计算机科学
异步通信
补偿(心理学)
稳健性(进化)
降级(电信)
控制理论(社会学)
实时计算
鲁棒控制
控制工程
工作(物理)
理论(学习稳定性)
算法设计
矩阵代数
信号处理
作者
Hongjia Wu,Xiangbo Suo,Lu Pan,Li Fan
出处
期刊:IEEE Access
[Institute of Electrical and Electronics Engineers]
日期:2026-01-01
卷期号:: 1-1
标识
DOI:10.1109/access.2026.3680604
摘要
LiDAR–Inertial Odometry (LIO) can become unreliable in geometrically degenerate environments (e.g., long corridors and tunnels), where point-cloud registration provides weak constraints and certain degrees of freedom become poorly observable. Although wheel odometry offers high-rate planar motion cues, tightly fusing wheel, IMU, and LiDAR measurements in practice remains challenging due to heterogeneous noise characteristics and asynchronous sampling. This paper proposesKinematic-Aware Robust LIO-W, a hierarchical tightly-coupled wheel–inertial–LiDAR fusion framework for robust localization in feature-poor scenes. In a local high-frequency layer, wheel encoders and IMU pre-integration are jointly optimized to build a smooth analytical motion baseline with higher-order dynamics. Exploiting its differentiability, we perform trajectory-based nonlinear extrapolation to compensate for timestamp misalignment in low-rate exteroceptive measurements, mitigating errors introduced by conventional linear interpolation under dynamic maneuvers. Moreover, a kinematic-consistency module evaluates residuals on the Lie algebra and adaptively down-weights inconsistent exteroceptive factors, enabling graceful degradation when LiDAR constraints are corrupted. Extensive experiments on public datasets and real-world degenerate corridors demonstrate that the proposed method remains stable in cases where representative baselines become ill-conditioned. On the challenging M3DGR corridor sequences, our method achieves sub-meter end-to-end translation drift of 0.43–0.64 m, compared with 10.37–12.22 m for LIW-OAM; pure LIO baselines (LIO-SAM and FAST-LIO2) exhibit severe drift and may become unstable in these corridor runs. These results indicate a practical solution for reliable localization of autonomous wheeled robots in geometrically degraded environments.
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