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Driver support and cooperative systems control design: Framework and preliminary results

机译:驾驶员支持和协作系统控制设计:框架和初步结果

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Driver support systems aim to support or take over part of the driving task in order to drive vehicles in a safe, comfortable and efficient way. To this end, in literature, different controller designs have been put forward over the past two decades. This paper proposes an optimal control framework to model driver support systems. In this approach, the acceleration of vehicles in a platoon following a platoon leader is controlled in such a way that a generic objective function is optimized. To solve the optimization problem, a numerical solution approach is put forward applying Pontryagin's minimum principle. Both competitive and cooperative controllers are put forward, in which each vehicle either optimizes its own situation, or where all vehicles cooperate to optimize the overall performance of the platoon. We present several examples showing the difference between the strategies. Results show that the computational complexity of the proposed approach is sufficiently small to allow for real-time computation of car-following strategies, compared to previous approaches. An important property is that this complexity does not increase exponentially with the complexity of the prediction model, nor with the size of the control vector.
机译:驾驶员辅助系统旨在支持或接管部分驾驶任务,以便以安全,舒适和高效的方式驾驶车辆。为此,在文献中,在过去的二十年中提出了不同的控制器设计。本文提出了一种用于对驾驶员支持系统进行建模的最佳控制框架。在这种方法中,以排长为目标的方式控制排长在排中的车辆的加速度。为了解决优化问题,提出了一种基于庞特里亚金极小值原理的数值求解方法。提出了竞争性和合作性控制器,其中每辆车要么优化自身的状况,要么所有车辆合作以优化排的整体性能。我们提供了几个示例,显示了这些策略之间的差异。结果表明,与以前的方法相比,所提出的方法的计算复杂度足够小,可以实时跟踪汽车跟踪策略。一个重要的特性是,此复杂度不会随预测模型的复杂度或控制矢量的大小呈指数增加。

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