Abstract

A big challenge in detecting damage occurs when the sound of a machine mixes with the sound of another machine. This paper proposes the separation of mixed acoustic signals using Non-negative Matrix Factorization (NMF) method for fault diagnosis. The NMF method is an effective solution for finding hidden parameters when the number of observations obtained by the sensor is less than the number of sources. The real mixing process is done by placing two microphones in front of the machine. Two microphones will be used as sensors to capture a mixture of four machinery signals. Performance testing of signal separation is done by comparing baseline signals with estimated signals through the mean log spectral distance (LSD) and the mean square error (MSE). The smallest spectral distance between the estimated signal and the baseline signal is found in Ŝ2 with an average LSD of 1.26. The estimated signal Ŝ2 is the closest to the baseline signal with MSE of 1.15 x 10-2. The pattern of bearing damage in the male screw compressor can be identified from the spectrum of estimated signal through harmonic frequencies as in the estimated signal Ŝ3 which is seen at 11x fundamental frequency, 12x fundamental frequency, 15x fundamental frequency, and 16x fundamental frequency.

Highlights

  • The production process in industry can not be separated from the use of machines

  • This paper proposes the separation of mixed acoustic signals using Non-negative Matrix Factorization (NMF) method for fault diagnosis

  • Blind Source Separation is a mixed signal separation technique to predict the original signal in an unknown condition of the mixing process or mixing matrix A

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Summary

Introduction

The production process in industry can not be separated from the use of machines. Monitoring of machine conditions is very important to do in the industry [1]. Separation of machinery signals is needed to get a signal that approaches the original signal [1, 5]. Blind Source Separation (BSS) is a technique to separate a mixed signal in a "blind" state. In this case the "blind" is not knowing the mixing signal, only knowing the mixed signal [6]. In the BSS technique, several methods can be used to separate acoustic emission signals. By an assumption on the statistical independence between the source signals, BSS has been successfully tackled by ICA, which has become a standard statistical

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