Predicting Accelerometer Baseline Correction and Nondivergent Deformation Velocity Based on Convolutional Neural Network (CNN) During GNSS Downgrade

IF 4.3 2区 综合性期刊 Q1 ENGINEERING, ELECTRICAL & ELECTRONIC IEEE Sensors Journal Pub Date : 2025-02-27 DOI:10.1109/JSEN.2025.3543726
Ce Jing;Elisa Bertolesi;Guanwen Huang;Xin Li;Qin Zhang;Weiwei Zhai;Guolin Liu;Hang Li
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Abstract

Accelerometer and global navigation satellite system (GNSS) can be effectively combined to establish a robust multisensor deformation monitoring system. However, GNSS signals may get downgraded in challenging environments, and then destroy the Kalman filter data fusion model. As a result, the accelerometer becomes the only reliable sensor for deformation monitoring, but relying on only accelerometer data may lead to rapid error accumulation due to its potential baseline shift error. To mitigate this challenge, especially in the slow-moving deformation scenarios, we propose a baseline correction prediction algorithm named CNN-based baseline correction (CNN-BC), based on convolutional neural networks. This algorithm utilizes high-frequency acceleration and baseline correction as input and output features, respectively. The baseline correction of the training dataset is derived from the accelerometer and GNSS coupled algorithm. By incorporating the reliable prediction from the network, we can correct the original accelerometer data and reduce error accumulation. To further address the divergence in deformation velocity, we develop a convolutional neural network (CNN)-dVel, which uses high-frequency acceleration and velocity difference as input and output features, respectively. We validated the proposed algorithms through two slow deformation experiments utilizing both high-precision and low-cost accelerometers. The results demonstrate that the CNN-BC can predict reliable baseline correction, with an average root mean square (rms) of $\boldsymbol {\textbf {0}.\textbf {37}~\textbf {cm}/\textbf {s}^{\textbf {2}}}$ , and the CNN-dVel achieves nondivergent deformation velocity prediction, with an average rms of 0.42 cm/s. Furthermore, optimizing the training dataset with an acceleration standard deviation (STD) basis enhances prediction accuracy.
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基于卷积神经网络(CNN)预测GNSS降级过程中加速度计基线校正和非发散变形速度
加速度计和全球卫星导航系统(GNSS)可以有效地结合起来,建立一个鲁棒的多传感器变形监测系统。然而,GNSS信号在恶劣环境下可能会降级,进而破坏卡尔曼滤波数据融合模型。因此,加速度计成为唯一可靠的变形监测传感器,但仅依靠加速度计数据可能会由于其潜在的基线偏移误差而导致误差快速积累。为了缓解这一挑战,特别是在缓慢移动的变形场景中,我们提出了一种基于卷积神经网络的基线校正预测算法,称为基于cnn的基线校正(CNN-BC)。该算法以高频加速和基线校正分别作为输入和输出特征。训练数据集的基线校正采用加速度计和GNSS耦合算法。通过结合网络的可靠预测,可以对原始加速度计数据进行校正,减少误差积累。为了进一步解决变形速度的差异,我们开发了一个卷积神经网络(CNN)-dVel,它分别使用高频加速度和速度差作为输入和输出特征。我们通过使用高精度和低成本加速度计的两个慢变形实验验证了所提出的算法。结果表明,CNN-BC可以预测可靠的基线校正,平均均方根(rms)为$\boldsymbol {\textbf{0}。\textbf {37}~\textbf {cm}/\textbf {s}^{\textbf {2}}}$, CNN-dVel实现了非发散变形速度预测,平均rms为0.42 cm/s。此外,以加速度标准偏差(STD)为基础对训练数据集进行优化,提高了预测精度。
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来源期刊
IEEE Sensors Journal
IEEE Sensors Journal 工程技术-工程:电子与电气
CiteScore
7.70
自引率
14.00%
发文量
2058
审稿时长
5.2 months
期刊介绍: The fields of interest of the IEEE Sensors Journal are the theory, design , fabrication, manufacturing and applications of devices for sensing and transducing physical, chemical and biological phenomena, with emphasis on the electronics and physics aspect of sensors and integrated sensors-actuators. IEEE Sensors Journal deals with the following: -Sensor Phenomenology, Modelling, and Evaluation -Sensor Materials, Processing, and Fabrication -Chemical and Gas Sensors -Microfluidics and Biosensors -Optical Sensors -Physical Sensors: Temperature, Mechanical, Magnetic, and others -Acoustic and Ultrasonic Sensors -Sensor Packaging -Sensor Networks -Sensor Applications -Sensor Systems: Signals, Processing, and Interfaces -Actuators and Sensor Power Systems -Sensor Signal Processing for high precision and stability (amplification, filtering, linearization, modulation/demodulation) and under harsh conditions (EMC, radiation, humidity, temperature); energy consumption/harvesting -Sensor Data Processing (soft computing with sensor data, e.g., pattern recognition, machine learning, evolutionary computation; sensor data fusion, processing of wave e.g., electromagnetic and acoustic; and non-wave, e.g., chemical, gravity, particle, thermal, radiative and non-radiative sensor data, detection, estimation and classification based on sensor data) -Sensors in Industrial Practice
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