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International Journal on Electrical Engineering and Informatics - Volume 10, Number 2, June 2018
Modern Electrical Insulations for Power Cables Using
Multi-nanoparticles Technique
Ahmed Thabet1, Nourhan Salem1 and Essam E. M. Mohamed2
1Nanotechnology Research Center, Department of Electrical Engineering,
Faculty of Energy Engineering, Aswan University Egypt 2Department of Electrical Engineering, Faculty of Engineering, South Valley University, Egypt
[email protected], [email protected], [email protected]
Abstract: This paper presents an investigation on the enhancement of electrical insulations of
power cables materials using a new multi-nanoparticles technique. It has been studied the
effect of adding specified types and concentrations of nanoparticles to polymeric materials
such as XLPE for controlling on electric and dielectric performance. Prediction of effective
dielectric constant has been done for the new nanocomposites based on Interphase Power
Law (IPL) model. The multi-nanoparticles technique has been succeeded for enhancing
electric and dielectric performance of power cables insulation compared with adding
individual nanoparticles. Finally, it has been investigated on electric field distribution in the
new proposed modern insulations for three-phase core belted power cables.
Keywords: Nanoparticles, nanocomposites, effective dielectric constant, interphase,
electrostatic field.
1. Introduction
Nanotechnology science reinforced properties of tradition industrial polymers such as
optical, electrical and dielectric properties. The improvements in dielectric properties of
polymeric nanocomposites have enhanced insulation power cables and general/industrial
applications. Among many high technological manufacture products, polymer nanocomposites
are one of vital technologies in engineering science for exhibiting superior properties. Several
approaches are used to modify properties of polymeric nanocomposites different industries
applications [1, 2]. Cross-linked polyethylene (XLPE) has been created by thermochemical
action; the benefit of cross-linking is to inhibit the movement of molecules with respect to each
other for enhancing stability at various temperatures compared with the thermoplastic materials.
This action permits higher operating temperatures and current rating than polyvinyl chloride.
Nanotechnology science gives polymer matrix a reduction in the values of effective permittivity
as nanocomposites materials [3-10]. Nowadays, electric and dielectric properties of power
cables insulation materials can be controlled using nanotechnology techniques under various
thermal conditions [11-21]. This paper explains novel industrial materials with enhanced
dielectric characteristics of new multi-nanocomposites industrial materials by Interphase Power
Law (IPL) model. The proposed model takes into account interactions between the components
of multi-nanocomposites system in the form of interphase regions. The dielectric characteristics
of the interphase region have been explored on new industrial materials based on individual and
multi-nanocomposites. Also, this paper discusses the electrostatic field distribution in the new
modern dielectric insulations of three-core belted power cables based on charge simulation
method (CSM). Also, this research success for specifying optimal arrangements of variant types
of multi-nanoparticles for enhancing polymeric power cables insulations.
2. Recent Followed Models
A. Multiple Nanocomposite Insulation Materials Technique
Maxwell-Garnett dilute concentration solution for the dielectric constant has been explained
Received: August 19th, 2017. Accepted: June 23rd, 2018
DOI: 10.15676/ijeei.2018.10.2.6
271
For an inhomogeneous interphase region surrounding each inclusion. Power law relationships
used in dielectric modeling of composite systems [22-24]. The determination of the interphase
thickness for individual polymeric nanocomposites is further described in detail in [25-28];
whatever, the interphase region of new polymeric multi-nanocomposites has been illustrated in
Figure.1. In multi-nanoparticles technique, reduction in the effective interphase volume fraction
has been considered many times from nearby of multi-nanoparticles together and the overlap of
interphase regions surrounding each nanoparticle. Approximations have been developed to
estimate the overlap of such particles using analytical solutions to percolation models [29, 30].
Figure 1. Interphase region surrounding the filler particles in multi-nanocomposites system
B. Electric Field Distribution in Three-Phase Core Belted Power Cables
The distribution of the electric field in a three-core cable is very important for the proper
design and the safe operation of power cables. Theoretical model has been detected maximum
high voltage stresses for new insulated three core pelted power cables. In case of using individual
or multiple nanoparticles techniques inside polymer matrix, power law relationships used in
dielectric modeling of composite systems; the composite system have three components (matrix,
interphase region and nanoparticles). There are various techniques have been done to make the
calculations of the electric field in the three-core belted power cables for determining the stress
in cables [31-36]. This paper applied the calculations of the electric field in three-core belted
cables by using the best charge simulation technique which uses less number of charges and
gives small errors and high degree of accuracy achieved [36]. The electrostatic field distribution
in insulation material has been studied within various solid insulation nanocomposites and multi-
nanocomposites around cable conductor whenever, the eight points which shown in Figure 2
Figure 2. Cable configuration its coordinate axis
Interphase
r+∆r
r
T
t
d
Circles of
line
charge
Y
X
Rs
R
Rc S Circles
of
8 7
6
5
4 3 2 1
Ahmed Thabet, et al.
272
can be located within the thickness of solid insulation materials. The values of the charges can
be obtained as follows:
[𝑃]𝑚×𝑛[𝑄] = [𝑉]𝑛 (1)
Where, [P] is the potential coefficient matrix, [Q] is the column vector of values of the unknown
charges, [V] is the potential of the boundary points, and n is the number of simulating charges.
