基于人工势场和有限状态机的紧急状况下车辆智能决策方法

Xunjia Zheng;Huilan Li;Qiang Zhang;Yonggang Liu;Xing Chen;Hui Liu;Tianhong Luo;Jianjie Gao;Lihong Xia
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引用次数: 0

摘要

本研究旨在提出一种基于人工势场(APF)和有限状态机(FSM)的应急决策方法。本研究提出了一种基于人工势场和有限状态机的紧急状况决策方法。通过对车辆的纵向和横向势能场建模,确定了驾驶状态,并为变道过程中的路径规划提供了触发条件。此外,本研究还设计了基于纵向和横向虚拟力的状态转换规则。它建立了基于有限状态机的车辆决策模型,以确保紧急情况下的驾驶安全。通过考虑 APF 和有限状态机来说明决策模型的性能。该模型在 MATLAB 和 CarSim 协同仿真平台上的版本表明,本研究开发的决策模型能准确生成车辆在不同时间间隔的驾驶行为。本研究有两方面的贡献。提出了一种分层车辆状态机决策模型,以提高紧急情况下的驾驶安全性。基于车辆势场模型,建立了确定车辆横向和纵向状态过渡阈值的数学模型,从而制定了自动驾驶车辆(AV)不同状态之间的过渡规则。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Intelligent Decision-Making Method for Vehicles in Emergency Conditions Based on Artificial Potential Fields and Finite State Machines
This study aims to propose a decision-making method based on artificial potential fields (APFs) and finite state machines (FSMs) in emergency conditions. This study presents a decision-making method based on APFs and FSMs for emergency conditions. By modeling the longitudinal and lateral potential energy fields of the vehicle, the driving state is identified, and the trigger conditions are provided for path planning during lane changing. In addition, this study also designed the state transition rules based on the longitudinal and lateral virtual forces. It established the vehicle decision-making model based on the finite state machine to ensure driving safety in emergency situations. To illustrate the performance of the decision-making model by considering APFs and finite state machines. The version of the model in the co-simulation platform of MATLAB and CarSim shows that the developed decision model in this study accurately generates driving behaviors of the vehicle at different time intervals. The contributions of this study are two-fold. A hierarchical vehicle state machine decision model is proposed to enhance driving safety in emergency scenarios. Mathematical models for determining the transition thresholds of lateral and longitudinal vehicle states are established based on the vehicle potential field model, leading to the formulation of transition rules between different states of autonomous vehicles (AVs).
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