首页> 外文会议>Intelligent Robots and Systems, 1999. IROS '99. Proceedings. 1999 IEEE/RSJ International Conference on >Continuous-curvature trajectory planning for manoeuvrable non-holonomic robots
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Continuous-curvature trajectory planning for manoeuvrable non-holonomic robots

机译:可操纵非完整机器人的连续曲率轨迹规划

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Deals with trajectory planning for non-holonomic mobile robots. We call trajectory the association of a path, which is the geometrical restriction of the motion, and of a time schedule given by a time table, a velocity or an acceleration profile. The robots considered are non-holonomic, as their motion's direction is limited by the robot's position. However, two types of robot are considered: car-like vehicles have a lower bounded turning radius, while manoeuvrable robots do not. The article shows that optimal paths for car-like vehicles correspond to optimal trajectories for manoeuvrable robots, and presents how these paths can thus be followed by manoeuvrable robots faster than paths made of line segments, along which these robots have to stop at each direction's discontinuity. Experimental results obtained using such paths for manoeuvrable robots are then provided.
机译:处理非完整移动机器人的轨迹规划。我们称轨迹为路径的关联,这是运动的几何约束,是时间表,速度或加速度曲线给定的时间表的关联。所考虑的机器人是非完整的,因为它们的运动方向受机器人位置的限制。但是,考虑了两种类型的机器人:类似汽车的车辆具有较小的转弯半径,而可操纵的机器人则没有。该文章表明,类似汽车的最佳路径对应于可操纵机器人的最佳轨迹,并提出了可操纵机器人如何比由线段构成的路径更快地遵循这些路径,沿着这些线段,这些机器人必须在每个方向的不连续处停止。然后提供了使用此类路径为可操纵机器人获得的实验结果。

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