It is assumed that the potential and field don’t vary in z-direction and therefore, the infinite
line charges are used for simulation. It can be estimated the electrostatic field at any point (xk,
yk) within solid insulation materials (pure, or nanocomposites, or multi-nanocomposites) and
around the cable conductor as follows:
=
−
=
TN
iijD
ixkx
o
iqxE
12
.~2
(2)
=
−
=
TN
iijD
iyky
o
iqyE
12
.~2
(3)
Where, qi is the charges which stated in conductors and its images
3. Suggested Nano-materials
Clay nanoparticles are used to reduce the density of product [37]. Aluminum Oxide is strong
high heat-resistance, very stable, high hardness, high mechanical strength, and electrical
insulator. Zinc Oxide (ZnO) is used in paints, coatings, cross linker of rubber and sealants,
Magnesium Oxide has high thermal conductivity and low electrical conductivity, whatever,
Barium titanate is a dielectric ceramic used for capacitors. Cross-linked polyethylene (XLPE) is
the most industrial common form of polymeric insulation for fabrication power cables
insulations [39, 40]. Table 1 depicts details numerical analysis for original and new polymeric
nanocomposites materials.
Table 1. Physical Properties Of Nanocomposites & Multi-Nanocomposites
Nanoparticles
ɛr
Nanocomposites Multi-Nanocomposites
Base
Matrix ɛr Base Matrix ɛr
Clay 2.0
XLPE 2.4
Clay/XLPE
Silica/
XLPE ZnO/ XLPE
SiO2/ XLPE
MgO/ XLPE
TiO2/ XLPE
Al2O3/ XLPE
1.6983
1.2095
1.4233 3.6549
4.0061
4.8920
9.2976
Silica 2.5
ZnO 1.7
SiO2 4.5
MgO 9
TiO2 10
Al2O3 9.5
4. Results and Discussion
This paper discusses the effect of multi-nanoparticles on industrial materials. The effective
dielectric constant of the composite system is discussed in current work with multi-nanoparticles,
and power cables insulations such as XLPE.
A. Effect of individual and multi-nanoparticles technique on dielectric constant of cross linked
polyethylene (XLPE)
As shown in Figure’s (3-5) that show the behavior of effective dielectric constant of
XLPE nanocomposites with various volume fractions of nanoparticles. It is obvious that clay,
ZnO and silica nanoparticles reduce the dielectric constant of XLPE insulation materials,
whatever, TiO2, and Alumina nanoparticles increases dielectric constant property of XLPE
Modern Electrical Insulations for Power Cables Using
273
insulation materials. Using multi-nanoparticle technique can be changing the arrangement of
nanoparticles; hence, controlling of dielectric insulation is more easy and efficient as shown
graphically.
Figure 3. Effect of ZnO, Silica and Alumina on effective dielectric constant of XLPE
Figure 4. Effect of ZnO, SiO2 and TiO2 on effective dielectric constant of XLPE
0
5
10
15
20
25
30
35
0 0.2 0.4 0.6 0.8 1
Eff
ecti
ve
Die
lect
ric
Con
stan
t
Volume Fraction
XLPE + ZnO XLPE + Al2O3
XLPE + Silica (XLPE + ZnO) + Al2O3
(XLPE + ZnO) + Silica (XLPE + Al2O3) + ZnO
(XLPE + Al2O3) + Silica (XLPE + Silica) + ZnO
(XLPE + Silica) + Al2O3
0
3
6
9
12
15
0 0.2 0.4 0.6 0.8 1
Eff
ecti
ve
Die
lect
ric
Co
nst
ant
Volume Fraction
XLPE + ZnO XLPE + SiO2
XLPE + TiO2 (XLPE + ZnO) + SiO2
(XLPE + ZnO) + TiO2 (XLPE + SiO2) + ZnO
(XLPE + SiO2) + TiO2 (XLPE + TiO2) + ZnO
(XLPE + TiO2) + SiO2
Ahmed Thabet, et al.
274
Figure 5. Effect of MgO, Silica and TiO2 on effective dielectric constant of XLPE
B. Electric field distribution in new modern insulations of three-phase core belted power cables
Figure (6, 7) show the effects of nanoparticles and multiple nanoparticles for changing
electrostatic field distribution around cores of three-phase core belted power cables. It is obvious
that MgO and SiO2 nanoparticles increases the electric field distribution whatever, TiO2
nanoparticles decreases the electric field distribution. Arrangement of nanoparticles inside multi-
nanocomposites is more efficient procedure for controlling in the electric field distribution in
insulation of power cables.
