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BULETINUL INSTITUTULUI POLITEHNIC DIN IAŞI - Universitatea ...

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Bul. Inst. Polit. Iaşi, t. LVI (LX), f. 2, 2010 131<br />

4. Gearbox Diagnosis using the AEP Processing in Frequency Domain<br />

There is also a very important experimental research resource useful in<br />

gearbox diagnosis. The AEP or IEP evolution in steady-state it is a mixture of<br />

many variable components. Each variable signal’s component describes the<br />

behavior of a gearbox’s part (belts, spindles, gears, et cetera). The identification<br />

of these components can be done [1] by computer assisted AEP or IEP power<br />

spectral density (PSD) analysis using Fast Fourier Transform (FFT). The<br />

correlation between signal’s components and gearbox’s parts can be done using<br />

the frequency and the speed of rotation. Figure 7 presents a zoom on the PSD of<br />

the AEP evolution in steady state on 1000 rpm (already described before; see on<br />

Fig. 4 the encircled area).<br />

On Fig. 7 there are a lot of different peaks, each one described by the frequency<br />

and the amplitude (the higher peak’s amplitude are not clearly indicated because<br />

Fig. 7 – The evolution of power spectral density of the<br />

AEP signal absorbed on 1000 rpm (steady-state).<br />

of zoom). The PSD amplitude is proportional with the amplitude of signal<br />

component. Each peak has a number, for each one there is a short description<br />

about the frequency and the correspondence with the gearbox parts (see Fig. 2).<br />

The peak 5 is associated with the spindle II behaviour, the peak 7 with the<br />

spindles III and V, the peak 9 with the spindle I and the peak 10 with the<br />

EDM’s rotor (24.84 Hz frequency, for 1490.4 rpm the real speed of rotation).<br />

The peak 9 is generated by the driving belt pulley run-out error motion (65 μm).<br />

There are also some harmonics of these peaks. There is a very interesting<br />

research result, with certain scientific priority, here is very well mirrored the

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