The Effect of Mgo Nano Filler Mixture On The Visual Aspects of Treeing Breakdown in Ldpe Based Composite

The Effect of Mgo Nano Filler Mixture On The Visual Aspects of Treeing
Breakdown in Ldpe Based Composite
Rudi Kurnianto
Department of Electrical Engineering, Tanjungpura University
ABSTRACT
This paper deals with a nano-composite of magnesium oxide (MgO) added to
a low-density polyethylene (LDPE) which was subjected to an electrical treeing
breakdown investigation. When voltage application was set exactly at the inception
level, even the tree had bridged the specimen the breakdown was not always
immediately to occur. There would be so-called time-lag between “bridging” and
“final breakdown”. The LDPE with MgO excelled to suppress the increase of tree
parameters than that of LDPE without MgO. It is considered that the polymer nanocomposite is more resistive against partial discharge and then electrical treeing than
their base material.
Keywords : Nano, composite, MgO filler, LDPE, Electrical Treeing, Inception,
Breakdown, Internal Flashover, Time-lag
INTRODUCTION
Since power apparatus are recently being wight reduced and downsized in
order to reduce power transmission costs; the compact design of high quality of
composite material with nano-filler has become attractive [1-3]. As for LDPE, which
is widely used for cable insulations, a nano-composite material of MgO added to
LDPE is the most attractive material to be investigated nowadays. One of the

important electrical properties in insulations is the treeing breakdown mechanism.
Electrical trees consist of connected channels few micrometers in diameter, with
branches tens of micrometers long. The walls of the channels are not always
carbonized and only weakly conducting; thus although a short circuit may occur if
the tree bridges the insulation [4], this is not always immediately the case. However,
it is also possible for a breakdown to be initiated before electrical trees completely
bridge the insulation [5]. Thus, the runaway stage of final brekakdown mechanisms
of electrical trees could be either “visual” or “not visual” aspect [6]. It is not so easy
to discriminate experiment to investigate these mechanisms when will it become
visual, and when will it not become visual aspect. In the previous paper [7, 8],
classification of both visual and not visual aspects of final breakdown mechanisms
have been succesfully conducted. In this classification, not visual aspect was
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investigated by breakdown voltage using large applied voltage compared to the
inception voltage. Visual aspect was investigated using applied voltage which lied
exactly at the inception voltage. It was suppossed that the higher voltage above their
inception level is applied, the higher tendency of final breakdown to change from

visual to be not visual aspect. The results are sketched as in Figure 1.
Bridging
After bridging

Before bridging

BD
IFO

Tree length

Electrode distance

BV

TIV : Tree Inception Voltage
BV : Breakdown Voltage
BD :Breakdown
IFO : Internal Flashover


TIV

tc

tx

Time

tb
Figure 1. Sketch of Treeing Breakdown Mechanisms
Time to breakdown (tb) is the sum of the time the tree needs to bridge the
counter electrode (tc) and time-lag to breakdown (tx).
The recent paper is a digest on the visual aspect of final breakdown
mechanisms after tree bridged the counter electrode.

EXPERIMENTAL
Specimen
In the present study, 150 m thick leaf-like specimens were used. This
specimen is powerfull for electrical treeing expreiments, because it coud be easily
modified according to the experimental intend and enable visually observe the tree

inception and propagation until breakdown. A tungsten wire with 50 m in diameter
was used as a needle electrode. Electrolytic polishing formed the needle tip; its tip
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radius was 2 m. The tungsten needle was sandwitched in between two nanocomposite films (80 m in each thickness) and hot-pressed down to about 150 m in
thickness. The specimen sheet was fixed between a slide glass and a cover glass by
Aron Alfa adhesive (Toa Gosei Ltd.). Aluminium foil was applied as a counter
electrode at a distance of 0.4 mm from the tip of tungsten needle. The leaf-like
specimens were prepared with various concentrations of MgO fillers; 0, 1, 5, and 10
phr (parts per hundreds ratio).

Breakdown Test
A schematic diagram of measuring system is shown in Figure 2.

CCD

Monitor
VTR


0.4 mm
50 m

camera

Tip radius = 2 m
Tip angle = 300

Optical
microscope



H.V.

Light source

Figure 2. Tree Observation System


An ac ramp voltage of 60 Hz was applied between the needle and counter
electrode at a continuous rising speed (0.5 kV/s), however, as soon as tree had been
observed, the voltage was kept at the constant value to observe the tree propagation
until bridging the counter electrode and leading to final breakdown. It was recorded
by VTR (video tape recorder) through CCD (charge couple device) camera that
mounted on the microscope. The tree inception voltage was defined as the voltage
when the tree length observed by CCD camera had exceeded 10 m [5]. When
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applying voltage, the specimens were placed in a vessel filled with silicone oil of 10
mm2/s (10 cSt) in viscousity to avoid surface flashover. All tests are carried out
under ambient temperature.

