融合物理模型与数据驱动模型,提升自动驾驶车辆状态估计的可靠性。
Bridging Data-Driven and Physics-Based Models: A Consensus Multi-Model Kalman Filter for Robust Vehicle State Estimation
- 用共识多模型卡尔曼滤波融合不同模型,动态调整权重。
- 在复杂工况下,车辆状态估计误差降低,尤其在急转弯和湿滑路面表现更优。
- 适合需要高安全性的自动驾驶系统研发人员参考。
车辆状态估计是自动驾驶系统的核心挑战,需兼顾物理可解释性与复杂非线性行为的捕捉能力。传统方法通常仅依赖物理模型或数据驱动模型,二者在关键场景下局限明显。本文提出一种新型共识多模型卡尔曼滤波框架,整合异构模型以发挥各自优势并弥补不足。针对数据驱动模型的协方差传播问题,提出基于Koopman算子的线性化方法实现解析式传播,以及无需预训练的集成方法实现统一不确定性量化。通过迭代共识融合机制,动态根据当前工况下各模型的可靠性分配权重。在电动全轮驱动雪佛兰Equinox车辆上的实验表明,该方法优于单模型技术,尤其在复杂操控和多变路况下性能提升显著,验证了其在安全关键自动驾驶应用中的有效性和鲁棒性。
原文摘要 · Abstract (English)
Vehicle state estimation presents a fundamental challenge for autonomous driving systems, requiring both physical interpretability and the ability to capture complex nonlinear behaviors across diverse operating conditions. Traditional methodologies often rely exclusively on either physics-based or data-driven models, each with complementary strengths and limitations that become most noticeable during critical scenarios. This paper presents a novel consensus multi-model Kalman filter framework that integrates heterogeneous model types to leverage their complementary strengths while minimizing individual weaknesses. We introduce two distinct methodologies for handling covariance propagation in data-driven models: a Koopman operator-based linearization approach enabling analytical covariance propagation, and an ensemble-based method providing unified uncertainty quantification across model types without requiring pretraining. Our approach implements an iterative consensus fusion procedure that dynamically weighs different models based on their demonstrated reliability in current operating conditions. The experimental results conducted on an electric all-wheel-drive Equinox vehicle demonstrate performance improvements over single-model techniques, with particularly significant advantages during challenging maneuvers and varying road conditions, confirming the effectiveness and robustness of the proposed methodology for safety-critical autonomous driving applications.
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