Local damage detection in rotating machines is a well-established field of study, however, some new challenges have recently appeared. They are associated with the presence of strongly non-Gaussian noise related to harsh environments or technological processes. Searching for cyclic impulses in the presence of noncyclic, high amplitude impulses becomes difficult. Cyclostationary analysis may be the answer to such a problem. However, it does not recognize the impulsive nature of the signal. Thus, the concept of infogram, a tool that investigates diagnostic information both in the time and frequency domain, seems ideally suited for such an application. It uses the negentropy to measure the impulsiveness of the squared envelope (SE infogram) and the periodicity in the spectral domain (SES infogram) to finally get the combined information on impulsiveness and periodicity as the average of the SE and SES infograms, called average infogram or just infogram. The purpose of this study is to examine the performance of the infogram for several benchmark signals i.e. Gaussian noise, signals with cyclic impulses and non-cyclic impulses and the mixture of all of them. Finally, the enhancement of the classical infogram is proposed. It is shown that replacing simple averaging of partial infograms with the logarithmic mean, geometric mean, or normalizing of partial infograms, improves the robustness of the classical infogram in the presence of strongly non-Gaussian noise. As an illustration, two real signals are considered. The first one isthe vibration signal from the ore crusher used in the raw materials’ industry, for mechanical fragmentation of rock oversized pieces. The second one is an acoustic signal from bearing installed in an idler in a belt conveyor. In both cases the impulses occurring in this signal (from the crushing process or interaction between a moving belt joint and coating of idler) make the classical diagnosis very difficult. The proposed modified infogram can deal with such a problem successfully.
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