An integrated tracking technique for underwater navigation using acoustic and IMU measurements

惯性测量装置 计算机科学 水下 颗粒过滤器 计算机视觉 保险丝(电气) 人工智能 传感器融合 噪音(视频) 职位(财务) 滤波器(信号处理) 跟踪(教育) 多向性 降噪 声纳 卡尔曼滤波器 跟踪系统 探测器 水声学 概率逻辑 惯性导航系统 实时计算 声学 遥感 背景噪声 还原(数学) 加速度计
作者
Moinak Chowdhury,Quoc Viet Phung,Iftekhar Ahmed,Daryoush Habibi
出处
期刊:Ad hoc networks [Elsevier BV]
卷期号:184: 104151-104151
标识
DOI:10.1016/j.adhoc.2026.104151
摘要

Accurate navigation is essential for underwater vehicles like AUVs, which often operate in deep or remote areas. However, complex ocean dynamics, cumulative inertial-measurement unit (IMU) drift, and diverse noise sources often result in erratic and unreliable position estimates. To overcome these challenges, we proposed a method that combines underwater acoustic signals with onboard motion sensor data to improve the underwater position tracking system. The proposed system uses a long baseline (LBL) acoustic array of surface buoys to capture the Time-difference-of-Arrival (TDoA) of a multi-pulse beacon. We extract arrival times using a superimposed-envelope-spectrum (SES) detector, which exploits the beacon’s periodic structure to stay reliable even in heavy noise. These acoustic measurements are fused with six-degree-of-freedom IMU data using a particle filter (PF). The filter suppresses IMU drift and reveals how long dead-reckoning remains reliable before an acoustic update becomes essential. Simulation results demonstrated that our PF-TDoA fusion method achieved up to 40% reduction in mean localization error compared to traditional fusion filters and optimization method. In the experiment, we compared the simulated IMU prediction with real-world acoustic measurements, and the resulting fused position estimated remained within 3 m of Global Positioning System (GPS)-reported trajectory, demonstrating robust performance under operational conditions. • We introduce a feature-based TDoA detector that reduces false alarms in heavy noise. • We fuse 6-DOF IMU and acoustic ranges in a PF to schedule pings only when needed. • We present a geometry-aware robust NLLS solver for accurate 3-D trilateration.

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