[1]Seborg D E,Edgar T F,Mellichamp D A. Process dynamics and control(2nd edition) [M]. Hoboken:John Wiley & Sons Inc,2004.[2]Chien I L, Chung Y C, Chen B S, et al. Simple PID controller tuning method for processes with inverse response plus dead time or large overshoot response plus dead time [J]. Industrial & Engineering Chemistry Research, 2003,42(20):44614477.[3]何真, 陆宇平, 郑成军. 一种新的非最小相位系统的控制方法[J]. 信息与控制,2006,35(5):560563.HE Zhen,LU Yuping,ZHENG Chengjun. A novel control method for nonminimum phase systems [J]. Information and Control,2006,35(5):560563.[4]Shamsuzzoha M, Lee M. Design of advanced PID controller for enhanced disturbance rejection of secondorder processes with time delay [J]. American Institute of Chemical Engineers,2008,54(6):15261536.[5]Alfaro V M, Vilanova R. Robust tuning of 2DoF fiveparameter PID controllers for inverse response controlled processes [J]. Journal of Process Control,2013,23(4):453462.[6]Chen P Y, Zhang W D, Zhu L Y. Design and tuning method of PID controller for a class of inverse response processes [C]∥ Proceedings of the 2006 American Control Conference. Minneapolis:IEEE,2006:274279.[7]Jeng J C, Lin S W. Robust proportionalintegralderivative controller design for stable/ integrating processes with inverse response and time delay [J]. Industrial & Engineering Chemistry Research,2012,51(6): 26522665.[8]Sun B,Zhang W,Zhang W,et al. Optimal H2 input load disturbance rejection controller design for non minimum phase systems based on algebraic theory[J]. Industrial & Engineering Chemistry Research,2014,53(4): 15151528.[9]Podlubny I.Fractionalorder systems and PIλDμcontrollers [J]. IEEE Transactions on Automatic Control,1999, 44(1):208214.[10]Monje C A, Chen Y, Vinagre B M, et al. Fractionalorder systems and controls: fundamentals and applications [M]. London: SpringerVerlag, 2010.[11]Li H S, Luo Y, Chen Y Q. A fractional order proportional and derivative (FOPD) motion controller: tuning rule and experiments [J]. IEEE Transactions on Control Systems Technology,2010,18(2):516520.[12]Das S, Pan I, Das S, et al. Improved model reduction and tuning of fractionalorder PIλDμ controllers for analytical rule extraction with genetic programming [J]. ISA Transactions,2012,51(2):237261.[13]TavakoliKakhki M, Haeri M. Fractional order model reduction approach based on retention of the dominant dynamics: Application in IMC based tuning of FOPI and FOPID controllers [J]. ISA Transactions,2011,50(3): 432442.[14]Padula F, Visioli A. Setpoint weight tuning rules for fractionalorder PID controllers [J]. Asian Journal of Control,2013,15(3):678690.[15]王强,赵志诚,桑博. 基于改进粒子群算法的分数阶系统辨识方法[J]. 太原科技大学学报,2014,35(3): 202206.WANG Qiang, ZHAO Zhicheng, SANG Bo. An identification method based on an improved PSO for fractionalorder system [J]. Journal of Taiyuan University of Science and Technology,2014,35(3):202206.[16]Vu T N L, Lee M. Analytical design of fractionalorder proportionalintegral controllers for timedelay processes [J]. ISA Transactions,2013,52(5):583591.[17]Luo Y, Chen Y Q. Fractional order [proportional derivative] controller for a class of fractional order systems [J]. Automatica,2009,45(10):24462450.[18]Yu J C, Ryu K H, Sung S W, et al. PID autotuning using new model reduction method and explicit PID tuning rule for a fractional order plus time delay model [J]. Journal of Process Control,2014,24(1):113128. |