首页> 外文会议>2015 IEEE International Workshop on Advanced Robotics and its Social Impacts >Divide-and-conquer manipulation planning by lazily searching a weighted two-layer manipulation graph
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Divide-and-conquer manipulation planning by lazily searching a weighted two-layer manipulation graph

机译:通过延迟搜索加权的两层操作图进行分而治之的操作计划

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When people fail to move his or her arms from one configuration to another, they attempt to break the task into smaller tasks and finish them separately. This kind of solution is usually named “divide and conquer”. In this paper, we propose an implementation of “divide and conquer” where the robot attempts to divide one difficult manipulation task into smaller but easier problems according to the results of lazy planning. It leverages the planning of different levels to build a weighted two-layer manipulation graph, and divides and conquer the original task by lazily searching the weighted two-layer manipulation graph. In the lowest level, the planning is motion planning. In the middle level, the planning is grasp planning and placement planning. In the highest level, the planning is manipulation planning. Our implementation uses the grasps and placements computed in the middle level to construct a weighted two-layer manipulation graph for the highest level. It finds a manipulation path through the weighted two-layer manipulation graph in the highest level using lazy searching, and uses motion planning in the lowest level to find the motions that connect the vertices of the weighted two-layer manipulation path. Simulation is developed to demonstrate the the performance of our implementation. The manipulation task in the simulation is divided and separately conquered by leveraging the planning at different levels.
机译:当人们无法将他或她的手臂从一种配置移动到另一种配置时,他们会尝试将任务分解为较小的任务,然后分别完成。这种解决方案通常称为“分而治之”。在本文中,我们提出了一种“分而治之”的实现方式,其中,机器人会根据惰性计划的结果,尝试将一项困难的操作任务划分为一些较小但较容易的问题。它利用不同级别的计划来构建加权的两层操作图,并通过延迟搜索加权的两层操作图来划分和征服原始任务。在最底层,计划是运动计划。在中间层,计划是掌握计划和安置计划。在最高级别,计划是操作计划。我们的实现使用在中间级别计算的抓取和放置来为最高级别构造一个加权的两层操作图。它使用惰性搜索通过最高级别的加权两层操作图找到操作路径,并使用最低级别的运动计划来找到连接加权两层操作路径的顶点的运动。开发仿真是为了演示我们实施的性能。通过利用不同级别的计划,可以将仿真中的操作任务划分并分别征服。

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