Abstract:The spacing errors of a string stable, homogeneous vehicle string attenuate uniformly down the vehicle chain. This result is useful for implementing vehicle formation control because it provides a guideline for the proper intervehicle spacing. In the heterogeneous case, the differing dynamics of the vehicles means the spacing errors do not attenuate or amplify uniformly down the vehicle chain, regardless of whether the formation is string stable or not. Results from heterogeneous string stability analysis are … Show more
“…String stability is extensively discussed in literature. As a result, various definitions are present, see, e.g., [4], [6], [7], [9], [10], [14]. The main ambiguity concerns the signals to consider.…”
Section: Introductionmentioning
confidence: 99%
“…1 [9]. Furthermore, heterogeneous traffic is considered, i.e., vehicles with different characteristics [4], [10], and delay in the communicated signal is taken into account [6], [7], [11]. Finally, the communication will be implemented as a feedforward signal.…”
Abstract-The design of a CACC system and corresponding experiments are presented. The design targets string stable system behavior, which is assessed using a frequency-domain-based approach. Following this approach, it is shown that the available wireless information enables small inter-vehicle distances, while maintaining string stable behavior. The theoretical results are validated by experiments with two CACC-equipped vehicles. Measurement results showing string stable as well as string unstable behavior are discussed.
“…String stability is extensively discussed in literature. As a result, various definitions are present, see, e.g., [4], [6], [7], [9], [10], [14]. The main ambiguity concerns the signals to consider.…”
Section: Introductionmentioning
confidence: 99%
“…1 [9]. Furthermore, heterogeneous traffic is considered, i.e., vehicles with different characteristics [4], [10], and delay in the communicated signal is taken into account [6], [7], [11]. Finally, the communication will be implemented as a feedforward signal.…”
Abstract-The design of a CACC system and corresponding experiments are presented. The design targets string stable system behavior, which is assessed using a frequency-domain-based approach. Following this approach, it is shown that the available wireless information enables small inter-vehicle distances, while maintaining string stable behavior. The theoretical results are validated by experiments with two CACC-equipped vehicles. Measurement results showing string stable as well as string unstable behavior are discussed.
“…The simplest approach to obtain leader and predecessor following controller is to excite controllerK i by the linear combination of the inputs received from the leader and the preceding vehicle, respectively, as proposed by Shaw and Hedrick (2007a) …”
Section: Design Of Predecessor Following Robust Controllers With Consmentioning
confidence: 99%
“…In the present paper the results by Shaw and Hedrick (2007a) are generalized in a number of ways. General definitions for heterogeneous string stability are formulated in Section 2.…”
Section: Introductionmentioning
confidence: 99%
“…In the majority of the papers, string stability of vehicle formations are analyzed or controllers are designed with the assumption of specific and common control laws. Some exceptions in the field of analysis are by Middleton and Braslavsky (2010), Lestas and Vinnicombe (2006), Seiler et al (2004), Barooah and Hespanha (2005), and in the field of control synthesis by Shaw and Hedrick (2007a).…”
Conditions of string (in)stability for look-ahead interconnected vehicle systems are presented based on a compact characterization of the interconnected system. Continuous-time local models describe the temporal evolution of the state-variables of one vehicle. Discrete spatially varying systems describe the spatial evolution of local systems. The problem of string stability analysis of large scale interconnected systems is reduced to the stability analysis of two simple dynamic systems. The evaluation of worst-case spacing errors, as responses to bounded L 2 leader acceleration, can be upper-bounded by computing the step-response to a simple discrete linear system. Based on the compact characterization, it is also shown that the string stability requirement can be directly converted to a standard H ∞ control problem. The efficiency of the synthesis method is demonstrated on a numerical example.
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