proportional-integral controller parameters. For the latter case, a set-point learning control law with adaptive set-point learning gain and gradient estimation is developed for batch run optimization. The robust convergence of the output tracking error is rigorously analyzed together with the boundedness of adaptive learning gain and real-time updated set-point command. Moreover, another iterative extended-state-observer-based ADDSPLC scheme is developed with rigorous convergence and boundedness analysis to enhance the robust tracking performance against nonrepetitive uncertainties. Finally, two illustrative examples from the literature are used to demonstrate the effectiveness and superiority of the new schemes over the recently developed data-driven learning control designs.