DocumentCode
1723346
Title
Continous sliding mode control of DD robot mechanism
Author
Curk, Boris ; Jezernik, Karel ; Terbuc, Martin
Author_Institution
Fac. of Electr. Eng. & Comput. Sci., Maribor Univ., Slovenia
fYear
1997
Firstpage
889
Abstract
In this paper, a nonmodel-based discrete-time chattering-free sliding mode control scheme is applied. The distinctive feature of the scheme is its robustness to different initial condition values and to parameter mismatch. Nonlinear control principles are used, namely the combined feedforward and the robust negative feedback part based on the VSS controllers. In the discrete-time expression the discontinuous operation of controllers in the sliding mode has been replaced by the continous one. In this way, the chattering of control input has been eliminated and the excitation of the dynamic system without high frequency oscillations has been achieved. The proposed control solution is near an ideal control function in the sliding mode. Unlike other algorithms intended to avoid chattering, this nonmodel based approach uses only the information about the distance from the sliding mode manifold to derive the control. The advantage of the proposed control scheme prevails over the conventional model-based control scheme since no precise knowledge of mathematical model is necessary. In order to implement the control, only the structure of input matrix and the mean values of its parameters must be known. The parameters of the control depend only on the plant´s gain matrix and the gradient of the sliding mode manifold. The proposed control scheme is applied on a mininal cofiguration direct drive robot mechanism
Keywords
control system analysis; control system synthesis; discrete time systems; electric drives; feedback; feedforward; machine control; machine testing; machine theory; motion control; robots; robust control; variable structure systems; continous sliding mode control; control design; control simulation; direct drive robot mechanism; gain matrix; high frequency oscillations; mathematical model; nonlinear control principles; nonmodel-based discrete-time chattering-free sliding mode control; robust negative feedback; robustness; sliding mode manifold; Control systems; Feedback; Frequency; Gears; Manipulators; Motion control; Robots; Robust control; Sliding mode control; Torque control;
fLanguage
English
Publisher
ieee
Conference_Titel
Industrial Electronics, 1997. ISIE '97., Proceedings of the IEEE International Symposium on
Conference_Location
Guimaraes
Print_ISBN
0-7803-3936-3
Type
conf
DOI
10.1109/ISIE.1997.648838
Filename
648838
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