RESULTS AND DISCUSSION
Based on the observation, after about several minutes depending on the filler
concentrations, the tree arrived at the counter electrode and stopped the growth at
there. However, even the tree had bridged the counter electrode; the breakdown was
not


immediately to occur. There was time-lag between “bridging” and “final

breakdown”. During this period of time-lag, as the active tree channel had bridged
the counter electrode, the partial discharges occured in this channel. It occurence
could be seen clearly as a very bright light (just like lightning strike in the nature)
from the needle tip towards the counter electrode. It is called as internal flashover.
The tree channels were eroded by this internal flashover. Figure 3 shows the
photogrpah of tree propagation when it bridged the counter electrode at the first time
(a) and then just prior to the final breakdown in (b).
counter electrode

needle tip

needle tip
counter
electrode

50 m


(a)

50 m

(b)

Figure 3. Photograph of Tree Propagation When it Bridged The Counter Electrode at
the First Time (a), and Then Just Prior to the Final Breakdown in (b).

By comparing Figure. 3 (a) and (b), it is seen that the tree channel become
thicker as the internal flashover occurence more intense. There would be several
internal flashover occurences before the specimens were completely broken down.
The change of diameter of trees growth in the composite with various concentration
of nano-filler is shown more detail in Figure. 4.

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Tree channel diameter ( µm)


10
9

0 phr
1 phr
5 phr
10 phr

8
7
6
5
4
3
inception

bridging

prior to breakdown


Figure 4. Comparison of Tree Channel Diameter Changes From Inception,
First Time of Bridging and Just Prior to Final Breakdown under
Various MgO Concentration.
The effect of MgO filler on the time to bridging and breakdown, time-lag to
breakdown and internal flashover rate are shown in Table 1 below.
Tabel 1
Filler Effect on Treeing Parameters
Tree Parameters
Time to bridging (min)
Time to breakdown (min.)
Time-lag to breakdown (min.)
Internal flashover rate (number/min.)

0 phr
3.84
5.27
0.78
58.11


1 phr
5.13
7.11
1.51
9.85

5 phr
8.15
10.32
2.23
6.88

10 phr
10.51
14.57
4.39
2.15

The time to bridging, time to breakdown and time-lag to breakdown increased
with increasing MgO concentration in LDPE.
The incorporation of nano-filler MgO tends to longer time-lag since the nano
particle would increase the electron affinities in the tree channel wall and finally
could significantly restrain the occurence of internal flashover during this period, as
illustrated in Figure. 5.

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At the first time of bridging

Counter
electrode

D=6 µm

Needle

MgO filler effect was higher

IFO
D=8 µm

Needle
IFO

D=10 µm

Needle

MgO filler effect was getting smaller
BD

Figure 5. Illustration of MgO filler effect on the Tree Channel Changes After
Bridging the Counter Eletrode.
At the low diameter (D = 6 m) the effect of filler would be significant in
restraining the internal flashover (IFO). If the occurence of internal flashover more
intense, the tree diameter will getting wider. And according to the simulated tree
channel, it is believed that, there was a maximum tree diameter above which the
effect of MgO would be diminished.In this case, time to treeing breakdown is
interpreted as a measure of the life time that an insulation material can withstand
under a certain electrical field until it breakdown. As time-lag to breakdown is
included in time to breakdown, the MgO nano-filler would suppress the tree
propagation and finally the life time of insulations.

CONCLUSIONS
Effect of MgO nano-filler mixture on the visual aspect of treeing breakdown
in LDPE based composite has been studied. The main results are summarized as
follow.
Even the tree had bridged the specimen; the breakdown was not immediately
to occur. There was time-lag between “bridging” and “final breakdown”. During the
time-lag, the tree channel were eroded by the occurence of internal flashover in it.
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The more nano-filler concentration, the longer times needed to make tree channel
diameter thicker enough for breakdown to occur. The time-lag to treeing breakdown
characteristics of LDPE could be significantly improved by adding a few percents of
nano size MgO filler, which is very beneficial for tree aging performance of polymer
nano-composite materials.

DAFTAR PUSTAKA
1.

T. Tanaka, G.C. Montanari and R. Mulhaupt : “Polymer Nanocomposites as
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2.

T. Tanaka, M. Kozako, N. Fuse and Y. Ohki : “Proposal of a Multi-core Model
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3.

Y. Murata, Y. Sekiguchi, Y. Inoue and M. Kanaoka : “Investigation of Electrical
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4.

Budenstein P.P. : IEEE Trans. Electr. Insul., EI-15, pp.225-240, 1980.

5.

L. A. Dissado and J. C. Fothergill : “Electrical Degradation and Breakdown in
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6.

N. Hozumi, H. Michiue, H. Nagae, Y. Muramoto and M. Nagao : “Time-lag
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(CEIDP), #7C-7, pp. 717-720, Victoria, Canada, 2000.

7.

R. Kurnianto, Y. Murakami, N. Hozumi, M. Nagao and Y. Murata : Proc. Of
CEIDP (06CH37829), pp.373-376, Kansas City, USA, 2006.

8.

R. Kurnianto, Y. Murakami, M. Nagao, N. Hozumi and Y. Murata : IEEJ Trans.
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