This paper investigates the bipartite time-varying formation control problem for a class of heterogeneous unknown nonlinear multi-agent systems. This bipartite time-varying formation is composed of two sub-formations whose relationship is… Click to show full abstract
This paper investigates the bipartite time-varying formation control problem for a class of heterogeneous unknown nonlinear multi-agent systems. This bipartite time-varying formation is composed of two sub-formations whose relationship is opposite. By parameterization the unknown nonlinear items of all agents, a distributed adaptive proportional-integral protocol is presented under undirected signed topology to ensure the convergence of the bipartite time-varying formation error. Some sufficient conditions for choosing suitable control parameters are given. In the case of systems with external time-varying but bounded disturbances, the uniformly ultimate boundedness of the formation error and its integration can be guaranteed by the proposed control protocol. A simulative example is provided to illustrate the effectiveness of the proposed protocol.
               
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