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A2CNN Datasheet(PDF) 15 Page - List of Unclassifed Manufacturers

Part # A2CNN
Description  Adversarial adaptive 1-D convolutional neural networks for bearing fault diagnosis under varying working condition
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3. During the stage of fine tuning, with the increasing of the adversarial iterations, the distri-
butions of features between MS (xS ) and M
it
T (xT ) gradually become consistent. When the
features M1000
T
(xT ) and M
2000
T
(xT ) are applied to fault detection, the accuracies are 99.75%
and 99.90% respectively. The observation indicates that the adversarial network is e
ffec-
tive in improving the domain adaptation capacity of the A2CNN.
−100
−50
0
50
100
−60
−40
−20
0
20
40
60
80
(a)
−100
−50
0
50
100
−80
−60
−40
−20
0
20
40
60
80
(c)
NO
0.007/IF
0.014/IF
0.021/IF
0.007/BF
0.014/BF
0.021/F
0.007/OF
0.014/OF
0.021/OF
−100
−50
0
50
100
−80
−60
−40
−20
0
20
40
60
80
(b)
NO
0.007/IF
0.014/IF
0.021/IF
0.007/BF
0.014/BF
0.021/F
0.007/OF
0.014/OF
0.021/OF
Figure 4: Visualization of the extracted features of samples collected from the source domain B and target domain C via
t-SNE
. Square symbols represent the features of the sample {xi
S
}|
NS
i
=1 collected from the source domain B. Cross symbols
represent the features of the sample {xi
T
}|
NS
i
=1 collected from the target domain C. Ten different kinds of faults are denoted
by ten di
fferent colors respectively.
Finally, we visualize all nodes in the entire A2CNN model, including MS , MT and the soft-
max outputs of the label predictor C. We randomly select a sample of the fault type ’0.007
/IF’
from domain C, denoted by x
0.007/IF
C
, as the input of the A2CNN model trained for adapting from
domain B to domain C. The visualized results are shown in Figure 5(a) and Figure 5(b).
From these visual results, we can find out that the output of the first three convolutional layers
(i.e. ’Conv1’, ’Conv2’ and ’Conv3’) are very similar. Starting from the fourth layer convolution
layer (i.e. ’Conv4’), the extracted features of MS (x
0.007/IF
C
) and MT (x
0.007/IF
C
) gradually change
to some extent. This observation is consistent with the result in the section 4.5. That is, for the
domain adaptation from B to C, we only have to untie last four layers starting from ’Conv4’ to
’FC2’ as the features extracted from the the first three convolutional layers are almost the same.
The last fully-connected layer (i.e. ’FC2’) has K neurons (equals to the number of class
label). The output of ’FC2’ is fed to label classifier C to estimate the posterior probability of
each class using soft-max regression model.
According to the results of ’FC2’ and ’Softmax’ in Figure 5(a), x
0.007/IF
C
is misdiagnosed
as the fault type of ’0.014
/IF’, based on the extracted features of MS (x0
.007/IF
C
). As a contrast,
in Figure 5(b), x
0.007/IF
C
is correctly identified as as the fault type of ’0.007
/IF’, based on the
extracted features of MT (x
0.007/IF
C
).
5. Conclusion
This paper proposes a adversarial adaptive model based on 1-D CNN named A2CNN, to
address the fault diagnosis problem under varying working condition. To our best knowledge,
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