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A Dynamic Programming Approach to Optimal Planning for Vehicles with Trailers

机译:带有拖车的车辆最优规划的动态规划方法

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In this paper we deal with the optimal feedback synthesis problem for robotic vehicles with trailers which can be modeled by differential equations in chained-form. With respect to classical methods for numerical evolution of optimal feedback synthesis via dynamic programming which are based on both input and state discretization, our method exploits the lattice structure naturally imposed on the reachable set by input quantization. A generalized Dijkstra algorithm can be used to obtain sub-optimal (optimal up to the lattice resolution) feedback laws, for chained-form vehicles with n-trailers, in an effective way.
机译:在本文中,我们处理带挂车的机器人车辆的最佳反馈综合问题,该问题可以通过链式微分方程建模。关于基于动态离散化的基于输入和状态离散化的最优反馈合成的数值演化的经典方法,我们的方法利用了通过输入量化自然施加于可到达集合上的晶格结构。对于具有n个挂车的链式车辆,可以使用通用的Dijkstra算法来获得次优(最优至晶格分辨率)反馈定律。

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