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作 者:Shan Liu Wenqi Zhong Li Sun Xi Chen Rafal Madonski
机构地区:[1]School of Energy and Environment,Key Laboratory of Energy Thermal Conversion and Control of Ministry of Education,Southeast University,Nanjing 210096,China [2]Faculty of Automatic Control,Electronics and Computer Science,Silesian University of Technology,Gliwise 44-100,Poland
出 处:《Chinese Journal of Chemical Engineering》2024年第3期182-194,共13页中国化学工程学报(英文版)
基 金:supported by the key project of the National Nature Science Foundation of China(51736002).
摘 要:Wet flue gas desulphurization technology is widely used in the industrial process for its capability of efficient pollution removal.The desulphurization control system,however,is subjected to complex reaction mechanisms and severe disturbances,which make for it difficult to achieve certain practically relevant control goals including emission and economic performances as well as system robustness.To address these challenges,a new robust control scheme based on uncertainty and disturbance estimator(UDE)and model predictive control(MPC)is proposed in this paper.The UDE is used to estimate and dynamically compensate acting disturbances,whereas MPC is deployed for optimal feedback regulation of the resultant dynamics.By viewing the system nonlinearities and unknown dynamics as disturbances,the proposed control framework allows to locally treat the considered nonlinear plant as a linear one.The obtained simulation results confirm that the utilization of UDE makes the tracking error negligibly small,even in the presence of unmodeled dynamics.In the conducted comparison study,the introduced control scheme outperforms both the standard MPC and PID(proportional-integral-derivative)control strategies in terms of transient performance and robustness.Furthermore,the results reveal that a lowpass-filter time constant has a significant effect on the robustness and the convergence range of the tracking error.
关 键 词:Desulphurization system Disturbance rejection Model predictive control Uncertainty and disturbance estimator Nonlinear system
分 类 号:X701.3[环境科学与工程—环境工程]
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