Title :
Comprehensive modeling for simultaneous position and force control of deformable manipulators
Author :
Lin, Yueh-Jaw ; Lee, Tian-Soon
Author_Institution :
Dept. of Mech. Eng., Akron Univ., OH, USA
Abstract :
The authors present comprehensive dynamic modeling of a deformable manipulator by using the Hamiltonian principle. The model is formulated by considering the deformable arm as a Timoshenko beam model. Hence, the shear, bending, and rotational inertia effect of the manipulator are all taken into account in the dynamic formulation. To obtain a comprehensive dynamic model, the gravitational effect, which is missing in most deformable manipulator dynamic models, is also included in the formulation. Then, an efficient motion and force controller design method utilizing root contour analysis is proposed. With the proposed method the multi-controller gains of the position/force controller for the deformable manipulator can be chosen analytically, as opposed to the method of trial and error used conventionally for selecting manipulator controller gains. The tuning process of these controllers´ gains proves the simplicity of gain selection. The motion/force simulation results verify the effectiveness of the controllers. The simulation results also show that the derived control scheme, which is based on a linear control system analysis, can drive the highly nonlinear deformable arm to achieve the desired position and force satisfactorily
Keywords :
control system analysis; dynamics; force control; manipulators; multivariable control systems; position control; root loci; Hamiltonian principle; Timoshenko beam model; bending; deformable arm; deformable manipulators; dynamic modeling; force control; gain selection; gravitational effect; linear control system analysis; multicontroller gains; nonlinear arm; position control; root contour analysis; rotational inertia; shear; simulation; simultaneous control; tuning process; Analytical models; Deformable models; Design methodology; Error correction; Force control; Manipulator dynamics; Motion analysis; Motion control; Nonlinear control systems; Process control;
Conference_Titel :
Decision and Control, 1992., Proceedings of the 31st IEEE Conference on
Conference_Location :
Tucson, AZ
Print_ISBN :
0-7803-0872-7
DOI :
10.1109/CDC.1992.371102