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Cedomir A. MALUCKOV, Sasa A. RANCEV, Miodrag K. RADOVIC. Applying the Different Statistical Tests in Analysis of Electrical Breakdown Mechanisms in Nitrogen Filled Gas Diode[J]. Plasma Science and Technology, 2016, 18(10): 978-986. DOI: 10.1088/1009-0630/18/10/03
Citation: Cedomir A. MALUCKOV, Sasa A. RANCEV, Miodrag K. RADOVIC. Applying the Different Statistical Tests in Analysis of Electrical Breakdown Mechanisms in Nitrogen Filled Gas Diode[J]. Plasma Science and Technology, 2016, 18(10): 978-986. DOI: 10.1088/1009-0630/18/10/03

Applying the Different Statistical Tests in Analysis of Electrical Breakdown Mechanisms in Nitrogen Filled Gas Diode

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  • Received Date: October 14, 2015
  • This paper presents the results of our investigations of breakdown mechanisms, as well as a description of their influence on the distributions of time delay distributions, for a gas tube filled with nitrogen at 4 mbar. The values of the time delay are measured for different voltages, and the values of the relaxation times and their distributions and probability plots are analyzed. The obtained density distributions have Gaussian distributions and exponential distributions for different values of relaxation times (Gaussian for small values and exponential for large values of relaxation time). It is shown that for middle values of relaxation time the delay distributions have a shape between Gaussian and exponential distributions, which is a result of the different influences of electrical breakdown.
  • 1 Morgan C G. 1987, Irradiation and Time lag, In:Electrical Breakdown of Gases; edited by Meek J M,Craggs J D, Wiley, New York 2 Llewellyn-Jones F. 1983, The Development of Theories of the Electrical Breakdown of Gases, In: Electrical Breakdown and Discharges in Gases, edited by Kunhardt E E, Luessen L H, Plenum Press, New York, p.1 3 Hodges R V, Varney R N, Riley J F. 1985, Phys. Rev.A, 31: 2610 4 Markovi′ c V Lj, Goci′ c S R, Radovi′ c M K. 1999, Eur.Phys. J. AP, 6: 303 5 Moreno J, Zambra M, Favre M. 2002, IEEE Trans.Plasma Sci., 30: 417 6 Maluckov ˇ C A, Karamarkovi′ c J P, Radovi′ c M K. 2008,“Statistical Analysis of the Electrical Breakdown Time Delay Distributions in Gas Tubes at Low Pressures”,in: Plasma Physics esearch Advance. edited by Sergei Gromov, Nova Science Publishers, p.3 7 Markovi′ c V Lj, Goci′ c S R, Stamenkovi′ c S N. 2009, J.Phys. D: Appl. Phys., 42: 015207 8 Maluckov ˇ C A, Karamarkovi′ c J P, Radovi′ c M K. 2003,IEEE Trans. Plasma Sci., 31: 1344 9 Maluckov ˇ C A, Karamarkovi′ c J P, Radovi′ c M K, et al.2004, Physics of Plasmas, 11: 5328 10 Maluckov ˇ C A, Karamarkovi′ c J P, Radovi′ c M K. 2005,Contrib. Plasma Phys., 45: 118 11 Maluckov ˇ C A, Karamarkovi′ c J P, Radovi′ c M K, et al.2006, IEEE Trans. Plasma Sci., 34: 2 12 Maluckov ˇ C A, Karamarkovi′ c J P, Radovi′ c M K, et al. 2006, Physics of Plasmas, 13: 083502 13 MaluckovˇC A, Radovi′ c M K, Ranˇ cev S A, et al. 2013,Romanian Reports in Physics, 65: 1373 14 MaluckovˇC A. 2014, Radiation Effects and Defects in Solids-Incorporating Plasma Science and Plasma Technology, 169: 828 15 MaluckovˇC A, Radovi′ c M K, Radivojevi′ c D D.2015, IEEE Transactions on Dielectrics and Electrical Insulation, 22: 752 16 Pejovi′ c M M, Pejovi′ c M M, Stankovi′ c K D. 2011, Jpn.J. Appl. Phys., 50: 086001 17 Todorovi′ c M, Vasovi′ c N D, Risti′ c G S. 2012, Meas.Sci. Technol., 23: 015901 18 Wackerly D D, Mendenhall W III, Scheaffer R L. 1996,Mathematical Statistics with pplications, Duxbury Press, Belmont 19 Radovi′ c M K, MaluckovˇC A. 2001, IEEE Trans.Plasma Sci., 29: 832 20 Pejovi′ c M M, Risti′ c G S, Karamarkovi′ c J P. 2002, J.Phys. D: Appl. Phys., 35: 91 21 Ivanovi′ c E N. 2014, Vacuum, 107: 62 22 Nei′ c N T, Pejovi′ c M M, Pejovi′ c M M, et al. 2011, J.Phys. D: Appl. Phys., 44: 095203. 23 Pejovi′ c M M, Ivanovi′ c E N, Pejovi′ c M M. 2004, J.Phys. D: Appl. Phys., 37: 200 24 von Engel A. 1965, Ionized Gases. Claredon, Oxford
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