In this paper, we design two adaptive controllers for a second-order mechan
ical system which incorporates frictional effects such as Coulomb, static,
Stribeck, and Viscous friction. First, we design a modular position trackin
g controller that can accommodate a variety of adaptive update laws. The pr
oposed controller is shown to compensate for uncertainty associated with th
e friction parameters which appear linearly in the model. In the second con
trol scheme, we show how a Lyapunov-based adaptive position setpoint contro
ller can be designed to compensate for parametric uncertainty throughout th
e mechanical system including the Stribeck effect related constant which do
es not appear linearly in the model. Experimental results are provided to i
llustrate the performance of the proposed controllers. (C) 1998 Elsevier Sc
ience Ltd. All rights reserved.