2015 IEEE International Conference on Advanced Intelligent Mechatronics (AIM) 2015
DOI: 10.1109/aim.2015.7222584
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Application of a robotic system with mobile manipulator and vision positioning

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Cited by 3 publications
(2 citation statements)
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“…Equation (9) means that the number of AGVs arriving at the checkpoint entrance at any moment should be less than the maximum storage capacity of the checkpoint entrance; Equation (10) means that each storage space is transported by only one AGV at any moment. Equation (11) indicates that the quantity of material in the storage space w meets the demand for material i at the verification line p; Equation (12) indicates that the deviation of the order from the average distribution is within δ. N wi indicates the number of commodities owned by each pallet; Equations ( 13) and ( 14) indicate that there is at most one AGV traveling through any node at time t to avoid the occurrence of AGV node conflicts; Equation (15) indicates that the path network that can be exercised by AGVs is a unidirectional guided path; Equation ( 16) represents the time that the AGV passes through the path node m → n segment; Equation (17) represents the continuity of AGV trolley transportation time; Equation (18) represents the need to maintain a safe time interval when entering the same path node through any two trolleys. Equation ( 19) represents the charging duration of the AGV; Equation (20) represents the AGV charging operation, i.e., the current charge is charged if it is less than or equal to the minimum charge and vice versa.…”
Section: Symbol Descriptionmentioning
confidence: 99%
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“…Equation (9) means that the number of AGVs arriving at the checkpoint entrance at any moment should be less than the maximum storage capacity of the checkpoint entrance; Equation (10) means that each storage space is transported by only one AGV at any moment. Equation (11) indicates that the quantity of material in the storage space w meets the demand for material i at the verification line p; Equation (12) indicates that the deviation of the order from the average distribution is within δ. N wi indicates the number of commodities owned by each pallet; Equations ( 13) and ( 14) indicate that there is at most one AGV traveling through any node at time t to avoid the occurrence of AGV node conflicts; Equation (15) indicates that the path network that can be exercised by AGVs is a unidirectional guided path; Equation ( 16) represents the time that the AGV passes through the path node m → n segment; Equation (17) represents the continuity of AGV trolley transportation time; Equation (18) represents the need to maintain a safe time interval when entering the same path node through any two trolleys. Equation ( 19) represents the charging duration of the AGV; Equation (20) represents the AGV charging operation, i.e., the current charge is charged if it is less than or equal to the minimum charge and vice versa.…”
Section: Symbol Descriptionmentioning
confidence: 99%
“…However, traditional heuristic algorithms still have limited performance in dealing with large-scale AGV scheduling problems under multi-dimensional constraints. Their random search can easily get stuck in local optima, and it is difficult to effectively implement efficient scheduling and dynamic autonomous path planning for AGV tasks considering the multi-dimensional constraints in automated electric meter verification workshops [11,12]. Against this background, how to effectively reduce the scheduling and path costs of largescale AGVs based on complex dynamic environments to maximize the overall productivity of the verification system has become an urgent issue that electric power enterprises need to resolve.…”
Section: Introductionmentioning
confidence: 99%