간단한 수학적 기법을 이용한 얇은 도체로 이루어진 2차원 도체망 주위의 정전위 분석

Electrostatic Potential Analysis Around Two Dimensional Thin Crossed Conducting Meshes Using Simple Mathematical Methods

초록

It is In general, the conducting meshes are used to shield electric field and to make the potential around them nearly constant. Because of their lots of availability, the conducting meshes are used prevalently in the diverse industry(ex. nuclear engineering, high-voltage engineering, and etc.). In this paper, we derive the analytical voltage related equation about the repetitive periodic conductors using Laplace equation. At first, we derive the mathematical equation about the repetitive periodic conductors and expand this equation into two dimensional thin crossed conducting meshes by Laplace equation and delta function. Finally, we compare the induced results with the commercial numerical analysis program based results and express the validity of the analytical methods.

키워드

Laplace equationDelta functionConducting Mesh
제목
간단한 수학적 기법을 이용한 얇은 도체로 이루어진 2차원 도체망 주위의 정전위 분석
제목 (타언어)
Electrostatic Potential Analysis Around Two Dimensional Thin Crossed Conducting Meshes Using Simple Mathematical Methods
저자
한인수
DOI
10.5370/KIEE.2024.73.6.968
발행일
2024-06
저널명
전기학회논문지
73
6
페이지
968 ~ 972