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Model Predictive Control Of Gantry Crane With Input Nonlinearity Compensation

Authors :
Steven W. Su
Hung Nguyen
Rob Jarman
Joe Zhu
David Lowe
Peter McLean
Shoudong Huang
Nghia T. Nguyen
Russell Nicholson
Kaili Weng
Publication Year :
2009
Publisher :
Zenodo, 2009.

Abstract

This paper proposed a nonlinear model predictive control (MPC) method for the control of gantry crane. One of the main motivations to apply MPC to control gantry crane is based on its ability to handle control constraints for multivariable systems. A pre-compensator is constructed to compensate the input nonlinearity (nonsymmetric dead zone with saturation) by using its inverse function. By well tuning the weighting function matrices, the control system can properly compromise the control between crane position and swing angle. The proposed control algorithm was implemented for the control of gantry crane system in System Control Lab of University of Technology, Sydney (UTS), and achieved desired experimental results.<br />{"references":["E. Arnold, O. Sawodny, J. Neupert, and K. Schneider. Anti-sway system\nfor boom cranes based on a model predictive control approach. IEEE\nInternational Conference on Mechatronics and Automation; Piscataway,\nNJ, 3:1533--1538, 2005.","Er-Wei Bai. Adaptive dead zone inverses for possibly nonlinear control\nsystems. In Gang Tao and Frank L. Lewis, editors, Adaptive Control of\nNonsmooth Dynamic Systems, pages 31--47. Springer, 2001.","Alberto Bemporad, Manfred Morari, and N. Lawrence Ricker. Model\nPredictive Control Toolbox. The MathWorks, Inc, 1994.","C.E. Garcia, D.M. Prett, and M. Morari. Model predictive control:\nTheory and practice-a survey. Automatica, 25:335--348, 1989.","A. MacFarlane. Dynamical System Models. Harrap, London, 1970.","L.F. Mendonc, J.M. Sousa, and J.M.G. Sa da Costa. Optimization\nproblems in multivariable fuzzy predictive control. Int. J. Approximate\nReasoning, 36:199--221, 2004.","H.T. Nguyen. State-variable feedback controller for an overhead crane.\nJournal of Electrical and Electronics Engineering, 14(2):75--84, 1994.","H.M. Omar and A.H. Nayfeh. Gantry cranes gain scheduling feedback\ncontrol with friction compensation. Journal of Sound and Vibration,\n281:1--20, 2005.","A.J. Ridout. Anti-swing control of the overhead crane using linear\nfeedback. Journal of Electrical and Electronics Engineering,\n9(1/2):17--26, 1989.\n[10] A.J. Ridout. Variable damped control of the overhead crane. IECON\nProceedings, IEEE, Vol. 2, Los Alamitos, CA, pages 263--269, 1989.\n[11] J.A. Rossiter. Model-based Predictive Control. CRC PRESS, London,\n2003.\n[12] Rastko R. Selmic and Frank L. Lewis. Deadzone compensation in motion\ncontrol systems using augmented multilayer neural networks. In Gang\nTao and Frank L. Lewis, editors, Adaptive Control of Nonsmooth\nDynamic Systems, pages 49--81. Springer, 2001.\n[13] Gang Tao and Petar V. Kokotovic. Adaptive control of systems with\nactuator and sensor nonlinearities. Wiley, New York, 1996.\n[14] Jung Hua Yang and Kuang Shine Yang. Adaptive coupling control for\noverhead crane systems. Mechatronics, 17(2-3):143--152, 2007.\n[15] J. Yu, F.L. Lewis, and T. Huang. Nonlinear feedback control of a gantry\ncrane. Proc. American Control. Conf., Seattle, pages 4310--4315, June\n1995."]}

Details

Language :
English
Database :
OpenAIRE
Accession number :
edsair.doi.dedup.....40b629545b1013794c7f9600cd8b243b
Full Text :
https://doi.org/10.5281/zenodo.1059664