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首页> 外文期刊>IEEE Transactions on Instrumentation and Measurement >Gaussian Mixture Model Using Semisupervised Learning for Probabilistic Fault Diagnosis Under New Data Categories
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Gaussian Mixture Model Using Semisupervised Learning for Probabilistic Fault Diagnosis Under New Data Categories

机译:新数据类别下基于半监督学习的高斯混合模型用于概率故障诊断

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摘要

Fault diagnosis has played a vital role in industry to prevent operation hazards and failures. To overcome the limitation of conventional diagnosis approaches, which misclassify new types of faults into existing categories from training, a novel probabilistic diagnosis framework will be proposed in this paper for effective detection on new data categories. Gaussian mixture model (GMM) is applied for the pattern recognition, while its training procedure is improved from conventional unsupervised learning to novel semisupervised learning. Even with unlabeled training data, component number in our GMM can be autoselected instead of predetermined. For online testing, the probabilistic classification results from GMM’s soft assignment assist to improve overall diagnosis framework, which is able to first detect whether new types of faults occur and further categorize them in detail via the GMM update. The effectiveness of our fault diagnosis framework is testified on an industrial fault simulator of rotary machine and the partial discharge measurement of various high-voltage electronic equipment components. Compared with existing approaches, our probabilistic diagnosis framework is able to achieve an average diagnosis accuracy of 97.9% without new data categories and it can also classify new data categories with diagnosis accuracy of at least 86.3% if occurred.
机译:故障诊断在工业中为防止操作危险和故障起着至关重要的作用。为了克服传统诊断方法的局限性,即从训练中将新型故障类型错误地分类为现有类别,本文将提出一种新颖的概率诊断框架,以对新数据类别进行有效检测。高斯混合模型(GMM)用于模式识别,同时将其训练过程从常规的无监督学习改进为新颖的半监督学习。即使具有未标记的训练数据,我们的GMM中的组件编号也可以自动选择而不是预先确定。对于在线测试,GMM的软分配有助于对概率分类结果进行改进,以改善整体诊断框架,该框架能够首先检测是否出现了新类型的故障,并通过GMM更新对它们进行进一步的详细分类。我们的故障诊断框架的有效性在旋转机械的工业故障模拟器上以及各种高压电子设备组件的局部放电测量中得到了证明。与现有方法相比,我们的概率诊断框架在没有新数据类别的情况下能够实现97.9%的平均诊断准确性,并且如果发生新分类,还可以对新数据类别进行分类,诊断准确性至少为86.3%。

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