A Two-Step Unsupervised Learning Approach to Diagnose Machine Fault Using Big Data

Abstract

The modern industrial sector requires an intelligent fault diagnosis system to ensure reliable and safe processingsince traditional methods require expert diagnosis, which consumes time and requires labor. Furthermore, diagnosticresults are influenced by the expert’s expertise and in-depth knowledge of the machine. The objective of this paper isto solve the manual intervention problem and improve the fault diagnosis. We propose a novel two-stage unsupervisedlearning algorithm based on artificial intelligence (AI) that learns fault features efficiently from raw vibration signals.To accomplish the aforementioned goal, we encapsulate the two-stage learning technique such as sparse filtering andRectified Linear Unit (ReLU) regression function. As a first step, we used a two-layer neural network sparse filteringprocedure to extract vibration signals’ features. Based on vibration signals, ReLU regression determines the healthcondition of the machine in the second phase. ReLU is a linear function that improves the performance of neural network training. Here we utilized a sigmoid and softmax regression function to compare the performance of ReLU. Thesigmoid function works well for binary classification, whereas softmax works well for multiclass classification. A database of motor-bearing vibration signals containing signals about four different health conditions of machines, suchas Inner race faults (IF), Outer race faults (OF), and rolling faults (RF). The sparse filter is evaluated on different inputand output dimensions, which significantly increases the learning accuracy. We classified the health condition usingReLU and achieved 93.8% accuracy, which is higher than sigmoid and softmax. Through the two-step learning process, machine fault diagnosis is enhanced, as well as big data is effectively handled.

Construction of multi-features comprehensive indicator for machinery health state assessment

“…The result of different parameters on the fitting error via MSE is shown in figure 5. Lighter To verify the effectiveness of the proposed nonlinear mapping, we compared different nonlinear functions, including Relu, sin 2 π 2 x and 1 1+e −αx+β [44] where (α = 10, β = 5). −αx+β can better match the degradation process owing to its low MSE value compared to other nonlinear functions.…”