Observational analysis shows convergence of mobile agents in affine formation, indicating robustness to measurement noise.
This article addresses the control of mobile agents, termed followers, to track a time‐varying affine formation specified by a set of leaders. We present a distributed hierarchical method composed of a homogeneous high‐order sliding mode observer and a tracking controller. The observer estimates the followers' target trajectories from neighbor information in finite time and is robust to measurement noise. Compared to existing approaches, the method accommodates heterogeneous follower dynamics, maintains estimation accuracy independently of follower motion, and mitigates chattering effects. Convergence is guaranteed for both continuous‐ and discrete‐time implementations, which are supported by formal analysis and numerical simulations.
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López et al. (2025) studied this question.
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