Scalable Safety-Preserving Robust Control Synthesis for Continuous-Time Linear Systems


We gift a scalable set-valued safety-preserving hybrid controller for constrained continuous-time linear time-invariant (LTI) systems subject to additive disturbance/uncertainty. The approach depends on a conservative approximation of the discriminating kernel using a piecewise ellipsoidal algorithm with polynomial complexity. This precomputed approximation is employed online to synthesize a permissive state-feedback control law that guarantees the satisfaction of all constraints despite potentially conflicting performance objectives. We have a tendency to show the results on a flight envelope protection drawback for a quadrotor with actuation saturation and unknown wind disturbances.

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