Feature Engineering and Classification Models for Partial Discharge in Power Transformers

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Feature Engineering and Classification Models for
Partial Discharge in Power Transformers
Jonathan Wang
Rice University
Houston, Texas
jw96@rice.edu
Kesheng Wu, Alex Sim
Lawrence Berkeley National
Laboratory
Berkeley, California
kwu@lbl.gov,asim@lbl.gov
Seongwook Hwangbo
Hyundai Electric & Energy
Systems Co., Ltd.
Yongin, Korea
smhwangbo@hyundai-electric.
com
ABSTRACT
To ensure reliability, power transformers are monitored for
partial discharge (PD) events, which are symptoms of trans-
former failure. Since failures can have catastrophic cascading
consequences, it is critical to preempt them as early as possi-
ble. Our goal is to classify PDs as corona,oating,particle, or
void, to gain an understanding of the failure location.
Using phase resolved PD signal data, we create a small set
of features, which can be used to classify PDs with high accu-
racy. This set of features consists of the total magnitude, the
maximum magnitude, and the length of the longest empty
band. These features represent the entire signal and not just
a single phase, so the feature set has a xed size and is easily
comprehensible. With both Random Forest and SVM clas-
sication methods, we attain a 99% classication accuracy,
which is signicantly higher than classication using phase
based feature sets such as phase magnitude. Furthermore, we
develop a stacking ensemble to combine several classica-
tion models, resulting in a superior model that outperforms
existing methods in both accuracy and variance.
ACM Reference Format:
Jonathan Wang, Kesheng Wu, Alex Sim, and Seongwook Hwangbo.
2022. Feature Engineering and Classication Models for Partial
Discharge in Power Transformers. In Proceedings of Published at
ICML Workshop for Deep Learning for Safety-Critical in Engineering
Systems (DISE@ICML). ACM, New York, NY, USA, 7 pages. https:
//doi.org/10.1145/nnnnnnn.nnnnnnn
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DISE@ICML, July 2018, Stockholm, Sweden
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ACM ISBN 978-x-xxxx-xxxx-x/YY/MM. . . $15.00
https://doi.org/10.1145/nnnnnnn.nnnnnnn
1 INTRODUCTION
Power transformers are a key element of electric power in-
frastructures. While they have become more reliable, trans-
formers are still susceptible to failure, which has severe
consequences for both operators and users. To detect and
prevent such failures within the large and complex power
transformers, extensive online diagnostic systems have been
developed [
2
]. This work focuses on analyzing data produced
from one such systems to gain information about the failure.
Insulation failure is the most frequent cause of transformer
failure [
12
]. Weakness in the insulation system makes trans-
formers susceptible to external events such as lightning
strikes, switching transients, and short-circuits. If the trans-
former insulation degrades to the point that it cannot with-
stand system events such as short-circuit faults or transient
over-voltages [
11
], an internal arcing event known as partial
discharge (PD) can occur. As such, detecting PD events would
alert transformer operators of imminent transformer failure.
Such measures could also protect other equipment connected
to the transformers, such as Gas Insulation Switchgear (GIS)
and switchboards in the substation, which are also expensive
components of the electric power grid.
Certain types of PD are correlated with dierent parts of
the transformer. For example, in some transformers, corona
PDs are located in the transformer bushing or insulation
material. Therefore, determining the type of PD provides
a rough location for the PD source. Machine classication
is a very useful way to resolve transformer problems early
on, and can be used by transformer operators to determine
whether to halt transformer operation, all without the need
for careful examination by engineers. By classifying the PD,
we narrow down the location of the PD. We can then install
UHF sensors around the rough position to collect PD signals
to identify the precise position of the PD for repair.
In this paper, we consider four types of PDs - corona,oat-
ing,particle, and void, with the goal of analyzing PD signal
data to identify what type of PD is present. The data we
examine is phase resolved, meaning it is divided into cy-
cles of a number of phases. Our data samples consist of 3840
