The disturbance observer (DOB) has been a popular robust control approach for servo enhancement in single-input single-output systems. This paper presents a new extension of the DOB idea to dual- and multi-input single-output systems, and discusses an optimal filter design technique for the related loop-shaping. The proposed decoupled disturbance observer (DDOB) provides the flexibility to use the most suitable actuators for compensating disturbances with different spectral characteristics. Such a generalization is helpful, e.g., for modern dual-stage hard disk drives, where enhanced servo design is becoming more and more essential in the presence of vibration disturbances.
Issue Section:
Research Papers
Keywords:
Multi-input single-output systems,
dual-stage hard disk drives,
disturbance observer,
audio vibration,
optimal filter design
Topics:
Actuators,
Design,
Filters,
Stability,
Vibration,
Disks,
Servomechanisms,
Theorems (Mathematics)
References
1.
Ohnishi
, K.
, 1993
, “Robust Motion Control by Disturbance Observer
,” J. Rob. Soc. Jpn
, 11
(4
), pp. 486
–493
.10.7210/jrsj.11.4862.
White
, M.
, Tomizuka
, M.
, and Smith
, C.
, 2000
, “Improved Track Following in Magnetic Disk Drives Using a Disturbance Observer
,” IEEE/ASME Trans. Mechatronics
, 5
(1
), pp. 3
–11
.10.1109/3516.8285843.
Chen
, X.
, and Tomizuka
, M.
, 2010
, “Unknown Multiple Narrow-Band Disturbance Rejection in Hard Disk Drives: An Adaptive Notch Filter and Perfect Disturbance Observer Approach
,” Proceedings of 2010 ASME Dynamic Systems and Control Conference
, Cambridge, MA, Sept. 12-15, pp. 936
–970
.4.
Yang
, K.
, Choi
, Y.
, and Chung
, W. K.
, 2005
, “On the Tracking Performance Improvement of Optical Disk Drive Servo Systems Using Error-Based Disturbance Observer
,” IEEE Trans. Ind. Electron.
, 52
(1
), pp. 270
–279
.10.1109/TIE.2004.8410695.
Tan
, K. K.
, Lee
, T. H.
, Dou
, H. F.
, Chin
, S. J.
, and Zhao
, S.
, 2003
, “Precision Motion Control With Disturbance Observer for Pulsewidth-Modulated-Driven Permanent-Magnet Linear Motors
,” IEEE Trans. Magn.
, 39
(3
), pp. 1813
–1818
.10.1109/TMAG.2003.8106176.
Kempf
, C. J.
, and Kobayashi
, S.
, 1999
, “Disturbance Observer and Feedforward Design for a High-Speed Direct-Drive Positioning Table
,” IEEE Trans. Control Syst. Technol.
, 7
(5
), pp. 513
–526
.10.1109/87.7844167.
Eom
, K. S.
, Suh
, I. H.
, and Chung
, W. K.
, 2001
, “Disturbance Observer Based Path Tracking Control of Robot Manipulator Considering Torque Saturation
,” Mechatronics
, 11
(3
), pp. 325
–343
.10.1016/S0957-4158(00)00021-08.
Bohn
, C.
, Cortabarria
, A.
, Härtel
, V.
, and Kowalczyk
, K.
, 2004
, “Active Control of Engine-Induced Vibrations in Automotive Vehicles Using Disturbance Observer Gain Scheduling
,” Control Eng. Pract.
, 12
(8
), pp. 1029
–1039
.10.1016/j.conengprac.2003.09.0089.
Nie
, J.
, and Horowitz
, R.
, 2009
, “Design and Implementation of Dual-Stage Track-Following Control for Hard Disk Drives
,” Proceedings of ASME
2nd Dynamic Systems and Control Conference, Hollywood, CA, Oct. 12-14, Vol. 2
, pp. 565
–572
.10.1115/DSCC2009-275610.
Guo
, L.
, and Chen
, W.-H.
, 2005
, “Disturbance Attenuation and Rejection for Systems With Nonlinearity Via DOBC Approach
,” Int. J. Rob. Nonlinear Control
, 15
(3
), pp. 109
–125
.10.1002/rnc.97811.
Zheng
, Q.
, Chen
, Z.
, and Gao
, Z.
, 2009
, “A Practical Approach to Disturbance Decoupling Control
,” Control Eng. Pract.
