SWT and Statistical Hypothesis Testing for
Power Inverter FDI
F.Charfi1,
S.Lesecq2, F. Sellami1*
(1)
Laboratoire d’Electronique et des
Technologies de l’Information (L.E.T.I),
Ecole Nationale d’Ingénieurs de Sfax
- Tunisie.
* in memoriam
(2)
GIPSA-lab, Control Systems
Department, UMR CNRS-INPG-UJF 5516, BP
46, 38402 Saint Martin d’Heres Cedex –
France.
Abstract
In this paper, a monitoring approach for
fault detection in power system drives is
presented. Due to its critical position in
the power train the diagnosis of the two
level three phase voltage inverter is of a
great concern. Fault scenarios with single
open-switch are considered because they are
the most likely to occur. Several signals
are analysed simultaneously in order to
perform the diagnosis. The fault occurrence
is revealed by a change in the mean value of
a subset of the analysed signals. The
diagnosis is realised in three steps. In the
first step, signals are filtered using the
SWT performed with the DB4 wavelet to
extract the detail and approximation
coefficients up to level 6. In the second
step the approximation at level 6 is
examined to detect changes in the mean. This
is achieved with statistical hypothesis
techniques. A Neyman-Pearson change in the
mean detection test is used. Then at the
third step, a signature table allows to
isolate the faulty switch. The whole
diagnostic procedure can perform on line
because of its low computational cost. Real
data recorded from a benchmark feed the
proposed diagnostic tool. The results
Presented here confirm the effectiveness of
the proposed methodology.
Keywords:
Fault Detection and Isolation (FDI),
Stationary Wavelet Transform (SWT),
Neyman-Pearson detection test, power
converter, hypothesis testing.
( P1110907642, 1 MB)

AUTHOR = {F.Charfi
and S.Lesecq and F. Sellami},
TITLE = {SWT and Statistical Hypothesis Testing for Power Inverter FDI},
JOURNAL = {ICGST International Journal on Automatic Control and Systems Engineering, ACSE},
YEAR = {2009},
VOLUME = {09},
ISSUE = {I},
PAGES={25--33}
}
( P1110907642, 1 MB)
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