Abstract:
In this paper, we consider a cyber-physical architecture where control applications are divided into multiple tasks, spatially distributed over various processing units t...Show MoreMetadata
Abstract:
In this paper, we consider a cyber-physical architecture where control applications are divided into multiple tasks, spatially distributed over various processing units that communicate via a shared bus. While control signals are exchanged over the communication bus, they have to wait for bus access and therefore experience a delay. We propose certain (co-)design guidelines for (i) the communication schedule, and (ii) the controller, such that stability of the control applications is guaranteed for more flexible communication delay constraints than what has been studied before. We illustrate the applicability of our design approach using the FlexRay dynamic segment as the communication medium for the processing units.
Date of Conference: 25-28 January 2011
Date Added to IEEE Xplore: 03 March 2011
ISBN Information:
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- IEEE Keywords
- Index Terms
- Cyber-physical Systems ,
- Delay Constraint ,
- Processing Unit ,
- Media Communication ,
- Control Applications ,
- Design Guidelines ,
- Communication Delay ,
- Segmental Dynamics ,
- Communication Bus ,
- Stability Of System ,
- Actuator ,
- Optimal Control ,
- Control Input ,
- Gain Control ,
- Closed-loop System ,
- Design Considerations ,
- Asymptotically Stable ,
- Positive Definite Matrix ,
- System Matrix ,
- Decrease In Energy ,
- Closed-loop Dynamics ,
- Total Energy Change ,
- Message Size ,
- Unit Circle ,
- Feedback Signal ,
- Message Transmission ,
- Counter Value ,
- Feasible Schedule ,
- Time Stamp ,
- Cycle Length
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Cyber-physical Systems ,
- Delay Constraint ,
- Processing Unit ,
- Media Communication ,
- Control Applications ,
- Design Guidelines ,
- Communication Delay ,
- Segmental Dynamics ,
- Communication Bus ,
- Stability Of System ,
- Actuator ,
- Optimal Control ,
- Control Input ,
- Gain Control ,
- Closed-loop System ,
- Design Considerations ,
- Asymptotically Stable ,
- Positive Definite Matrix ,
- System Matrix ,
- Decrease In Energy ,
- Closed-loop Dynamics ,
- Total Energy Change ,
- Message Size ,
- Unit Circle ,
- Feedback Signal ,
- Message Transmission ,
- Counter Value ,
- Feasible Schedule ,
- Time Stamp ,
- Cycle Length