Abstract:
This note focuses on disturbance propagation in vehicle strings. It is known that using only relative spacing information to follow a constant distance behind the precedi...Show MoreMetadata
Abstract:
This note focuses on disturbance propagation in vehicle strings. It is known that using only relative spacing information to follow a constant distance behind the preceding vehicle leads to string instability. Specifically, small disturbances acting on one vehicle can propagate and have a large effect on another vehicle. We show that this limitation is due to a complementary sensitivity integral constraint. We also examine how the disturbance to error gain for an entire platoon scales with the number of vehicles. This analysis is done for the predecessor following strategy as well as a control structure where each vehicle looks at both neighbors.
Published in: IEEE Transactions on Automatic Control ( Volume: 49, Issue: 10, October 2004)
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Propagation Of Disturbances ,
- Related Information ,
- Control Structure ,
- Relational Space ,
- Constant Distance ,
- Optimal Control ,
- Transfer Function ,
- Error Propagation ,
- Laplace Transform ,
- Policy Space ,
- Onboard Sensors ,
- Decentralized Control ,
- Linear Law ,
- Closed-loop Performance ,
- Spacing Error ,
- Actuator Dynamics ,
- Transfer Function Matrix ,
- Lead Vehicle
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Propagation Of Disturbances ,
- Related Information ,
- Control Structure ,
- Relational Space ,
- Constant Distance ,
- Optimal Control ,
- Transfer Function ,
- Error Propagation ,
- Laplace Transform ,
- Policy Space ,
- Onboard Sensors ,
- Decentralized Control ,
- Linear Law ,
- Closed-loop Performance ,
- Spacing Error ,
- Actuator Dynamics ,
- Transfer Function Matrix ,
- Lead Vehicle