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Optimal coverage path planning for arable farming on 2D surfaces.

机译:在2D表面上进行耕种的最佳覆盖路径规划。

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摘要

With the rapid adoption of automatic guidance systems in agriculture, automated path planning has great potential to further optimize field operations. Field operations should be done in a manner that minimizes time and travel over field surfaces and should be coordinated with specific field operation requirements, machine characteristics, and topographical features of arable lands. To reach this goal, an intelligent coverage path planning algorithm is the key. To determine the full coverage pattern of a given field by using boustrophedon paths, it is necessary to know whether to and how to decompose a field into sub-regions and how to determine the travel direction within each sub-region. A geometric model was developed to represent this coverage path planning problem, and a path planning algorithm was developed based on this geometric model. The search mechanism of the algorithm was guided by a customized cost function resulting from the analysis of different headland turning types and implemented with a divide-and-conquer strategy. The complexity of the algorithm was analysed, and methods for reducing the computational time are discussed. Field examples with complexity ranging from a simple convex shape to an irregular polygonal shape that has multiple obstacles within its interior were tested with this algorithm. The results were compared with other reported approaches or farmers' recorded patterns. These results indicate that the proposed algorithm was effective in producing optimal field decomposition and coverage path direction in each sub-region.
机译:随着农业中自动引导系统的迅速采用,自动路径规划具有进一步优化田间作业的巨大潜力。野外作业应以尽量减少时间和在野外作业的方式进行,并应与特定的野外作业要求,机器特性和耕地的地形特征相协调。为了达到这个目标,智能的覆盖路径规划算法是关键。为了使用牛牙裂路径确定给定字段的完整覆盖模式,有必要知道是否以及如何将一个字段分解为子区域,以及如何确定每个子区域内的行进方向。开发了表示该覆盖路径规划问题的几何模型,并基于该几何模型开发了路径规划算法。该算法的搜索机制以定制的成本函数为指导,该成本函数通过分析不同的岬角转弯类型而得出,并采用分而治之的策略来实现。分析了算法的复杂性,并讨论了减少计算时间的方法。使用此算法测试了复杂度从简单的凸形到内部具有多个障碍的不规则多边形的范围内的示例。将结果与其他报道的方法或农民的记录模式进行了比较。这些结果表明,所提出的算法可有效地在每个子区域中产生最佳场分解和覆盖路径方向。

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