Proposing a time-frequency analysis method using nonlinear wave modulation for machine learning-based detection of bolt looseness in non-gaussian noise environment

IF 10.4 1区 计算机科学 Q1 COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS
Naserodin Sepehry , Hamidreza Amindavar , Erfan Qanbari Qalehsari , Seyed Mehdi Zahrai
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引用次数: 0

Abstract

Detecting bolt loosening in bolted structures under non-Gaussian noisy environments is challenging with existing time-frequency analysis methods. This study proposes a novel fractional lower-order fractional synchrosqueezing-extracting transform (FLOFSSET) to effectively process linear chirp signals in such environments. Additionally, a data fusion approach based on the Dezert-Smarandache Theory is introduced to enhance machine learning model performance. A nonlinear wave modulation (NWM) technique combined with chirp signal excitation (chirp-NWM) is also implemented to improve early damage detection in bolted structures. The FLOFSSET method ensures high accuracy in analyzing close and far instantaneous frequencies, with superior energy concentration compared to conventional methods. Furthermore, decision-level data fusion is employed using machine learning models, including, Newton method for sparse support vector machines, sparse artificial neural network, and adaptive neuro-fuzzy Inference System. This fusion utilizes features extracted by the FLOFSSET method and a multi-sensor fusion method. The FLOFSSET method outperformed conventional approaches in analyzing close and far instantaneous frequencies, achieving higher energy concentration. For bolt-loosening detection, integrating FLOFSSET features with data fusion improved the average accuracy of machine learning models from 85 % to 99.5 %. In contrast, using conventional features reduced the accuracy of the combined models to 92.5 %. In scenarios with close instantaneous frequencies, only the FLOFSSET method accurately identified bolt loosening, with the fused model achieving 99.1 % accuracy. Conventional time-frequency analysis features were unable to accurately differentiate these frequencies, making them ineffective and resulting in misclassifications. The proposed FLOFSSET method, combined with Dezert-Smarandache Theory-based data fusion, significantly enhances the performance of machine learning models in detecting bolt loosening under non-Gaussian noise. FLOFSSET features provide higher discrimination capability and accuracy compared to conventional time-frequency methods, making it a robust tool for early damage detection in bolted structures.
提出了一种基于非线性波调制的时频分析方法,用于非高斯噪声环境下基于机器学习的螺栓松动检测
现有时频分析方法对非高斯噪声环境下螺栓结构的螺栓松动检测具有挑战性。本研究提出了一种新的分数阶低阶分数阶同步压缩提取变换(FLOFSSET)来有效地处理这种环境下的线性啁啾信号。此外,介绍了一种基于Dezert-Smarandache理论的数据融合方法,以提高机器学习模型的性能。采用非线性波调制(NWM)技术结合啁啾信号激励(chirp-NWM),提高了螺栓结构的早期损伤检测能力。与传统方法相比,FLOFSSET方法确保了近距离和远距离瞬时频率分析的高精度,具有优越的能量集中。此外,决策级数据融合采用机器学习模型,包括稀疏支持向量机的牛顿方法、稀疏人工神经网络和自适应神经模糊推理系统。该融合利用FLOFSSET方法和多传感器融合方法提取的特征。FLOFSSET方法在分析近和远瞬时频率方面优于传统方法,实现了更高的能量集中。对于螺栓松动检测,将FLOFSSET特征与数据融合将机器学习模型的平均准确率从85%提高到99.5%。相比之下,使用常规特征将组合模型的准确率降低到92.5%。在瞬时频率接近的情况下,只有FLOFSSET方法能准确识别螺栓松动,融合模型的准确率达到99.1%。传统的时频分析特征无法准确区分这些频率,使其无效并导致错误分类。提出的FLOFSSET方法与基于Dezert-Smarandache理论的数据融合,显著提高了机器学习模型在非高斯噪声下检测螺栓松动的性能。与传统的时频方法相比,FLOFSSET具有更高的识别能力和精度,使其成为螺栓结构早期损伤检测的强大工具。
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来源期刊
Journal of Industrial Information Integration
Journal of Industrial Information Integration Decision Sciences-Information Systems and Management
CiteScore
22.30
自引率
13.40%
发文量
100
期刊介绍: The Journal of Industrial Information Integration focuses on the industry's transition towards industrial integration and informatization, covering not only hardware and software but also information integration. It serves as a platform for promoting advances in industrial information integration, addressing challenges, issues, and solutions in an interdisciplinary forum for researchers, practitioners, and policy makers. The Journal of Industrial Information Integration welcomes papers on foundational, technical, and practical aspects of industrial information integration, emphasizing the complex and cross-disciplinary topics that arise in industrial integration. Techniques from mathematical science, computer science, computer engineering, electrical and electronic engineering, manufacturing engineering, and engineering management are crucial in this context.
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