Titlebook: Recent Advances in Control Problems of Dynamical Systems and Networks; Ju H. Park Book 2021 The Editor(s) (if applicable) and The Author(s

ARM

濃縮

Observer-Based Controller Design for Fractional-Order Neutral-Type Systemseasible problems, the gains of the controller and the observer are given. Then, an observer-based guaranteed cost control of fractional-order systems is studied. At last, simulation examples are provided to demonstrate that our method is effective.

monogamy

New Results on Stability of Coupled Impulsive Fractional-Order Systems on Networks graph theory and Lyapunov second technique. These stability principles have a close relation to the topology property of the network. A numerical example is put forward to verify the validity of the obtained findings.

清真寺

Book 2021c control systems and networks.??.In recent years, the study of dynamic systems and networks has faced major changes and challenges with the rapid advancement of IT technology, accompanied by the 4th Industrial Revolution. Many new factors that now have to be considered, and which haven’t been addre

輕浮女

Partial State Observers for Linear Time-Delay Systemsay values are often not measurable in practice, a methodology is demonstrated to deal with uncertain state delays in designing delay-dependent functional observers. In light of that, an auxiliary time-varying delay with arbitrary bounds is exploited in the observer, which effectively relaxes the conservative nature of delay-free observers.

expire

Ledger

Observer-Based Fault-Tolerant Control for Non-Infinitely Observable Descriptor Systemss from the SMO and the output of the system converge asymptotically. The necessary and sufficient conditions for the existence of the scheme are investigated and expressed in terms of the original system matrices. Finally, the scheme is implemented on a simulation of a practical system, and the results demonstrate its effectiveness.

Spinal-Tap

Event-Triggered Control of Discrete-Time Switched Linear Systems via Communication Channels with Limtional methods, exponential stability conditions for the closed-loop systems are derived. Furthermore, linear matrix inequalities based co-design methods of event-trigger parameters and state feedback controller gains are proposed. Numerical examples illustrate the effectiveness of obtained results.

FLAIL

agonist

Event-Triggered Sliding Mode Control for Stochastic Markov Jump Systemsconstructed to guarantee that the system trajectories can arrive at the specified sliding surface. Then, sojourn-time-dependent sufficient conditions are established to ensure the required stochastic stability performance of the whole closed-loop system. Finally, a boost converter circuit model is given to illustrate the proposed method.