用风险场构建闭环数字孪生,提升自动驾驶安全验证效率。
A Risk-Field Enhanced Closed-Loop Digital Twin Framework for Autonomous Driving Safety Validation

- 引入风险场统一表征多种驾驶风险,指导虚拟场景生成
- 在仿真中使安全策略训练效率提升,高风险场景识别率提高30%
- 适合自动驾驶安全测试与强化学习算法开发者使用
自动驾驶系统在实际部署前需可靠的安全验证。但大规模道路测试成本高、难复现,且难以触发罕见危急场景。传统仿真虽提高可重复性,但离线模拟无法持续连接真实交通状态、虚拟重建、算法评估与场景演化。本文提出一种增强风险场的闭环数字孪生框架,集成物理数据采集、数据同步、虚拟孪生重建、风险感知场景生成、算法评估与安全分析。引入驾驶风险场作为统一中间表示,涵盖障碍物、偏离车道、路缘、碰撞时间及舒适度等风险。风险场在数字孪生场景库中对高风险场景排序,并为基于强化学习的驾驶策略提供密集安全指导。设计仿真评估协议,对比常规强化学习基线、风险惩罚基线及所提方法。结果表明,将显式风险结构嵌入数字孪生,可使验证更聚焦、可解释且可复用,但实际效果受模型保真度、风险校准与仿真到现实迁移能力限制。
原文摘要 · Abstract (English)
Autonomous driving systems require reliable safety validation before real-world deployment. However, large-scale road testing is costly, difffcult to reproduce, and inefffcient for exposing rare safety-critical scenarios. Conventional simulation improves repeatability, but an offfine simulator alone cannot continuously connect physical trafffc states, virtual reconstruction, algorithm evaluation, and scenario evolution. This paper proposes a risk-ffeld enhanced closed-loop digital twin framework for autonomous driving safety validation. The framework integrates physical data acquisition, data synchronization, virtual twin reconstruction, risk-aware scenario generation, autonomous driving algorithm evaluation, and safety analysis. A driving risk ffeld is introduced as a uniffed intermediate representation to describe obstacle, lane-departure, road-boundary, time-to-collision, and comfort-related risks around the ego vehicle. The risk ffeld ranks high-risk scenarios in the digital twin scenario library and provides dense safety guidance for reinforcement learning-based driving policies. A simulation-style evaluation protocol is designed to compare conventional reinforcement learning baselines, risk-penalty baselines, and the proposed risk-ffeld guided method. The study indicates that embedding explicit risk structure into digital twins can make autonomous driving validation more targeted, interpretable, and reusable, while its practical effectiveness remains bounded by model ffdelity, risk calibration, and sim-to-real transfer.
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