A dynamic-event approach to adaptive asymptotic tracking control of p-normal nonlinear systems under full state constraints

In this paper, we study the problem of asymptotic tracking control for a class of interconnected p-normal nonlinear systems (p-NNS) with full-state constraints (FSCs). An event-triggered mechanism is constructed by introducing a new dynamic variable. It effectively reduces the update frequency of the controller compared to temporal-triggered. By building a new barrier function, the unknown functions of the system are converted into unknown scalars, which will be disposed of by the adaptive technique. To implement the FSCs control, we propose a low- complexity constrained control scheme while removing the condition that the initial value of the output is constrained. According to Barbalat's lemma, it is proved that the output signal can asymptotically track the predetermined signal, and the system states are kept within the constraint bound, with all signals bounded. Finally, two simulation examples illustrate the effectiveness of the scheme.