arXiv:2210.12216v1 [cs.LG] 21 Oct 2022
DISE@ICML, July 2018, Stockholm, Sweden Jonathan Wang, Kesheng Wu, Alex Sim, and Seongwook Hwangbo
points divided into 60 cycles of 64 phases. We examine actual
transformer data and test several feature sets and classica-
tion methods to classify PD events with high accuracy. The
contributions of our work are as follows:
Develop a set of
meta-features
(total magnitude, max-
imum magnitude, and the length of the longest empty
band) which are more comprehensible than standard
features.
Test models such as Logistic Regression and Random
Forest for PD classication, and combine them to pro-
duce an
ensemble model
that performs better than
any single classication method.
2 RELATED WORKS
This work focuses on classifying PDs based on voltage data.
These four PD types occur in power equipment such as trans-
formers and GIS (Gas Insulation Switchgear). In order to clas-
sify and analyze the characteristics of the PD types, many
experiments have been done with GIS, which has a simpler
structure than transformers.
In [
9
], acoustic methods are proposed to detect corona PDs
in live parts of GIS. By analyzing the eect on the particle
motion and discharge characteristics in the GIS, the discharge
characteristic spectrum of linear particles with tip corona was
obtained, and used widely for particle pattern recognition
[
6
]. In [
13
], ve dierent types of defects were implemented
articially in transformer models to investigate the resulting
PD signal characteristics. However, there was a limitation as
dierent transformers can have dierent failures depending
on the transformer structure.
Unlike the above experiments, which involve manually
examining signal characteristics, machine learning based PD
classication methods consist of extracting features from
the data and training models on those features. There are
several existing feature sets such as statistical parameters or
fractal features [
7
] or partial power [
14
]. Some of the more
common feature sets are phase magnitude, which consists of
information regarding the magnitude of each phase of the
data [3, 10] and discrete wavelet transform [3, 4, 10].
Since we are working with actual transformer data as
opposed to simulated data as in the above works, we im-
plement methods to reduce data noise. We also present a
smaller feature set of xed size to represent the PD signal
data, signicantly simplifying the model and making the
model more comprehensible.
For the classication model, the primary methods that
have been tested are SVM [
3
,
4
,
14
] and Neural Networks
[
4
,
7
,
10
]. A variation of SVM, Fuzzy SVM (FSVM), was
also explored in [
10
]. FSVM allows for fuzzy membership in
classes to resolve unclassiable regions [
1
,
5
,
8
] by weighting
the samples based on distance from the class center [
10
]. In
(a) Corona PD (b) Floating PD
(c) Particle PD (d) Void PD
Figure 1: Heatmaps of Sample PDs
addition to these methods, we also experiment with Random
Forest, Logistic Regression, and Gradient Boosting. In addi-
tion, we combine these methods using stacking [
15
] to create
an ensemble that utilizes the strengths of each model.
3 METHODS
The goal of our work is to classify four types of PD - corona,
oating,particle, and void. We accomplish this in two steps:
Extract features to represent signal data
Train machine learning model on features
Our data is 328 PD signals gathered by the transformer
sensors labelled as 85 corona, 99 oating, 80 particle, and
64 void. Each data sample contains 3840 magnitude points
over one second. These points are broken up into 60 cycles
of 64 phases. Figure 1 shows heatmaps of each type of PD.
The x and y axes indicate the cycle and phase and the color
indicates the magnitude at that time.
Feature Engineering
Phase Magnitude. We notice that there are clear patterns
along the phases of each data sample. For instance the corona
PD has a single thick band while the particle PD is scattered
lightly across most of the phases. Thus, we compute the total
phase magnitude for each type of PD. The phase magnitude
is the sum of the magnitudes of each phase, given by
𝑚𝑖=
60
𝑗=1
𝑀𝑖 𝑗
¯
𝑚𝑝={𝑚1, ..., 𝑚64 }
摘要:

FeatureEngineeringandClassificationModelsforPartialDischargeinPowerTransformersJonathanWangRiceUniversityHouston,Texasjw96@rice.eduKeshengWu,AlexSimLawrenceBerkeleyNationalLaboratoryBerkeley,Californiakwu@lbl.gov,asim@lbl.govSeongwookHwangboHyundaiElectric&EnergySystemsCo.,Ltd.Yongin,Koreasmhwangbo@...

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