基于策略感知的自动驾驶汽车纵向驾驶行为建模

IF 4.6 Q2 COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE
Hashmatullah Sadid;Constantinos Antoniou
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引用次数: 0

摘要

微观交通模型(MTMs)被广泛用于评估自动驾驶汽车(AVs)部署场景对交通网络的潜在影响。车辆跟随模型(CF)和变道模型(LC)是mtm的主干。一些研究试图使用最先进的建模方法准确地复制这些行为(尤其是CF行为)。CF模型由一组由质量场驱动数据标定的关系和可修改参数组成。由于无人驾驶汽车没有大量的野外驾驶数据,研究人员往往假设这些参数进行影响评估,对无人驾驶汽车的潜在影响得出不同的结论。同时,自动驾驶汽车是智能体,与人类驾驶的车辆不同,它们的行为是可控的、可训练的。自动驾驶汽车在整个旅程中可能具有安全高效的驾驶行为,因此,我们可以在模拟环境中训练它们以最佳方式到达目的地。在本研究中,我们开发了一个优化框架,在各种场景下为自动驾驶汽车寻找一组优化的驾驶参数,旨在通过定义良好的基于仿真的目标函数来提高某些优化目标(如减少行驶时间,减少冲突次数)。方法框架由优化模块和仿真环境组成。优化模块采用差分进化(DE)方法确定CF参数的优化值。仿真环境是基于sumo的平台,在一定的场景条件下进行多次仿真复制。设计了一个实验装置,在不同的混合交通和需求情况下,对IDM(智能驾驶模型)、Krauss和ACC(自适应巡航控制)模型实施所提出的框架。本研究结果表明,CF模型的优化值有可能提高安全性。对于安全性权重较高的策略,生成的优化参数显著提高了安全性和效率。此外,最小间距和期望车头时距是政策目标最敏感的参数,其优化值可以复制自动驾驶汽车的潜在CF行为。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Policy-aware Optimization-based Modeling of Autonomous Vehicles’ Longitudinal Driving Behavior
Microscopic traffic models (MTMs) are widely used to evaluate the potential impacts of autonomous vehicles (AVs) deployment scenarios in our transportation network. Car-following (CF) and lane-changing (LC) models are the backbones of MTMs. Several studies attempt to accurately replicate these behaviors (especially CF behavior) using state-of-the-art modeling methods. A CF model consists of a set of relations and modifiable parameters that are calibrated by mass field driving data. Since mass field driving data of AVs are not available, researchers often assume these parameters and conduct impact assessments, leading to different conclusions on the potential effects of AVs. Meanwhile, AVs are agents and unlike human-driven vehicles, their behaviors are controllable and trainable. AVs might have safe and efficient driving behavior throughout a trip, therefore, we can train them to reach a destination optimally in a simulation environment. In this research, we develop an optimization framework that finds a set of optimized driving parameters for AVs under various scenarios, aiming to improve certain optimization targets (e.g., reducing travel time, number of conflicts) using a well-defined simulation-based objective function. The methodological framework consists of an optimization module and a simulation environment. The differential evolution (DE) method is employed within the optimization module to identify the optimized values of the CF parameters. The simulation environment is a SUMO-based platform where several simulation replications are conducted under certain scenario conditions. An experimental setup is designed to implement the proposed framework under different scenarios of mixed traffic and demand cases for the IDM (intelligent driving model), Krauss, and ACC (adaptive cruise control) models. The findings of this research reveal that safety could potentially be improved by optimized values of the CF model. For each policy where a higher weight is allocated to safety, generated optimized parameters significantly enhance safety as well as efficiency. In addition, the results show that minimum gap and desired time headway are the most sensitive parameters in regards to the policy targets, and their optimized values could replicate the potential CF behavior of AVs.
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