Abstract
The influence of nanoparticles and homocharges on the propagation of electrical treeing in polymer insulation is examined for a needle-plane electrode arrangement. A simulation is carried out using a model based on Cellular Automata (CA). A DC voltage application on the needle electrode is assumed. Nanoparticles are introduced in the polymer matrix in the vicinity of the needle electrode, and simulations with different homocharge densities are performed. It is confirmed that the propagation of electrical trees is hindered by the presence of nanoparticles and homocharges. A larger quantity of homocharges forms a barrier to the injection of charge carriers in the nanocomposite sample. Electrical trees seem to go around and/or stop at nanoparticles and thus, their propagation becomes more difficult. In other words, the proposed simulations show that electrical trees follow a tortuous path, avoiding the nanoparticles.
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Roy M, Nelson JK, MacCrone RK, Schadler LS (2007) Candidate mechanism controlling the electrical characteristics of silica/XLPE. J Mater Sci 42: 3789–3799
Jinmei Z, Junguo G, Jiayin L, Quanquan J, Mingyan Z, Xiaohong Z (2008) Studies on electrical tree and partial discharge properties of PE/MMT nanocomposites. In: Proceedings of international symposium on electrical insulating materials. Yokkaichi, pp 311–314
Dongling M, Hugener TA, Siegel RW, Christerson A, Mårtensson E, Onneby C, Schadler LS (2005) Influence of nanoparticle surface modification on the electrical behaviour of polyethylene nanocomposites. J. Nanotechnol 16(6): 724–731
Fothergill JC, Nelson JK, Fu M (2004) Dielectric properties of epoxy nanocomposites containing TiOz, AbO3 and ZnO fillers. In: Proceedings of annual report conference on electrical insulation and dielectric phenomena. Boulder, pp 406–409
Hajiyiannis A, Chen G, Zhang C, Stevens G (2008) Space charge formation in epoxy resin including various nanofillers. In: Proceedings annual report conference on electrical insulation dielectric phenomena. Quebec, pp 714–717
Kikuma T, Fuse N, Tanaka T, Murata Y, Ohki Y (2006) Dielectric properties of low-density polyethylene/MgO nanocomposites. In: Proceedings of 8th international conference on properties and applications of dielectric materials. Bali, pp 323–326
Masuda S, Okuzumi S, Kurniant R, Murakami Y, Nagao M, Murata Y, Sekiguchi Y (2007) DC conduction and electrical breakdown of MgO/LDPE nanocomposite. In: Proceedings of annual report conference on electrical insulation and dielectric phenomena. Vancouver, pp 290–293
Dissado LA, Fothergill JC (1992) Electrical degradation and breakdown in polymers. In: Stevens GC (ed) The Institution of Engineering and Technology, London
Alapati S, Thomas MJ (2008) Electrical treeing in polymer nanocomposites. In: Proceedings of 15th conference on national power systems. Bombay, pp 351–355
Danikas MG, Tanaka T (2009) Nanocomposites: a review of electrical treeing and breakdown. IEEE Electr Insulation Mag 25(4): 19–25
Tanaka T, Matsunawa A, Ohki Y, Kozako M, Kohtoh M, Okabe S (2006) Treeing phenomena in epoxy/alumina nanocomposite and interpretation by a multi-core model. IEEJ Trans on Fundam Mater 126(11): 1128–1135
Gustavino F, Coletti G, Dardano A, Montanari GC, Deorsola F, Di Lorenzo Del Casale M (2005) Electrical treeing in EVA-layered silicate nanocomposites. In: Proceedings of annual report conference on electrical insulation and dielectric phenomena. Nashville, pp 519–522
Imai T, Sawa F, Ozaki T, Shimizu T, Kido R, Kozako M, Tanaka T (2006) Influence of temperature on mechanical and insulation properties of epoxy-layered silicate nanocomposite. IEEE Trans Dielectr Electr Insulation 13(1): 445–452
Tanaka T, Yokoyama K, Ohki Y, Murata Y, Sekiguchi Y, Goshowaki M (2008) High field light emission in LDPE/MgO nanocomposite. In: Proceedings of international symposium on electrical insulating materials. Yokkaichi, pp 506–509
Singha S, Thomas MJ (2009) Influence of filler loading on dielectric properties of epoxy-ZnO nanocomposites. IEEE Trans Dielectr Electr Insulation 16(2): 531–542
Tanaka T, Ohki Y, Ochi M, Harada M, Imai T (2008) Enhanced partial discharge resistance of epoxy/clay nanocompsoite prepared by newly developed organic modification and solubilization methods. IEEE Trans Dielectr Electr Insulation 15(1): 81–89
Singha S, Thomas MJ (2008) Dielectric properties of epoxy nanocomposites. IEEE Trans Dielectr Electr Insulation 15(1): 12–23
Vardakis GE, Danikas MG (2005) Simulation of electrical tree propagation using cellular automata: the case of conducting particle included in a dielectric in point-plane electrode arrangement. J. Electrost 63(2): 129–142
Karafyllidis I, Danikas MG, Thanailakis A, Bruning A (1998) Simulation of electrical tree growth in solid insulating materials. Archiv f Elektr 81: 183–192
Vardakis G, Danikas MG, Karafyllidis I (2002) Simulation of space-charge effects in electrical tree propagation using cellular automata. Mater Lett 56(4): 404–409
Vardakis GE, Danikas MG (2004) Simulation of electrical tree propagation in a solid insulating material containing spherical insulating particle of a different permittivity with the aid of cellular automata. Facta Univ (NIS) Ser Elec Energ 17: 377–389
Vardakis GE, Danikas MG (2002) Simulation of tree propagation in polyethylene including air void by using cellular automata: the effect of space charges. Archiv f Elektr 84: 211–216
Von Neumann J (1966) Theory of self-reproducing automata. In: Burks AW (ed) University of Illinois, Urnana and London
Gerhard M, Schuster H, Tyson JJ (1990) A cellular automaton model of excitable media. Phys D Nonlinear Phenom 46(3): 392–415
Gerhard M, Schuster H (1989) A cellular automaton describing the formation of spatially ordered structures in chemical systems. Phys D Nonlinear Phenom 36(3): 209–221
Gutowitz H (1991) Cellular automata: theory and experiment. Gutowitz H (ed) MIT/North-Holland
Kier LB, Seybold PG, Cheng C (2005) Modelling chemical systems using cellular automata. Springer, The Netherlands
Kreuger FH (1991) Industrial high voltage: electric fields, dielectrics, constructions. Delft University Press, Delft
Zahn M (1987) Electromagnetic field theory: a problem solving approach. Krieger Publishing Company, Malabar
Cox BJ, Thamwattana N, Hill JM (2006) Electric field-induced force between two identical uncharged spheres. Appl Phys Lett 88:152903
Chen G, Zhang C, Stevens G (2007) Space charge in LLDPE loaded with nanoparticles. In: Proceedings of annual report conference on electrical insulation and dielectric phenomena. Vancouver, pp 275–278
Smith RC, Liang C, Landry M, Nelson JK, Schadler LS (2008) The mechanisms leading to the useful electrical properties of polymer nanodielectrics. IEEE Trans Dielectr Electr Insulation 15(1): 187–196
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Pitsa, D., Danikas, M.G., Vardakis, G.E. et al. Influence of homocharges and nanoparticles in electrical tree propagation under DC voltage application. Electr Eng 94, 81–88 (2012). https://doi.org/10.1007/s00202-011-0222-6
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DOI: https://doi.org/10.1007/s00202-011-0222-6