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Geometric backtracking for combined task and motion planning in robotic systems

机译:几何回溯,用于机器人系统中的组合任务和运动计划

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摘要

Planners for real robotic systems should not only reason about abstract actions, but also about aspects related to physical execution such as kinematics and geometry. We present an approach to hybrid task and motion planning, in which state-based forward-chaining task planning is tightly coupled with motion planning and other forms of geometric reasoning. Our approach is centered around the problem of geometric backtracking that arises in hybrid task and motion planning: in order to satisfy the geometric preconditions of the current action, a planner may need to reconsider geometric choices, such as grasps and poses, that were made for previous actions. Geometric backtracking is a necessary condition for completeness, but it may lead to a dramatic computational explosion due to the large size of the space of geometric states. We explore two avenues to deal with this issue: the use of heuristics based on different geometric conditions to guide the search, and the use of geometric constraints to prune the search space. We empirically evaluate these different approaches, and demonstrate that they improve the performance of hybrid task and motion planning. We demonstrate our hybrid planning approach in two domains: a real, humanoid robotic platform, the DLR Justin robot, performing object manipulation tasks; and a simulated autonomous forklift operating in a warehouse.
机译:真正的机器人系统的计划者不仅应该推理抽象动作,还应该推理与物理执行有关的方面,例如运动学和几何学。我们提出了一种混合任务和运动计划的方法,其中基于状态的前向链接任务计划与运动计划和其他形式的几何推理紧密结合。我们的方法集中于混合任务和运动计划中出现的几何回溯问题:为了满足当前动作的几何前提,规划者可能需要重新考虑为做出的几何选择,例如抓握和姿势。先前的动作。几何回溯是完整性的必要条件,但是由于几何状态空间的大尺寸,它可能导致戏剧性的计算爆炸。我们探索了两种方法来解决此问题:使用基于不同几何条件的启发式方法来指导搜索,以及使用几何约束来简化搜索空间。我们根据经验评估这些不同的方法,并证明它们改善了混合任务和运动计划的性能。我们在两个领域中展示了我们的混合计划方法:一个真实的人形机器人平台,执行对象操作任务的DLR贾斯汀机器人;以及在仓库中运行的模拟自动叉车。

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