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An Algebraic Function Control on the Optimal Spaced Grounding Conductor

최적 접지도체간격에 관한 대수함수제어

  • Published : 2006.06.30

Abstract

No matter how the equally spaced grounding grid is designed there are many problem. The best-fitted design for unequally spaced grounding grid is a part that must be considered. This paper Suggest a new way of calculation for grounding grid space of ground conductor by an algebraic function control(The first-order function, Root function, Polynomial function etc.) and on the optimal spaced grounding conductor that make the under 2[%] between maximum potential and minimum potential.

비등간격 접지Grid의 설계는 등간격 접지Grid의 설계의 문제점을 극복할 수 있으나 최근까지 국내에서는 적절한 비등간격 접지Grid의 설계방법이나 비등간격 접지Grid 간격결정 방법은 논의되고 있지 않다. 따라서 본 논문에서는 일차함수, 루트함수, 다항함수인 대수함수제어를 통한 비등간격 접지Grid의 수식을 유도하고 최대 Mesh전위와 최소Mesh 전위의 전위차가 2[%] 이내가 되도록 최적의 간격비율을 제시한다.

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Cited by

  1. Mesh Grounding Design Based on the Study of Dangerous Voltage on Limited Sites vol.25, pp.11, 2011, https://doi.org/10.5207/JIEIE.2011.25.11.091