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Variable Step-Size Discrete Dynamic Programming for Vehicle Speed Trajectory Optimization

机译:可变步长离散动态规划,用于车辆速度轨迹优化

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Predictive energy management has become a new focus of the automobile industry for its high potential of further reducing energy consumption. Based on previous works on predictive speed optimization using discrete dynamic programming (DDP), this paper introduces a novel approach of applying DDP with variable step size in stage variable discretization, which can realize a better tradeoff between precision and computational cost. In this approach, a "meshing" algorithm searches the points of interest (POI), such as speed limit change, traffic lights, and road curvatures, where changes in vehicle speed are expected. The algorithm increases the step-size resolution close to these points and reduces the resolutions in positions further away from POI, where the optimized vehicle speed is insensitive to the step size. With this approach, the position of POI can be precisely located to solve the DDP problem. In a test case with a relatively high density of POI, the computational cost is reduced by more than 53% by only sacrificing less than 1% of precision compared to a fixed step-size discretization with high resolutions. It can be expected that, with a lower density of POI, the computational cost will be reduced even further.
机译:预测性能源管理因其进一步降低能耗的巨大潜力而​​成为汽车行业的新焦点。在先前使用离散动态规划(DDP)进行预测速度优化的工作的基础上,本文介绍了一种在阶段变量离散化中应用具有可变步长的DDP的新方法,该方法可以在精度和计算成本之间实现更好的折衷。在这种方法中,“啮合”算法搜索关注点(POI),例如速度限制变化,交通信号灯和道路曲率,在这些关注点上会发生车速变化。该算法增加了靠近这些点的步长分辨率,并降低了距离POI较远的位置的分辨率,在POI中,优化的车速对步长不敏感。通过这种方法,可以精确定位POI的位置以解决DDP问题。在具有较高POI密度的测试用例中,与高分辨率的固定步长离散化相比,仅牺牲不到1%的精度即可将计算成本降低53%以上。可以预料,在POI密度较低的情况下,计算成本将进一步降低。

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