Title :
Modelling and analysis of a two-degree-of-freedom robot with a flexible forearm
Author :
Piedboeuf, J.-C. ; Hurteau, R.
Author_Institution :
Dept. of Mech. Eng., R. Mil. Coll. of Canada, Kingston, Ont., Canada
Abstract :
The authors present a nonlinear model for a two-degree-of-freedom robot with a flexible forearm in both the continuous and discrete forms. One axial and two transverse displacements are considered and the second-order terms related to the flexible motion are included. The model also contains external viscous damping on the joints and internal fractional derivative damping in the arm. Based on simulations, a criterion threshold on the angular velocity is proposed to determine whether the nonlinear effect must be included in the study of a particular flexible robot.
Keywords :
damping; industrial robots; partial differential equations; angular velocity; arm joints; axial displacements; external viscous damping; flexible forearm; flexible motion; industrial robots; internal fractional derivative damping; nonlinear model; transverse displacements; two-degree-of-freedom robot; Biological system modeling; Damping; Equations; Force; Mathematical model; Robot kinematics;
Journal_Title :
Electrical and Computer Engineering, Canadian Journal of
DOI :
10.1109/CJECE.1991.6591700