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PATH PLANNING METHOD FOR COMPUTING OPTIMAL PARKING MANEUVERS FOR ROAD VEHICLES AND CORRESPONDING SYSTEM.

机译:计算道路车辆及相应系统最佳停车动作的路径规划方法。

摘要

Path planning method for computing optimal parking maneuvers for road vehicles including the steps of computing a set of value functions of a cost function of parking maneuvers reaching the target set of states as unique viscosity solution of a Hamilton Jacobi Bellman equation, supplying the set of value functions, together with a starting state of the vehicle, as input to the dynamic programming calculation procedure calculating at least the set of vehicle controls. The set of equations modeling the evolution of the state of said road vehicle is a switched system of equations between a first sub-system if the vehicle is in forward motion and a second sub-system if the vehicle is in reverse motion. The cost function takes into account the arrival time a number of direction changes of the road vehicle between forward motion and reverse motion.
机译:用于计算道路车辆的最佳停车操纵的路径规划方法,包括以下步骤:计算到达目标状态集的停车操纵的成本函数的值函数集,作为汉密尔顿·雅各比·贝尔曼方程的唯一粘性解,提供值该功能与车辆的启动状态一起作为动态规划计算程序的输入,该动态规划计算程序至少计算一组车辆控制。对所述公路车辆的状态的演变进行建模的一组方程式是方程组在第一子系统(如果车辆处于前进运动)和第二子系统(如果车辆处于后退运动)之间的切换系统。成本函数考虑了道路车辆在前进和后退之间的许多方向变化的到达时间。

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