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Published on: November 24, 2021
Practical Output Containment of Heterogeneous Nonlinear Multiagent Systems Under External Disturbances
This study addresses the practical output containment problem for heterogeneous nonlinear multiagent systems. A novel distributed observer-based control protocol using adaptive neural networks ensures follower outputs converge to a convex combination of leader outputs, even with external disturbances.
Area of Science:
- Control Systems Engineering
- Nonlinear Systems Theory
- Multiagent Systems
Background:
- Investigates the practical output containment problem in heterogeneous nonlinear multiagent systems.
- Addresses challenges posed by external disturbances from an exosystem.
- Requires follower outputs to converge to a predefined convex combination of leader outputs.
Purpose of the Study:
- To develop a distributed observer-based control protocol for heterogeneous nonlinear multiagent systems.
- To overcome challenges related to coupled nonlinearities, state dimensions, and system matrices.
- To ensure practical output containment under external disturbances.
Main Methods:
- Construction of an adaptive state observer for leader state estimation using neighboring interactions.
- Development of two new observer classes for followers, utilizing output information and adaptive neural networks (NNs) for nonlinearity compensation.
- Generation of a practical output containment control protocol with a two-step parameter determination algorithm.
- Derivation of containment criteria using Lyapunov stability theory and output regulation methods.
Main Results:
- A novel distributed observer-based control protocol is successfully developed.
- Adaptive neural networks effectively compensate for unknown nonlinearities in follower dynamics.
- Practical output containment criteria are derived for the closed-loop system under external disturbances.
Conclusions:
- The proposed distributed observer-based control strategy effectively solves the practical output containment problem for heterogeneous nonlinear multiagent systems.
- The method demonstrates robustness against external disturbances.
- Simulation results validate the theoretical findings.
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