This paper introduces a non-time-based control scheme for active position and vibration control of two-degree-of-freedom systems by applying it to the path-tracking and swing control of a system composed of a trolley and a simple pendulum. The basic idea behind such a scheme is to make the path reference of the trolley a function of the time and of a time delay. This latter, which is affected by the measured oscillation, is calculated on-the-fly in order to reduce the swing phenomenon. The effectiveness of the proposed control scheme, which may have application to the control of overhead cranes, is proved experimentally.
Issue Section:
Technical Briefs
Topics:
Control equipment,
Delays,
Pendulums,
Vibration suppression,
Cranes,
Vibration,
Oscillations
1.
Suzuki
, H.
, and Terashima
, E.
, 2000, “Semi-Automatic Control of Overhead Crane Using Potential Method
,” Proc. 2000 IEEE Int. Conf. on Systems, Man, and Cybernetics
, Nashville
, Vol. 5
, pp. 3224
–3229
.2.
Yoshida
, K.
, 1997, “Nonlinear Control for a Crane System Having Constrained Trolley Stroke and Pendulum
,” Proc. 36th IEEE Conf. on Length Decision and Control
, San Diego
, Vol. 3
, pp. 2895
–2896
.3.
Parker
, G. G.
, Petterson
, B.
, Dohrmann
, C.
, and Robinett
, R. D.
, 1995, “Command Shaping for Residual Vibration Free Crane Maneuvers
,” Proc. American Control Conference
, Seattle
, Vol. 1
, pp. 934
–938
.4.
Bartolini
, G.
, Pisano
, A.
, and Usai
, E.
, 2002, “Second-Order Sliding-Mode Control of Container Cranes
,” Automatica
0005-1098, 38
, pp. 1783
–1790
.5.
Al-Garni
, A. Z.
, Moustafa
, K. A. F.
, and Nizami
, S. S. A. K.
, 1995, “Optimal Control of Overhead Cranes
,” Control Eng. Pract.
0967-0661, 3
, pp. 1277
–1284
.6.
Kang
, W.
, Xi
, N.
, and Tan
, J.
, 1999, “Analysis and Design of Non-Time Based Motion Controller for Mobile Robots
,” Proc. 1999 IEEE Int. Conf. on Robotics and Automation
, Detroit, Vol. 2
, pp. 919
–924
.7.
Tarn
, T. J.
, Xi
, N.
, Guo
, C.
, and Bejczy
, A. K.
, 1995, “Fusion of Human and Machine Intelligence for Telerobotic Systems
,” Proc. 1995 IEEE/ICRA
, Nagoya, Vol. 3
, pp. 3110
–3115
.8.
Wu
, Y.
, Tarn
, T. J.
, and Xi
, N.
, 1995, “Force and Transition Control with Environmental Uncertainties
,” Proc. 1995 IEEE/ICRA
, Nagoya, Vol. 1
, pp. 899
–904
.9.
Xi
, N.
, and Tarn
, T. J.
, 1997, “Integrated Task Scheduling and Action Planning/Control for Robotic Systems Based on a Max-Plus Algebra Model
,” Proc. 1997 IEEE/RSJ Int. Conf. on Intelligent Robotics and Systems
, Grenoble, Vol. 2
, pp. 926
–931
.10.
Gallina
, P.
, and Trevisani
, A.
, 2004, “Delayed Reference Control of a Two Mass Elastic System
,” J. Vib. Control
1077-5463, 10
, pp. 135
–159
.Copyright © 2005
by American Society of Mechanical Engineers
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