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Fault detection in roller bearing operating at low speed and varying loads using Bayesian robust new hidden Markov model

机译:使用贝叶斯稳健的新隐马尔可夫模型以低速和不同负载运行的滚子轴承故障检测

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This paper uses Bayesian robust new hidden Markov modeling (BRNHMM) for bearing fault detection and diagnosis based on its acoustic emission signal. A variational Bayesian approach is used that simultaneously approximates the distribution over the hidden states and parameters with simpler distribution hence using Bayesian inference for the estimation of the posterior HMM hyperparameters. This allows for online detection as small data sets can be used. Also, the Kullback-Leibler (KL) divergence is effectively used to access the divergence of the probability function of the BRNHMM, to find its lower bound approximation and by applying a linear transform to the maximum output probability parameter generation (MOPPG). The training set result obtained from BRNHMM is then compared to the result from artificial neural network (ANN) fault detection for same complex system of low speed and varying load conditions which are difficult from a diagnostic perspective, as found in rolling mills.
机译:本文基于轴承声发射信号,采用贝叶斯稳健新隐马尔可夫模型(BRNHMM)进行轴承故障检测与诊断。采用变分贝叶斯方法,同时以更简单的分布逼近隐藏状态和参数的分布,从而使用贝叶斯推理估计后验HMM超参数。这允许在线检测,因为可以使用小数据集。此外,Kullback-Leibler(KL)散度被有效地用于访问BRNHMM概率函数的散度,以找到其下限近似值,并通过对最大输出概率参数生成(MOPPG)应用线性变换。然后,将从BRNHMM获得的训练集结果与人工神经网络(ANN)故障检测的结果进行比较,该结果适用于同样复杂的低速和变负荷系统,从诊断角度来看,这是很困难的,如在轧机中发现的。

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