Dynamic safety margins are shown to be control barrier functions for an augmented state-reference system, enabling constraint handling agnostic to relative degree and supporting multiple constraints via control sharing.
Using Dynamic Safety Margins as Control Barrier Functions
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abstract
This paper presents an approach to design control barrier functions (CBFs) for arbitrary state and input constraints using tools from the reference governor literature. In particular, it is shown that dynamic safety margins (DSMs) are CBFs for an augmented system obtained by concatenating the state with a virtual reference. The proposed approach is agnostic to the relative degree and can handle multiple state and input constraints using the control-sharing property of CBFs. The construction of CBFs using Lyapunov-based DSMs is then investigated in further detail. Numerical simulations show that the method outperforms existing DSM-based approaches, while also guaranteeing safety and persistent feasibility of the associated optimization program.
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Using Dynamic Safety Margins as Control Barrier Functions
Dynamic safety margins are shown to be control barrier functions for an augmented state-reference system, enabling constraint handling agnostic to relative degree and supporting multiple constraints via control sharing.