Analysis of vibration or acoustic signals from rotating machines is often preferred in
terms of order spectra rather than frequency spectra. An order spectrum gives the
amplitude and/or the phase of the signal as a function of harmonic order of the rotation
frequency. This means that a harmonic or sub-harmonic order component remains in
the same analysis line independent of the speed of the machine. The technique is called
tracking, as the rotation frequency is being tracked and used for analysis. Most of the
dynamic forces exciting a machine are related to the rotation frequency so interpretation
and diagnosis can thus be greatly simplified by use of order analysis.
The classical problem of smearing of the frequency components caused by speed
variations of the machine is solved by using order analysis. In situations where the
frequency components from a normal frequency analysis are smeared together, proper
diagnosis will only be facilitated via order analysis.
Of particular interest is the analysis of the vibrations during a run-up or a coast-down
of a machine in which case the structural resonances are excited by the fundamental
or the harmonics of the rotational frequencies in the mechanical system. Determination
of the critical speeds, where the normal modes of the rotating shaft are excited, is very
important on large machines such as turbines and generators.
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