To enable safe autonomous vehicle (AV) operations, it is critical that an AV's obstacle detection module can reliably detect obstacles that pose a safety threat (i.e., are safety-critical). It is therefore desirable that the evaluation metric for the perception system captures the safety-criticality of objects. Unfortunately, existing perception evaluation metrics tend to make strong assumptions about the objects and ignore the dynamic interactions between agents, and thus do not accurately capture the safety risks in reality. To address these shortcomings, we introduce an interaction-dynamics-aware obstacle detection evaluation metric by accounting for closed-loop dynamic interactions between an ego vehicle and obstacles in the scene. By borrowing existing theory from optimal control theory, namely Hamilton-Jacobi reachability, we present a computationally tractable method for constructing a ``safety zone'': a region in state space that defines where safety-critical obstacles lie for the purpose of defining safety metrics. Our proposed safety zone is mathematically complete, and can be easily computed to reflect a variety of safety requirements. Using an off-the-shelf detection algorithm from the nuScenes detection challenge leaderboard, we demonstrate that our approach is computationally lightweight, and can better capture safety-critical perception errors than a baseline approach.
翻译:为了能够安全自主飞行器(AV)操作,AV的障碍检测模块必须能够可靠地探测到构成安全威胁的障碍(即安全关键因素),因此,对感知系统的评价衡量标准最好能够捕捉物体的安全临界性。不幸的是,现有的感知评估标准往往对物体作出强烈的假设,忽视物体之间的动态相互作用,从而无法准确捕捉现实中的安全风险。为了解决这些缺陷,我们引入互动动态觉察障碍评估标准,方法是考虑到自负载飞行器和现场障碍之间的闭环动态互动。我们从最佳控制理论(即汉密尔顿-贾科比可达性)中借用现有的理论,提出构建“安全区”的可计算可拉动方法:一个确定安全关键障碍所在的州空间区域。我们提议的安全区是数学上完整的,并且可以很容易地计算出各种安全要求。我们从核巡视仪发现挑战台头使用离外的探测光探测算算法,可以更好地测量安全基准。我们展示了我们的方法是计算基准和临界性方法。