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Coverage path planning on three‐dimensional terrain for arable farming

地形 运动规划 地头 路径(计算) 计算机科学 领域(数学) 算法 路径长度 耕地 代表(政治) 数学优化 人工智能 数学 地理 地质学 地图学 农业 机器人 海岸 计算机网络 纯数学 海洋学 程序设计语言 法学 考古 政治 政治学
作者
Jian Jin,Lie Tang
出处
期刊:Journal of Field Robotics [Wiley]
卷期号:28 (3): 424-440 被引量:136
标识
DOI:10.1002/rob.20388
摘要

Abstract Field operations should be done in a manner that minimizes time and travels over the field surface and is coordinated with topographic land features. Automated path planning can help to find the best coverage path so that the field operation costs can be minimized. Intelligent algorithms are desired for both two‐dimensional (2D) and three‐dimensional (3D) terrain field coverage path planning. The algorithm of generating an optimized full coverage pattern for a given 2D planar field by using boustrophedon paths has been investigated and reported before. However, a great proportion of farms have rolling terrains, which have a considerable influence on the design of coverage paths. Coverage path planning in 3D space has a great potential to further optimize field operations. This work addressed four critical tasks: terrain modeling and representation, coverage cost analysis, terrain decomposition, and the development of optimized path searching algorithm. The developed algorithms and methods have been successfully implemented and tested using 3D terrain maps of farm fields with various topographic features. Each field was decomposed into subregions based on its terrain features. A recommended “seed curve” based on a customized cost function was searched for each subregion, and parallel coverage paths were generated by offsetting the found “seed curve” toward its two sides until the whole region was completely covered. Compared with the 2D planning results, the experimental results of 3D coverage path planning showed its superiority in reducing both headland turning cost and soil erosion cost. On the tested fields, on average the 3D planning algorithm saved 10.3% on headland turning cost, 24.7% on soil erosion cost, 81.2% on skipped area cost, and 22.0% on the weighted sum of these costs, where their corresponding weights were 1, 1, and 0.5, respectively. © 2011 Wiley Periodicals, Inc.
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