2022
DOI: 10.1016/j.apor.2022.103125
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Autonomous Surface Vehicle energy-efficient and reward-based path planning using Particle Swarm Optimization and Visibility Graphs

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Cited by 39 publications
(17 citation statements)
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“…Step: the maximum range AF can move (5) Initialize the artifcial fsh population: N (6) Initialize the state of each AF: X i (7) while the path is not found do (8) for each AF do (9) fag � stateEvaluation() (10) case fag � prey: (11) X i (t + 1)←X i (t) + step towards best potential position (12) case fag � follow: (13) X i (t + 1)←X i (t) + step towards neighbor fish with better position (14) case fag � Swarm: (15) X i (t + 1)←X i (t) + step towards center of the fish swarm (16) case fag � random: (17) X i (t + 1)←X i (t) + step towards random direction (18) Mathematical Problems in Engineering and τ r are the control input of surge and yaw. Sat * represents the saturation function of the control signals, and it is described as follows [24]:…”
Section: Usv Model Designmentioning
confidence: 99%
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“…Step: the maximum range AF can move (5) Initialize the artifcial fsh population: N (6) Initialize the state of each AF: X i (7) while the path is not found do (8) for each AF do (9) fag � stateEvaluation() (10) case fag � prey: (11) X i (t + 1)←X i (t) + step towards best potential position (12) case fag � follow: (13) X i (t + 1)←X i (t) + step towards neighbor fish with better position (14) case fag � Swarm: (15) X i (t + 1)←X i (t) + step towards center of the fish swarm (16) case fag � random: (17) X i (t + 1)←X i (t) + step towards random direction (18) Mathematical Problems in Engineering and τ r are the control input of surge and yaw. Sat * represents the saturation function of the control signals, and it is described as follows [24]:…”
Section: Usv Model Designmentioning
confidence: 99%
“…Tis system was developed based on the integration of a novel B-spline data frame and a particle swarm optimization (PSO)-based solver engine. Krell et al [13] introduced the concept of opportunistic reward-based planning and applied PSO to the path planning problem. Te PSO is used to optimize routes that balance path efciency and reward, and simulations have been carried out based on real ocean current data.…”
Section: Introductionmentioning
confidence: 99%
“…These algorithms offer a set of high-level strategies to search for solutions, allowing them to optimize paths while considering multiple objectives with a comparatively low computational burden. Considering the effects of currents, Krell et al [20] devised an improved PSO method implemented in visibility graphs. For the safe navigation of ships, a quasi-reflection-based PSO was proposed by Xue [21].…”
Section: Introductionmentioning
confidence: 99%
“…Currently, the most commonly used global path-planning algorithms include Dijkstra [11][12][13], A* [14][15], genetic [16][17][18], particle swarm optimization [19][20][21], and ant colony algorithms [22]. Dijkstra and A* algorithms are used to solve the optimal path.…”
Section: Introductionmentioning
confidence: 99%