可穿戴计算机
计算机科学
织物
人工智能
噪音(视频)
可穿戴技术
信号处理
信号(编程语言)
模式识别(心理学)
计算机视觉
计算机硬件
嵌入式系统
数字信号处理
材料科学
图像(数学)
复合材料
程序设计语言
作者
Yupeng Tian,Mohammad Abdizadeh,Amin Mahnam,Presish Bhattachan,Milad Alizadeh-Meghrazi,Ladan Eskandarian,Muammar Kabir,Idir Mellal,Miloš R. Popović,Milad Lankarany
标识
DOI:10.1109/embc44109.2020.9176393
摘要
Wearable sensors enable the simultaneous recording of several electrophysiological signals from the human body in a non-invasive and continuous manner. Textile sensors are garnering substantial interest in the wearable technology because they can be knitted directly into the daily-used objects like underwear, bra, dress, etc. However, accurate processing of signals recorded by textile sensors is extremely challenging due to the very low signal-to-noise ratio (SNR). Systematic classification of textile sensor noise (TSN) is necessary to: (i) identify different types of noise and their statistical characteristics, (ii) explore how each type of noise influences the electrophysiological signal, (iii) develop optimal textile-specific electronics that suppress TSN, and (iv) reproduce TSN and create large dataset of textile sensors to validate various machine learning and signal processing algorithms. In this paper, we develop a novel technique to classify textile sensor artifacts in ECG signals. By simultaneously recording signals from the waist (textile sensors) and chest (gel electrode), we extract TSN by removing the chest ECG signal from the recorded textile data. We classify TSN based on its morphological and statistical features in two main categories, namely, slow and fast. Linear prediction coding (LPC) is utilized to model each class of TSN by auto-regression coefficients and residues. The residual signal can be approximated by Gaussian distribution which enables reproducing slow and fast artifacts that not only preserve the similar morphological features but also fulfill the statistical properties of TSN. By reproducing TSN and adding them to clean ECG signals, we create a textile-like ECG signal which can be used to develop and validate different signal processing algorithms.
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