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Figure 1.

Flowchart of EEMD algorithm.

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Figure 1 Expand

Figure 2.

Original simulated signal and its spectrum.

A) waveform of original simulated signal; B) spectrum of the original simulated signal.

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Figure 2 Expand

Figure 3.

IMF components decomposed by EEMD method.

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Figure 4.

Spectra of separated signals by the proposed method.

A) spectrum of IC1; B) spectrum of IC2.

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Figure 4 Expand

Table 1.

Cross correlation coefficient of the original simulated signal and IMFs.

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Table 1 Expand

Figure 5.

Flowchart of the experiment scheme.

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Figure 5 Expand

Figure 6.

Experimental system for bearing diagnosis.

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Figure 6 Expand

Figure 7.

Install location of the acceleration sensor.

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Table 2.

Fault characteristic frequencies of rolling bearing at different speed.

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Table 2 Expand

Figure 8.

Original diagnosis signal waveforms at different rotating speed.

A) at 500 rpm; B) 900 rpm; C) 1300 rpm.

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Figure 9.

Envelope spectra of the original signal at different rotating speed.

A) 500 rpm; B)900 rpm; B)1300 rpm.

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Figure 10.

Envelope spectra of each level wavelet coefficients.

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Figure 10 Expand

Table 3.

Cross correlation coefficient of the simulated signal and IMFs.

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Table 3 Expand

Figure 11.

Envelop spectra of IMF1–IMF6.

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Figure 11 Expand

Figure 12.

Spectra of the separated signals by the proposed method at 900 rpm.

A) spectrum of the outer-race defect; B) spectrum of the unbalance fault; C) spectrum of the rollers defect.

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Figure 13.

Spectra of the separated signals by the proposed method at 500 rpm.

A) Spectrum of the outer-race defect; B) Spectrum of the unbalance fault; C) Spectrum of the rollers defect.

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Figure 13 Expand

Figure 14.

Spectra of the separated signals by the proposed method at 1300 rpm.

A) Spectrum of the outer-race defect; B) Spectrum of the unbalance fault; C) Spectrum of the rollers defect.

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Table 4.

Energy ratio calculated by the different methods.

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Table 4 Expand