An Optimal Weighted Spectral Difference Method for Faulty Vibration Separation in Flexible Joint Robot

IF 4.3 2区 综合性期刊 Q1 ENGINEERING, ELECTRICAL & ELECTRONIC IEEE Sensors Journal Pub Date : 2024-10-03 DOI:10.1109/JSEN.2024.3468335
Jianlong Li;Xiaoqin Liu;Xing Wu;Dongxiao Wang;Kai Xu
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Abstract

When a robot flexible joint faults, the fault component of the vibration signal is masked by the system dynamic response vibration and interferences. First, the dynamic response vibration estimated by the method combines a dynamic model and a convolutional neural network (CNN) error compensation model. The estimated dynamic response vibration is taken as the reference signal generated in the operation of healthy condition. In order to separate the fault components from the measured vibration in abnormal condition, an optimal weighted spectral difference method is proposed. The basic idea of the method is to find the optimal difference between the dynamic response vibration and the fault component through a convex optimization model. Finally, the experimental results on a flexible joint robot verify the effectiveness of the proposed method, and the fault components are extracted successfully from the measured vibration.
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用于柔性关节机器人故障振动分离的最优加权谱差法
当机器人柔性关节发生故障时,振动信号中的故障成分会被系统动态响应振动和干扰信号所掩盖。首先,该方法结合了动态模型和卷积神经网络(CNN)误差补偿模型来估计动态响应振动。估算出的动态响应振动作为健康状态下运行时产生的参考信号。为了从异常状态下的测量振动中分离出故障成分,提出了一种最优加权谱差法。该方法的基本思想是通过凸优化模型找到动态响应振动与故障分量之间的最佳差值。最后,在柔性关节机器人上的实验结果验证了所提方法的有效性,并成功地从测量到的振动中提取出了故障分量。
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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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