, 17
(9
), pp. 1016
–1025
.10.1016/j.conengprac.2009.03.00512.
Wang
, C.-C.
, and Tomizuka
, M.
, 2004
, “Design of Robustly Stable Disturbance Observers Based on Closed-Loop Consideration Using h-Infinity Optimization and Its Applications to Motion Control Systems
,” Proceedings of American Control Conference
, Vol. 4
, pp. 3764
–3769
.13.
Kemp
, C. C.
, and Kobayashi
, S.
, 1996
, “Discrete-Time Disturbance Observer Design for Systems With Time Delay
,” Proceedings of IEEE 4th International Workshop on Advanced Motion Control
, Vol. 1
, pp. 332
–337
.14.
Choi
, Y.
, Yang
, K.
, Chung
, W. K.
, Kim
, H. R.
, and Suh
, I. H.
, 2003
, “On the Robustness and Performance of Disturbance Observers for Second-Order Systems
,” IEEE Trans. Autom. Control
, 48
(2
), pp. 315
–320
.10.1109/TAC.2002.80849115.
Chen
, X.
, and Tomizuka
, M.
, 2012
, “Decoupled Disturbance Observers for Dual-Input-Single-Output Systems With Application to Vibration Rejection in Dual-Stage Hard Disk Drives
,” Proceedings of 2012 ASME
Dynamic Systems and Control Conference, Fort Lauderdale, FL, Oct. 17-19, pp. 619
–628
.10.1115/DSCC2012-MOVIC2012-854216.
Abramovitch
, D. Y.
, and Franklin
, G. F.
, 2002
, “A Brief History of Disk Drive Control
,” IEEE Control Syst. Mag.
, 22
(3
), pp. 28
–42
.10.1109/MCS.2002.100399717.
Al Mamun
, A.
, and Ge
, S. S.
, 2005
, “Precision Control of Hard Disk Drives
,” IEEE Control Syst. Mag.
, 25
(4
), pp. 14
–19
.10.1109/MCS.2005.149938418.
Jia
, Q.-W.
, 2009
, “Disturbance Rejection Through Disturbance Observer With Adaptive Frequency Estimation
,” IEEE Trans. Magn.
, 45
(6
), pp. 2675
–2678
.10.1109/TMAG.2009.202431119.
Zhou
, K.
, and Doyle
, J. C.
, 1998
, Essentials of Robust Control
, Prentice Hall
, Upper Saddle River, New Jersey
.20.
Scherer
, C.
, Gahinet
, P.
, and Chilali
, M.
, 1997
, “Multiobjective Output-Feedback Control Via LMI Optimization
,” IEEE Trans. Autom. Control
, 42
(7
), pp. 896
–911
.10.1109/9.59996921.
Boyd
, S. P.
, El Ghaoui
, L.
, Feron
, E.
, and Balakrishnan
, V.
, 1994
, “Linear Matrix Inequalities in System and Control Theory
,” Society for Industrial Mathematics
, Philadelphia, PA.22.
Grant
, M.
, and Boyd
, S.
, 2011
, CVX: Matlab Software for Disciplined Convex Programming
, Version 1.21. http://cvxr.com/cvx23.
Guo
, L.
, Martin
, D.
, and Brunnett
, D.
, 1999
, “Dual-Stage Actuator Servo Control for High Density Disk Drives
,” Proceedings of 1999 IEEE/ASME International Conference on Advanced Intelligent Mechatronics
, Atlanta, GA, Sept. 19-23, pp. 132
–137
.24.
Al Mamun
, A.
, Mareels
, I.
, Lee
, T.
, and Tay
, A.
, 2003
, “Dual Stage Actuator Control in Hard Disk Drive-A Review
,” 29th Annual Conference of the IEEE Industrial Electronics Society
, Vol. 3
, pp. 2132
–2137
.25.
Horowitz
, R.
, Li
, Y.
, Oldham
, K.
, Kon
, S.
, and Huang
, X.
, 2007
, “Dual-Stage Servo Systems and Vibration Compensation in Computer Hard Disk Drives
,” Control Eng. Pract.
, 15
(3
), pp. 291
–305
.10.1016/j.conengprac.2006.09.00326.
Al Mamun
, A.
, Guo
, G.
, and Bi
, C.
, 2007
, Hard Disk Drive: Mechatronics and Control
, CRC Press
, Taylor & Francis Group, London.Copyright © 2014 by ASME
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