In this paper, the adaptive robust output tracking problem for a class of n
onlinear systems which have both mismatched uncertainties and matched uncer
tainties has been addressed. The nominal system is input-output linearizabl
e. Based on the input-output linearization technique and Lyapunov approach,
an adaptive control law is developed to track the bounds on the plant unce
rtainties so that no prior knowledge of the bounds is required. It is shown
that the output of the closed-loop systems ultimately track the desired ou
tput with a bounded tracking error despite the system uncertainties. An exa
mple is performed to illustrate the effectiveness of the proposed control s
cheme.