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模型预测控制约束自适应研究

Research on constraint adaptation of model predictive control
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摘要 针对目前模型预测控制(Model predictive control,MPC)算法处理约束问题普遍以解决定值约束为主,面对大幅干扰及设定值改变等工况,由于定值约束的局限性,系统动态性能、鲁棒性受到影响,系统被控变量波动较大,且运算速度较低。以单层动态矩阵控制(Dynamic matrix control,DMC)算法为核心,提出一种约束自适应控制策略。简化约束在算法预测时域的计算长度,提升算法执行效率;针对控制变量约束引入松弛因子实现约束动态调整,降低动态规划数值求解时间;利用模型结构及反馈原理补偿模型误差。通过单变量系统仿真验证,结果表明:约束自适应算法可自动计算初始约束及过程约束,并对约束动态调整,相对于固定约束系统具有更好的快速性和鲁棒性。 At present,model predictive control(MPC)algorithm generally focuses on solving the constraint problem.In the face of large disturbance and set value change,due to the limitations of set value constraint,the dynamic performance and robustness of the system are affected,the controlled variables of the system fluctuate greatly and the operation speed is low.Taking the single-layer dynamic matrix control(DMC)algorithm as the core,a constrained adaptive control strategy is proposed.The calculation length of constraints in the prediction time domain of the algorithm is simplified to improve the execution efficiency of the algorithm.The relaxation factor is introduced for the control variable constraints to realize the dynamic adjustment of constraints and reduce the numerical solution time of dynamic programming.The model structure and feedback principle are used to compensate the model error.Through the simulation of multivariable systems,the results show that the constraint adaptive algorithm can automatically calculate the initial constraints and process constraints,and dynamically adjust the constraints.Compared with the fixed constraint system,it has better rapidity and robustness.
作者 臧春华 张帅杰 苏宝玉 ZANG Chunhua;ZHANG Shuaijie;SU Baoyu(College of Information Engineering,Shenyang University of Chemical Technology,Liaoning Shenyang 110142,China;Shenyang Huakong Technology Development CO.,LTD.,Liaoning Shenyang 110100,China)
出处 《工业仪表与自动化装置》 2022年第5期116-123,共8页 Industrial Instrumentation & Automation
关键词 模型预测控制 约束自适应 松弛因子 模型误差 model predictive control constraint adaptation relaxation factor model error
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  • 1李奇安,褚健.对角CARIMA模型多变量广义预测控制[J].浙江大学学报(工学版),2006,40(4):541-545. 被引量:11
  • 2Dion J M, Dugard L, Nguyen Minh Tri. Multivariable adaptive control with input-output constraints[C]. 26th IEEE Conf on Decision and Control. Los Angeles, 1987. 1233-1238.
  • 3Wilkinson D J, Morris A J, Tham M T. Multivariable constrained predictive control with application to high performance distillation[J]. Int J of Control, 1994, 59 (3): 841-862.
  • 4Embirucu M, Fontes C. Multirate multivariable generalized predictive control and its application to a slurry reactor for ethylene polymerization[J]. Chemical Engineering Science, 2006, 61 (17) : 5754-5767.
  • 5Peng H, Ozaki T, Toyoda Y, et al. Exponential ARX model-based long-range predictive control strategy for power plants[J]. Control Engineering Practice, 2001, 9 (12) : 1353-1360.
  • 6Ordys A W, Kock P. Constrained predictive control for multivariable systems with application to power systems [J]. Int J of Robust and Nonlinear Control, 1999, 9 (11) : 781-797.
  • 7Icev Z A, Zhao J, Stankovski M J. Supervisory-plus-regulatory control design for efficient operation of industrial furnaces [ J ]. Istanbul University J of Electrical & Electronics Engineering, 2004, 4 ( 2 ) : 1199-1218.
  • 8Shi J J, Kelkar A G, Doloway D. Stable reconfigurable generalized predictive control with application to flight control[J]. J of Dyfiamic Systems, Measurement and Control, 2006, 128(2): 371-378.
  • 9Skrjanc. Self-adaptive generalized predictive control of batch reactor[J]. Chemical Engineering J, 2008, 136 (3): 312- 319.
  • 10Su B L, Chen Z Q, Yuan Z Z. A novel algorithm of constrained multivariable fussy generalized predictive control for non-linear systems[J]. Int J of Modeling, Identification and Control, 2007, 2(2): 120-129.

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