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A compliant control method for disassembly of non-elastic parts using realised motion

Published online by Cambridge University Press:  09 March 2009

Yagmur Denizhan
Affiliation:
Department of Electrical & Electronics Engineering, Bogazici University, 80815 Bebek-Istanbul (Turkey)

Summary

In disassembly tasks, due to the large variety of objects and the different positions and orientations in which they appear, the disassembly trajectories supplied on-line by a human operator or an automatic recognition system can contain large errors. The classical compliant control methods turn out to be insufficient to eliminate sticking which is due to these errors. This paper presents a compliant control method for disassembly of non-elastic parts in non-elastic environments which adopts the trajectories according to realised motion. In case of sticking a new direction of motion is searched for until the manipulated part is set into motion.

Type
Articles
Copyright
Copyright © Cambridge University Press 1995

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References

1.Merlet, J.P., “Force-Feedback Control in Robotic Tasks”, Intelligent Robotic Systems (Tzafestas, S.G., ed.) (Marcel Dekker, New York, 1991).Google Scholar
2.Goldenberg, A.A., “Analysis of Force Control Based on Linear Models”, Proc. of the 1992 IEEE INT. Conf. on Robotics and Automation, Nice,France(May 1992) pp. 13481353.Google Scholar
3.Groome, R.C., “Force Feedback Steering of a Teleoperator System” M.S. Thesis (Department of Aeronautics and Astronautics, Massachusetts Institute of Technology, 1972).Google Scholar
4.Silver, D., “The Little Robot System”, Artificial Intelligence Laboratory, Massachusetts Institute of Technology, Artificial Intelligence Memoranda 273 (01, 1973).Google Scholar
5.Nevins, J.L. & Whitney, D.E., “The Force Vector Assembler Concept” 1st IFTOMM Symp. Theory and Practice of Robots and Manipulators(1974).Google Scholar
6.Nevins, J.L., Whitney, D.E. & Simunovic, S.N., System Architecture for Assembly Machines (C.S. Draper Labora- tory, Cambridge, Mass., R-764, 11, 1973).Google Scholar
7.Goto, T., Takeyasu, K. & Inoyama, T., “Control Algorithm for Precision Insert Operation Robots” IEEE Trans. Systems, Man, Cybernetics SMC-10 (1) 1925 (1980).Google Scholar
8.Salisbury, J.K., “Active Stiffness Control of a Manipulator in Cartesian Coordinates” IEEE Conf. Decision and control, Albuquerque,New Mexico(November, 1980) pp. 95100.Google Scholar
9.Hogan, N., “Control of Mechanical Impedance of Prosthetic Joints” Proc. 1980 Joint Automatic Control Conf,San Francisco(August, 1980) pp. TA10-B.Google Scholar
10.Inoue, H., “Computer Controlled Bilateral Manipulator” Bulletin of the JSME 14 (69), 199207 (1971).Google Scholar
11.Goto, T., Inoyama, T. & Takeyasu, K., “Precise Insert Operation by Tactile Controlled Robot” 2nd Conf. Industrial Robot Technology(March 1974) pp. 225228.Google Scholar
12.Paul, R.P. & Shimano, B., “Compliance and Control” Proc. 1976 Joint Automatic Control Conf,San Francisco(1976) pp. 694699.Google Scholar
13.Raibert, M.H. & Craig, J.J., “Hybrid position/Force Control of Manipulators” J. Dynamic Systems, Measurement, Control 102, 126133 (06, 1981).Google Scholar
14.Hori, Y., “High Performance Control of Robot Manipula- tor without Using Inverse Dynamics” Control Engineering Practice 1, No. 3, 529538 (1993).Google Scholar