Complete Area Coverage Navigation with Minimum Trajectory Length / 具有最短軌跡路徑之完整區域覆蓋導航

碩士 / 國立臺北大學 / 電機工程學系 / 103 / Complete area coverage navigation (CAC) requires a special type of robot path planning, where the robots should visit every point of the state workspace. CAC is an essential issue for cleaning robots and many other robotic applications. In addition to cleaning robots, plenty of robotics applications also require CAC, e.g. autonomous underwater coving vehicles, painter robots, lawn mowers, demining robots, automated harvesters, and window cleaners, etc. Real-time complete area coverage path planning is desirable for efficient performance in many applications. In this thesis, a novel vertical cell-decomposition (VCD) with minimum spanning tree (MST) approach is proposed for real-time CAC navigation of autonomous mobile robots. In this model, a vertical cell-decomposition (VCD) methodology and a spanning-tree based approach with minimum spanning tree are effectively integrated to plan a complete area coverage motion for autonomous mobile robot navigation. The computational complexity of this method with minimum trajectory length planned by a cleaning robot in the complete area coverage navigation with rectangle obstacles in the Euclidean space is O(n log n). The performance analysis, computational validation and comparison studies demonstrate that the proposal model is computational efficient, complete and robust.

Identiferoai:union.ndltd.org:TW/103NTPU0442001
Date January 2015
CreatorsShao-Ting Shih, 施紹廷
ContributorsGene Eu Jan, 詹景裕
Source SetsNational Digital Library of Theses and Dissertations in Taiwan
Languageen_US
Detected LanguageEnglish
Type學位論文 ; thesis
Format26

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