2018
DOI: 10.1109/tie.2017.2787574
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Distributed Adaptive Sliding Mode Control of Vehicular Platoon With Uncertain Interaction Topology

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Cited by 138 publications
(61 citation statements)
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“…We can formulate it as a problem of parameterised system, and compute the pseudospectral abscissa for some structured real-valued perturbations. Since the differences between the vehicles in (12) lie in some parameters within the state coefficient matrices (see (14)), a sufficient condition for stability is given by the robust stability of the corresponding uncertain system. Let us define the pseudospectrum of the perturbed system,…”
Section: B Platoon Stability: Pseudospectral Abscissamentioning
confidence: 99%
See 2 more Smart Citations
“…We can formulate it as a problem of parameterised system, and compute the pseudospectral abscissa for some structured real-valued perturbations. Since the differences between the vehicles in (12) lie in some parameters within the state coefficient matrices (see (14)), a sufficient condition for stability is given by the robust stability of the corresponding uncertain system. Let us define the pseudospectrum of the perturbed system,…”
Section: B Platoon Stability: Pseudospectral Abscissamentioning
confidence: 99%
“…Since the matrices in (14) are affine in the uncertain parameters, the pseudospectral abscissa can be computed using the structure exploiting algorithm for real-valued perturbations in [20]. The objective would be to minimise the pseudospectral abscissa min p α,…”
Section: B Platoon Stability: Pseudospectral Abscissamentioning
confidence: 99%
See 1 more Smart Citation
“…Gao et al designed a local string stable ∞ controller for a heterogeneous platoon, simultaneously considering vehicle uncertainties and identical communication delays [26]. Moreover an adaptive distributed sliding mode control strategy was proposed in [27] to simutaneously deal with the nonlinearieties and uncertainties of node dynamics for platoon interacted by uncertain but time-invariat topologies. Wen et al considered a more complicated condition that the topology switches and the control input misses ocassionally [28].…”
Section: Introductionmentioning
confidence: 99%
“…Depending on the IFT degeneration scenario that unfolds at different time instants, the CACC will change the controller parameters to maintain string stability performance rather than degrade to ACC. Gao et al (2018) design a distributed sliding mode controller based on a linear matrix inequality method to ensure string stability under uncertain but eigenvalue-bounded IFT degeneration scenarios. However, both these studies consider IFT dynamics passively, implying that the controller uses only the functioning links when others have V2V communication failures.…”
mentioning
confidence: 99%