Feasible and Optimal Path Planning in Strong Current Fields
This paper addresses the problem of path planning in strong current fields. In such situations, existing approaches are subject to incorrectness and incompleteness issues. That is, they may return physically infeasible paths or no path at all, even if a feasible path exists. That is why we propose h...
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Published in | IEEE transactions on robotics Vol. 27; no. 1; pp. 89 - 98 |
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Main Author | |
Format | Journal Article |
Language | English |
Published |
New York, NY
IEEE
01.02.2011
Institute of Electrical and Electronics Engineers The Institute of Electrical and Electronics Engineers, Inc. (IEEE) |
Subjects | |
Online Access | Get full text |
ISSN | 1552-3098 1941-0468 |
DOI | 10.1109/TRO.2010.2085790 |
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Abstract | This paper addresses the problem of path planning in strong current fields. In such situations, existing approaches are subject to incorrectness and incompleteness issues. That is, they may return physically infeasible paths or no path at all, even if a feasible path exists. That is why we propose here a new approach called the sliding wavefront expansion. This algorithm, which combine an appropriate cost function and continuous optimization techniques, guarantees the existence of a path with an arbitrary precision. The validity and the global optimality of the path are theoretically proven. Simulation results on realistic environments, which is based on actual wind charts, are also provided. |
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AbstractList | This paper addresses the problem of path planning in strong current fields. In such situations, existing approaches are subject to incorrectness and incompleteness issues. That is, they may return physically infeasible paths or no path at all, even if a feasible path exists. That is why we propose here a new approach called the sliding wavefront expansion. This algorithm, which combine an appropriate cost function and continuous optimization techniques, guarantees the existence of a path with an arbitrary precision. The validity and the global optimality of the path are theoretically proven. Simulation results on realistic environments, which is based on actual wind charts, are also provided. This paper addresses the problem of path planning in strong current fields. In such situations, existing approaches are subject to incorrectness and incompleteness issues. That is, they may return physically infeasible paths or no path at all, even if a feasible path exists. That is why we propose here a new approach called the sliding wavefront expansion. This algorithm, which combine an appropriate cost function and continuous optimization techniques, guarantees the existence of a path with an arbitrary precision. The validity and the global optimality of the path are theoretically proven. Simulation results on realistic environments, which is based on actual wind charts, are also provided. [PUBLICATION ABSTRACT] |
Author | Soulignac, Michaël |
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Keywords | Autonomous system Wind Path planning unmanned air vehicle Modeling Optimization Robotics Wavefront currents Unmanned aerial vehicle Optimal trajectory mission planning Cost function Optimal path Optimal planning Current Submarine vehicle Autonomous underwater vehicle |
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SubjectTerms | Algorithms Applied sciences Autonomous underwater vehicle Charts Collision avoidance Computer science; control theory; systems Computer simulation Control theory. Systems Cost function Current measurement currents Equations Exact sciences and technology mission planning Optimization Optimization algorithms Optimization techniques Path planning Precision Robot kinematics Robotics Robots Simulation unmanned air vehicle Wave fronts Wavefronts wind |
Title | Feasible and Optimal Path Planning in Strong Current Fields |
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