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Time optimal trajectory generation from polyline with velocity, acceleration and spatial deviation constraints

机译:时间最佳轨迹从具有速度,加速和空间偏差约束的折线产生

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In this paper is presented a method for generating continuous and differentiable trajectory from an input path described by a polyline while maintaining accelerations and velocities constraints. The method in based on replacing the path corners with parabolic blends of constant acceleration. The complete spatial control of the resulted trajectory is obtained with a velocity reduction procedure which ensures that the trajectory doesn't deviate from the input path further than a settable value. The total time is minimized by replacing the non-maximized constant velocity sections with boost sequences containing maximized symmetrical accelerating and decelerating time frames while also keeping the velocity constraints. The method was successfully tested in practice and the results were very good even on complex input paths.
机译:在本文中,提出了一种用于从折线描述的输入路径产生连续和可微分轨迹的方法,同时保持加速度和速度约束。基于用抛抛散加速度的抛物线混合替换路径角的方法。通过速度降低过程获得所产生的轨迹的完整空间控制,该速度降低程序确保轨迹不会与可设置值进一步偏离输入路径。通过用升压序列替换包含最大化的对称加速和减速时间框架的增压序列来最小化总时间,同时还保持速度约束。该方法在实践中成功测试,即使在复杂的输入路径上也非常好。

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