2022
DOI: 10.1109/tvt.2022.3196366
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A Coevolutionary Algorithm for Cooperative Platoon Formation of Connected and Automated Vehicles

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Cited by 21 publications
(9 citation statements)
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“…The bi-level optimization framework optimizes traffic operation within a rolling horizon to balance traffic performance and computational efficiency. At each decision step, the optimal scheduling scheme at the upper level can be solved by the CPLEX Constraint Programming solver with sub-second computation time, while the nearoptimal trajectories in the lower level can be generated by the coevolutionary algorithm modified from our previous work [63], [64]. In addition, this paper establishes the quantifiable connection between the makespan of the traffic scheduling scheme and the occurrence of spillbacks, demonstrating that the optimization of the makespan helps to avoid/mitigate spillbacks in normal/saturated traffic states.…”
Section: Discussionmentioning
confidence: 99%
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“…The bi-level optimization framework optimizes traffic operation within a rolling horizon to balance traffic performance and computational efficiency. At each decision step, the optimal scheduling scheme at the upper level can be solved by the CPLEX Constraint Programming solver with sub-second computation time, while the nearoptimal trajectories in the lower level can be generated by the coevolutionary algorithm modified from our previous work [63], [64]. In addition, this paper establishes the quantifiable connection between the makespan of the traffic scheduling scheme and the occurrence of spillbacks, demonstrating that the optimization of the makespan helps to avoid/mitigate spillbacks in normal/saturated traffic states.…”
Section: Discussionmentioning
confidence: 99%
“…In this section, we first revisit the trajectory planning method developed in our previous studies [63], [64], where a Hybrid Evolutionary Algorithm with Cooperative Coevolution (HEA-CC) is proposed and proved to be efficient to deal with the multivehicle trajectory optimization. Furthermore, we formulate a new objective function to fit the setting of this problem, which not only reduces the overall energy consumption of vehicles but also improves the usage of road space to avoid/mitigate spillbacks.…”
Section: Revisit Of the Lower-level Trajectory Planning Modelmentioning
confidence: 99%
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“…In this section, we first revisit the trajectory planning method developed in our previous studies [57], [58], where a Hybrid Evolutionary Algorithm with Cooperative Coevolution (HEA-CC) is proposed and proved to be efficient to deal with the multivehicle trajectory optimization. Furthermore, we formulate a new objective function to fit the setting of this problem, which not only reduces the overall energy consumption of vehicles but also improves the usage of road space to avoid/mitigate spillbacks.…”
Section: Revisit Of the Lower-level Trajectory Planning Modelmentioning
confidence: 99%
“…Here, s t ⇠ i denotes the displacement of the front bumper of vehicle i 2 [1, n k ] at time t ⇠ , P i (t ⇠ ) denotes the instantaneous power, For the second term, g c (s t ⇠ i ) denotes the penalty function with the corresponding weight coefficient c , where g 1 (•) measures the violation of traffic regulations, g 2 (•) the mechanical limitation, g 3 (•) the comfort criteria, and g 4 (•) the separation distance. We refer readers to read [57] for the calculation of these energy and penalty functions.…”
Section: Revisit Of the Lower-level Trajectory Planning Modelmentioning
confidence: 99%