Search Results for author: Jean-Baptiste Bouvier

Found 7 papers, 2 papers with code

Losing Control of your Network? Try Resilience Theory

1 code implementation28 Jun 2023 Jean-Baptiste Bouvier, Sai Pushpak Nandanoori, Melkior Ornik

To assess system vulnerability, we establish resilience conditions for networks with a subsystem enduring a loss of control authority over some of its actuators.

Delayed resilient trajectory tracking after partial loss of control authority over actuators

1 code implementation22 Mar 2023 Jean-Baptiste Bouvier, Himmat Panag, Robyn Woollands, Melkior Ornik

After the loss of control authority over thrusters of the Nauka module, the International Space Station lost attitude control for 45 minutes with potentially disastrous consequences.

Resilience of Linear Systems to Partial Loss of Control Authority

no code implementations16 Sep 2022 Jean-Baptiste Bouvier, Melkior Ornik

Relying on Lyapunov theory we derive analytical bounds on the reach times of the nominal and malfunctioning systems in order to quantify their resilience.

Quantitative Resilience of Linear Systems

no code implementations28 Jan 2022 Jean-Baptiste Bouvier, Melkior Ornik

Actuator malfunctions may have disastrous consequences for systems not designed to mitigate them.

Quantitative Resilience of Generalized Integrators

no code implementations7 Nov 2021 Jean-Baptiste Bouvier, Kathleen Xu, Melkior Ornik

By definition, a system is resilient if it can still reach a target after a partial loss of control authority.

Quantitative Resilience of Linear Driftless Systems

no code implementations28 Jan 2021 Jean-Baptiste Bouvier, Kathleen Xu, Melkior Ornik

By definition, a system is resilient if it can still reach a target after a loss of control authority.

Systems and Control Systems and Control 93-06

Designing Resilient Linear Driftless Systems

no code implementations24 Jun 2020 Jean-Baptiste Bouvier, Melkior Ornik

In contrast with the settings of robust control and fault-tolerant control, we consider undesirable but observable inputs of the same magnitude as controls since they are produced by a faulty actuator of the system.

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