Figure 6. Effect of MgO, SiO2 and TiO2 on electric field distribution in
Three-phase core belted power cables
0
3
6
9
12
15
0 0.2 0.4 0.6 0.8 1
Eff
ecti
ve
Die
lect
ric
Co
nst
ant
Volume Fraction
XLPE + MgO XLPE + Silica
XLPE + TiO2 (XLPE + MgO) + Silica
(XLPE + MgO) + TiO2 (XLPE + Silica) + MgO
(XLPE+ Silica) + TiO2 (XLPE + TiO2) + MgO
(XLPE + TiO2) + Silica
0
0.2
0.4
0.6
0.8
1
1.2
0 60 120 180 240 300 360
Ele
ctro
stat
ic f
ield
dis
trib
uti
on
Theta
XLPE + MgO XLPE + SiO2
XLPE + TiO2 (XLPE + MgO) + TiO2
(XLPE + SiO2) + MgO (XLPE + SiO2) + TiO2
(XLPE + TiO2) + MgO
Modern Electrical Insulations for Power Cables Using
275
Figure 7. Effect of TiO2, SiO2 and Al2O3 on electric field distribution in
Three-phase core belted power cables
5. Trends of Polymeric Multi-nanocomposites
Multi-nanoparticles technique has been investigated the best new trends for enhancing the
effective dielectric constant with respect to using individual nanoparticles; therefore, the new
nanocomposites should be having multi- nanoparticles for enhancing the effective dielectric
constant of base matrix dielectric material. Arrangement and concentrations of nanoparticles in
polymeric base matrix are controlling in dielectric characterization. The proposed study on
electric field distribution in the new modern insulations of three-phase core belted power cables
shows that multi-nanoparticles technique is more efficient for controlling on electric field
distribution in insulation of three-core belted power cables.
6. Conclusions
• Individual nanoparticles like, Clay, ZnO, and Silica are interested in decreasing the effective
dielectric constant of polymeric insulation. Whatever, SiO2, MgO, TiO2, and Alumina have
interested in increasing dielectric characterization. The use of multiple nanoparticles is more
efficient for controlling both dielectric properties and physical properties of power cables
materials.
• Electric field distribution inside insulation materials of three core belted power cables has
been enhanced by using individual and is controlled by using multi-nanoparticles technique.
• The arrangement position of nanoparticles (Clay, ZnO, Silica, SiO2, and TiO2) inside host
matrix is an efficient parameter for controlling in the effective dielectric constant of multi-
nanocomposites.
7. Acknowledgements
The present work was supported by Nanotechnology Research Center at Aswan University
that is established by aided the Science and Technology Development Fund (STDF), Egypt,
Grant No: Project ID 505, 2009-2011.
0
0.2
0.4
0.6
0.8
1
1.2
0 60 120 180 240 300 360
Ele
ctro
stat
ic f
ield
dis
trib
uti
on
Theta
XLPE + SiO2 XLPE + Al2O3
XLPE + TiO2 (XLPE + SiO2) + Al2O3
(XLPE + SiO2) + TiO2 (XLPE + Al2O3) + TiO2
(XLPE + TiO2) + Al2O3
Ahmed Thabet, et al.
276
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Ahmed Thabet was born in Aswan, Egypt in 1974. He received the BSc (FEE)
Electrical Engineering degree in 1997 and an MSc (FEE) Electrical
Engineering degree in 2002 both from Faculty of Energy Engineering, Aswan,
Egypt. PhD degree had been received in Electrical Engineering in 2006 from
El-Minia University, Minia, Egypt. He joined with an Electrical Power
Engineering Group of Faculty of Energy Engineering in Aswan University as
a Demonstrator at July 1999, until; he held Full Professor Position at October
2017 up to date. His research interests lie in the areas of analysis and developing
electrical engineering models and applications, investigating novel nanotechnology materials via
addition nano-scale particles and additives for using industrial branch, electromagnetic materials,
electroluminescence and the relationship with electrical and thermal ageing of industrial
polymers. Many of mobility’s have investigated for supporting his research experience in UK,
Finland, Italy, and USA …etc. On 2009, he had been a Principle Investigator of a funded project
from the Science and Technology development Fund “STDF” for developing industrial materials
of ac and dc applications of nanotechnology techniques. He has been established first
Nanotechnology Research Center in the Upper Egypt.
Nourhan Salem was born in Aswan, Egypt and received the BSc degree in electrical engineering
from Faculty of Energy Engineering, Aswan University, Egypt. She is MSc student in Electrical
Engineering from Faculty of Energy Engineering, Aswan University, Egypt, in 2014.
Essam E. M. Mohamed was born in Qena, Egypt, in 1974. He received the
BSc and MSc degrees in electrical power and machines engineering from
Faculty of Energy Engineering, Aswan University, Aswan, Egypt, in 1997 and
2003 respectively. He received the PhD degree in electrical engineering from
the University of Sheffield, Sheffield, United Kingdom in 2011. In 1999, he
joined the Department of Electrical Engineering, Faculty of Energy
Engineering, Aswan University, as a Demonstrator, as a Lecturer Assistant in
2003, and as a Lecturer in 2011. Since 2013, he has been with the Department
of Electrical Engineering, Faculty of Engineering, South Valley University, Qena, Egypt. His
current research interests include power electronics, electrical machines design and control,
electric drives, multi-phase electrical machines, multilevel inverters and renewable energy
systems. Dr. Mohamed is a member of IEEE and founder and manager of the South Valley
University IEEE student branch.
Modern Electrical Insulations for Power Cables Using
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