• DocumentCode
    168071
  • Title

    Implementation of the attractive radius method for the estimation of the lightning protection zones for a 110 kV power substation

  • Author

    Dragos-Lucian, Machidon ; Istrate, Marcel

  • Author_Institution
    Power Eng. Dept., Gheorghe Asachi Tech. Univ., Iasi, Romania
  • fYear
    2014
  • fDate
    16-18 Oct. 2014
  • Firstpage
    989
  • Lastpage
    994
  • Abstract
    Lightning strokes are one of the most disturbing phenomena when it comes of worldwide power systems reliability. Rolling sphere method (RSM) is widely used for dimensioning the lightning rod protective system of power substations. Although very used, this methodology was developed on the base of the late ´60 electrogeometrical theory, which neglects some important parameters related to the lightning orientation process. With the development of the leader progression theory a new methodology for calculating the lightning protection zones emerged, known as the attractive radius method. In this paper this new methodology is used in order to estimate the lightning protection zones for a typical 110 kV power substation of Romanian´s national power grid. The obtained results are compared with those proposed by the rolling sphere method.
  • Keywords
    lightning protection; power grids; power system reliability; substation protection; Romanian national power grid; attractive radius method; electrogeometrical theory; lightning orientation process; lightning protection zones; lightning rod protective system; lightning strokes; power substation; power systems reliability; rolling sphere method; voltage 110 kV; Analytical models; Estimation; Lightning protection; Poles and towers; Substations; attractive radius; lightning; rolling sphere;
  • fLanguage
    English
  • Publisher
    ieee
  • Conference_Titel
    Electrical and Power Engineering (EPE), 2014 International Conference and Exposition on
  • Conference_Location
    Iasi
  • Type

    conf

  • DOI
    10.1109/ICEPE.2014.6970057
  • Filename
    6970057