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A Decentralized Event-Triggered Dissipative Control Scheme for Systems With Multiple Sensors to Sample the System
IEEE Transactions on Cybernetics
|October 30, 2015
Summary
This study introduces decentralized event-triggered control for systems with diverse output properties, saving communication resources. The method ensures system stability and dissipativity using a data packet processor and linear matrix inequalities.
Area of Science:
- Control Systems Engineering
- Networked Systems
Background:
- Systems with diverse physical properties in outputs require specialized control.
- Decentralized control strategies are crucial for managing complex systems with multiple nodes.
- Event-triggered sampling reduces communication load in networked control systems.
Purpose of the Study:
- To develop a decentralized event-triggered dissipative control strategy for systems with heterogeneous output properties.
- To enhance communication efficiency by selectively transmitting data packets.
- To guarantee closed-loop system stability and dissipativity.
Main Methods:
- Grouping system outputs into nodes based on physical properties.
- Implementing a decentralized event-triggering scheme with a data packet processor (DPP).
- Modeling the closed-loop system as a linear system with interval time-varying delay.
- Deriving stability and dissipativity conditions using linear matrix inequalities (LMIs).
Main Results:
- A sufficient condition for asymptotic stability and strict (Q0,S0,R0) -dissipativity is established.
- The proposed event-triggering scheme significantly conserves communication resources.
- Output-based controllers are designed effectively using LMIs.
- The method's effectiveness is validated through two illustrative examples.
Conclusions:
- The developed decentralized event-triggered control approach is effective for systems with varying output physical properties.
- The strategy successfully balances communication efficiency with guaranteed system performance (stability and dissipativity).
- The use of a DPP and LMI-based controller design provides a robust framework for such systems.
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