Fundamental properties of reset control systems
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Publication:1888411
DOI10.1016/j.automatica.2004.01.004zbMath1068.93050OpenAlexW2029620621MaRDI QIDQ1888411
Publication date: 23 November 2004
Published in: Automatica (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/j.automatica.2004.01.004
Stabilization of systems by feedback (93D15) Design techniques (robust design, computer-aided design, etc.) (93B51) Variable structure systems (93B12)
Related Items (44)
Performance analysis of reset control systems ⋮ On \(\mathcal{L}_2\) gain performance improvement of linear systems with Lyapunov-based reset control ⋮ Finite-gain \(\mathcal{L}_p\) stability for hybrid dynamical systems ⋮ Performance improvement of SISO linear control systems by hybrid state resetting and sector confinement of trajectories ⋮ Robust stability of reset control systems with uncertain output matrix ⋮ Stability and performance analysis of hybrid integrator-gain systems: a linear matrix inequality approach ⋮ Frequency-domain tools for stability analysis of reset control systems ⋮ Well-posedness of reset control systems as state-dependent impulsive dynamical systems ⋮ Analysis and synthesis of linear hybrid systems with state-triggered jumps ⋮ Memristive port-Hamiltonian control: path-dependent damping injection in control of mechanical systems ⋮ A T-S fuzzy state observer-based model predictive reset control for a class of fuzzy nonlinear systems with event-triggered mechanism ⋮ Input-to-state stability of soft-reset systems with nonlinear data ⋮ Optimal reset law design based on guaranteed cost control method for Lipschitz nonlinear systems ⋮ Leader-following consensus of linear multi-agent systems via reset control: a time-varying systems approach ⋮ Frequency-domain stability methods for reset control systems ⋮ Frequency-domain modelling of reset control systems using an impulsive description ⋮ ℋ2 reset controller design for linear systems using piecewise quadratic Lyapunov functions ⋮ Towards \(\ell _2\)-stability of discrete-time reset control systems via dissipativity theory ⋮ Stability analysis and design of reset control systems with discrete-time triggering conditions ⋮ Reset control systems with reset band: well-posedness, limit cycles and stability analysis ⋮ Optimal reset adaptive observer design ⋮ Reset passivation of nonlinear controllers via a suitable time-regular reset map ⋮ Stability properties of reset systems ⋮ Stability of simultaneously block triangularisable switched systems with partial state reset ⋮ An impulsive dynamical systems framework for reset control systems ⋮ Generalized solutions to hybrid dynamical systems ⋮ Relay-based hybrid control of minimal-order mechanical systems with applications ⋮ Stability analysis of delayed reset systems with distributed state resetting ⋮ Overcoming overshoot performance limitations of linear systems with reset control ⋮ Analytical and numerical Lyapunov functions for SISO linear control systems with first-order reset elements ⋮ Using Luenberger observers and dwell‐time logic for feedback hybrid loops in continuous‐time control systems ⋮ A passivity-based approach to reset control systems stability ⋮ Limit cycles analysis of reset control systems with reset band ⋮ Reset observers for linear time-varying delay systems: delay-dependent approach ⋮ Delay-dependent stability of reset systems ⋮ Stability analysis and design of reset systems: theory and an application ⋮ Reset Control Systems With Time-Varying Delay: Delay-Dependent Stability And ℒ2 Gain Performance Improvement ⋮ Robust control and data‐driven tuning of a hybrid integrator‐gain system with applications to wafer scanners ⋮ A Reset-Time Dependent Approach for Stability Analysis of Nonlinear Reset Control Systems ⋮ Projection-based integrators for improved motion control: formalization, well-posedness and stability of hybrid integrator-gain systems ⋮ Consensus protocols for networked multi-agent systems with a uniformly continuous quasi-resetting architecture ⋮ Reset control systems: the zero-crossing resetting law ⋮ Continuous-Time Implementation of Reset Control Systems ⋮ Split-path nonlinear integral control for transient performance improvement
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- Plant with integrator: an example of reset control overcoming limitations of linear feedback
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