DocumentCode
2582025
Title
Physical dynamic modelling and systematic control structure design of a double linear drive moving gantry stage industrial robot
Author
Gomand, Julien ; Bearee, Richard ; Kestelyn, Xavier ; Barre, Pierre-Jean
Author_Institution
L2EP - ENSAM Lille - 8, Lille
fYear
2007
fDate
2-5 Sept. 2007
Firstpage
1
Lastpage
9
Abstract
Industrial control of dual-drive moving gantry stage robots is usually achieved by two independent position controllers. This control structure does not take into account the mechanical coupling between the two actuators that leads to a reduction of the overall performances. In this paper, a physical dynamic lumped parameters model of an industrial robot based on structural, modal, and finite element method analysis is proposed, experimentally identified and validated. Then, using simple inversion rules of the causal ordering graph formalism, a control structure is deduced in a systematic way. The solution is finally simulated and shows that it is possible to obtain better performances than the industrial control.
Keywords
finite element analysis; industrial robots; mechatronics; motion control; causal ordering graph formalism; double linear drive moving gantry stage industrial robot; finite element method analysis; independent position controllers; industrial control; inversion rules; mechanical coupling; mechatronics; modal analysis; motion control; multimachine system; physical dynamic lumped parameters model; physical dynamic modelling; structural analysis; systematic control structure design; Actuators; Control system synthesis; Electrical equipment industry; Finite element methods; Industrial control; Magnetic heads; Motion control; Robotic assembly; Service robots; Synchronous motors; Linear drive; Mechatronics; Modelling; Motion control; Multi-machine system;
fLanguage
English
Publisher
ieee
Conference_Titel
Power Electronics and Applications, 2007 European Conference on
Conference_Location
Aalborg
Print_ISBN
978-92-75815-10-8
Electronic_ISBN
978-92-75815-10-8
Type
conf
DOI
10.1109/EPE.2007.4417424
Filename
4417424
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