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Overtaking a Slower-Moving Vehicle by an Autonomous Vehicle

机译:由自动驾驶车辆超越慢速行驶的车辆

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In the past few years there is much research on variousaspects of control of autonomous vehicles. However, itseems that the problem of overtaking a slower-movingvehicle has been somewhat neglected. This paper dealswith the three-phase overtaking maneuver and withdesigning a smooth and ergonomic optimal lane-changetrajectory on a straight road.It is shown that the absolute shape, size and time of thefirst-phase trajectory do not depend on the velocity of theleading, slower-moving vehicle. Only the absolute pointfor initiating the diversion is affected.The relatively simple mathematical model for each lanechangetrajectory is based on minimizing the total kineticenergy during the maneuver, superimposed on a"minimum-jerk trajectory". For high enough initialvelocities, (above 5 m/s) explicit formulas are obtained forthe optimal distance and the optimal time of the maneuver.By using the results of the suggested model, anautonomous vehicle, equipped with appropriate sensors,can estimate the best time and place to begin and end theovertaking and its total time and distance. This may helpto make a decision whether to overtake or not.
机译:在过去的几年中,对各种 自动驾驶汽车的控制方面。但是, 似乎超越了慢速行驶的问题 车辆已经有点被忽视了。本文处理 与三相超车操作和 设计一个平稳且符合人体工程学的最佳换道 直线道路上的轨迹。 结果表明,容器的绝对形状,大小和时间 第一相轨迹不取决于速度 领先的,行驶速度较慢的车辆。只有绝对点 启动转移会受到影响。 每个车道变更的相对简单的数学模型 轨迹基于使总动力学最小化 机动期间的能量,叠加在“最小急动轨迹”上。对于足够高的初始 速度(高于5 m / s)获得了以下公式的明确公式: 最佳距离和最佳操纵时间。 通过使用建议模型的结果, 装有适当传感器的自动驾驶汽车 可以估算开始和结束广告的最佳时间和地点 超车及其总的时间和距离。这可能会有所帮助 决定是否超车。

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