用户名: 密码: 验证码:
Active Disturbance Rejection Control based Simplified Decoupling for Two-input-two-output Processes
详细信息    查看官网全文
摘要
In this paper, Maclaurin expansion and Padé approximation are utilized to handle the RHP zeros in the simplified decoupling control and the choosing strategy is given. To improve the robustness of each loop, Active Disturbance Rejection Control(ADRC) is adopted as a good solution which can estimate and compensate the total disturbances by the extended state observer(ESO). Besides, the stability region of the closed loop with ADRC is calculated to benefit for the parameters tuning and P-analysis is used to analyze the robustness with different controllers. The simulation results demonstrate the advantage of ADRC based simplified decoupling in tracking performance and robustness.
In this paper, Maclaurin expansion and Padé approximation are utilized to handle the RHP zeros in the simplified decoupling control and the choosing strategy is given. To improve the robustness of each loop, Active Disturbance Rejection Control(ADRC) is adopted as a good solution which can estimate and compensate the total disturbances by the extended state observer(ESO). Besides, the stability region of the closed loop with ADRC is calculated to benefit for the parameters tuning and P-analysis is used to analyze the robustness with different controllers. The simulation results demonstrate the advantage of ADRC based simplified decoupling in tracking performance and robustness.
引文
[1]Nordfeldt P,H?gglund T.(2006).Decoupler and PID controller design of TITO systems.Journal of Process Control,16(9),923-936.
    [2]Skogestad,S.;Postlethwaite,I.(1996).Multivariable feedback control:Analysis and Design.Wiley,London.
    [3]Huang H P,Jeng J C,Chiang C H,et al.(2003).A direct method for multi-loop PI/PID controller design.Journal of Process Control,13(8),769-786.
    [4]Gagnon E,Pomerleau A,Desbiens A.(1998).Simplified,ideal or inverted decoupling?.ISA transactions,37(4),265-276.
    [5]Vu T N L,Lee M.(2013).An extended method of simplified decoupling for multivariable processes with multiple time delays.Journal of chemical engineering of Japan,46(4),279-293.
    [6]Garrido J,Vázquez F,Morilla F.(2011).An extended approach of inverted decoupling.Journal of Process Control,21(1),55-68.
    [7]?str?m,K.J.,Johansson K H,Wang Q G.(2002).Design of decoupled PI controllers for two-by-two systems.IEE Proceedings-Control Theory and Applications,149(1),74-81.
    [8]Tavakoli S,Griffin I,Fleming P J.(2006).Tuning of decentralised PI(PID)controllers for TITO processes.Control engineering practice,14(9),1069-1080.
    [9]Vázquez F,Morilla F.(2002).Tuning decentralized PID controllers for MIMO systems with decouplers.IFAC Proceedings Volumes,35(1),349-354.
    [10]Tavakoli S,Griffin I,Fleming P J.(2006).Tuning of decentralised PI(PID)controllers for TITO processes.Control engineering practice,14(9),1069-1080.
    [11]Shen Y,Sun Y,Li S.(2012).Adjoint transfer matrix based decoupling control for multivariable processes.Industrial&Engineering Chemistry Research,51(50),16419-16426.
    [12]Shen Y,Cai W J,Li S.(2010).Normalized decoupling control for high-dimensional MIMO processes for application in room temperature control HVAC systems.Control Engineering Practice,18(6),652-664.
    [13]Sun L,Dong J,Li D,et al.(2016).A practical multivariable control approach based on inverted decoupling and decentralized active disturbance rejection control.Industrial&Engineering Chemistry Research,55(7),2008-2019.
    [14]Weischedel K,Mc Avoy T J.(1980).Feasibility of decoupling in conventionally controlled distillation columns.Industrial&Engineering Chemistry Fundamentals,19(4),379-384.
    [15]Han J.(2008).Active disturbance rejection control technique-the technique for estimating and compensating the uncertainties.National Defense Industry Press,Beijing,China.
    [16]Gao Z.(2003).Scaling and Bandwidth-Parameterization based Controller Tuning.Proceedings of the American Control Conference,6,4989-4996
    [17]Wu,D.;Chen,K.(2009).Design and analysis of precision active disturbance rejection control for noncircular turning process.IEEE Transactions on Industrial Electronics,56(7),2746-2753.
    [18]Li,S.;Li,J.;Mo,Y.(2014).Piezoelectric multi-mode vibration control for stiffened plate using ADRC-based acceleration compensation.IEEE Transactions on Industrial Electronics,61(12),6892-6902.
    [19]Sun L,Li D,Hu K,et al.(2016),On Tuning and Practical Implementation of ADRC:A Case Study from a Regenerative Heater in a 1000MW Power Plant.Industrial&Engineering Chemistry Research.
    [20]?str?m,K.J.,&H?gglund,T.(2006).Advanced PID control.ISA-The Instrumentation,Systems and Automation Society.
    [21]Dong,J.,Sun,L.,Li,D.,Lee,K.Y.,&Wu,Z.(2015,December).Inverted decoupling based active disturbance rejection control for multivariable systems.In 2015 54th IEEE Conference on Decision and Control(CDC).7353-7358.

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700