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This paper studies global leader-following consensus of a group of networked multi-integrator systems subject to control input saturation. A weighted nonlinear state feedback control law is proposed to solve this problem. Both the case of a fixed undirected communication topology and the case of a switching undirected communication topology are considered. We show that leader-following consensus can...
This paper studies the leader-following consensus problem for a group of agents with identical linear systems subject to control input saturation. We focus on two classes of linear systems, neutrally stable systems and double integrator systems. For neurally stable systems, we establish that global consensus can be achieved by linear local feedback laws over an undirected fixed or a switching communication...
In this paper, we revisit the synchronization problems for coupled harmonic oscillators in a dynamic proximity network. Unlike many existing algorithms for distributed control of complex dynamical networks that require explicit assumptions on the network connectivity, we show that the coupled harmonic oscillators can always be synchronized, without imposing any network connectivity assumption. Moreover,...
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