다층 대지구조 모델을 적용한 접지전극 설계
- Author(s)
- 서길모
- Issued Date
- 2012
- Abstract
- ‘Electrical Grounding’ originally began as a safety measure used to help prevent people from accidentally coming in contact with electrical hazards. Grounding system refers to metallic wires of different geometrical structures, which are buried in the earth. This metallic wire is used for establishing and maintaining the potential of the earth, or approximately that potential, on the circuit or equipment connected to it.
The resistance to ground of vertical electrodes buried in the two deference soil structures has been analyzed for a length of electrodes and soil parameters. The equation of ground resistance of rod-type and line-type electrodes are Tagg’s equation for uniform soil models, and modified equation of Dwight equation for two-layer soil model.
In the time past, grounding system were designed to achieve ground resistance below a specified value. Current practice, however, dictates that such grounding systems are designed to control step, touch and mesh voltages within and around the electrical equipment, and limit both the extent of dangerous zones and the magnitudes of transferred potentials to remote sites.
A safe grounding system has the following objectives :
1) Ensure such a degree of human safety that a person working or standing in the vicinity of grounded equipments is not exposed to the danger of a critical electric shock. The touch and step voltages produced in a fault condition have to be at safe values. A safe value is one that will not produce enough current within a body to cause ventricular fibrillation.
2) Provide means to carry and dissipate electric currents into earth under normal and fault conditions without exceeding any operating and equipment limits or adversely affecting continuity of service.
3) Provide grounding for lightning surges and the over-voltages occurring from the switching of substation equipment, which reduces damage to equipment and cable.
4) Provide a low resistance for the protective relays to see and clear ground faults, which improves protective equipment performance, particularly at minimum fault.
This Paper describes significance of appropriate soil model to be considered while designing any grounding system in order to take into account the variation in characteristics of soil. Uniform soil model is hardly encountered in actual practice. In the past, grounding systems were designed to apply the uniform soil model. But, usually soil models have two or more horizontally and/or vertically stratified layers of different resistivity, former being more common. While the most accurate design and analysis of the grounding system should certainly be based on the actual variations of soil resistivity present at the electrical equipment site, it will rarely be economically justifiable or technically feasible to model all these variations. However, in most case, design and analysis of a ground electrode based on the equivalent two-layered soil model is sufficient for design and analysis of grounding system.
In this paper, proposed algorithm is the expressions of potential at any point due to a point source in multi-layered soil models can be obtained by image technique or solution of Laplace’s equations. Determination of potential from such expressions, therefore, forms significant part of computational effort in analysis and design of a grounding system in equivalent two-layer soil model.
Compared with results of simple equations are calculated resistance values of rod-type and line-type electrode in uniform and two-layer soil models. And the proposed method for calculating ground surface potential, touch and step voltage distribution of grounding system in the equivalent two-layered soil model has been presented.
- Alternative Title
- Grounding System Design Using Multi-Layered Soil Model
- Alternative Author(s)
- Seo, Gil-Mo
- Department
- 일반대학원 전력전자공학
- Advisor
- 조금배
- Awarded Date
- 2013-02
- Table Of Contents
- ABSTRACT
Ⅰ. 서 론 1
Ⅱ. 전기와 인체의 안전 5
A. 감전전류에 대한 안전한계 5
1. 쾌펜에 의한 안전기준 6
2. 미국(IEEE)의 안전전류 기준 8
3. Dalziel과 Biegelmeir의 결과 비교 9
4. 국제기술기준에 의한 안전전류기준 10
B. 접지와 인체의 위험전압 14
1. 대지전위 상승과 대지표면 전위 15
2. 접촉전압 16
3. 보폭전압 16
4. 메시 전압 17
C. 감전전류와 안전전압 18
1. 감전 전류와 안전 전류 18
2. 안전전압 19
Ⅲ. 대지구조 모델 21
A. 대지구조 모델링 21
1. 균질 토양의 대지저항률 21
2. 비균질 토양의 대지저항률 30
B. 대지 저항률의 측정 37
1. 4전극 배치법의 측정원리 37
2. Wenner의 4전극법 40
3. Schlumberger의 4전극법 41
4. Dipole-dipole 전극법 43
5. 간이측정법 44
C. 대지저항률 해석 46
1. 실험적 방법 47
2. 분석적 방법 49
3. 수치 해석적 방법 54
D. 등가 대지 저항률의 추정 56
1. 대지저항률의 등가모델링 56
2. 다층구조 토양모델의 등가 대지 저항률 56
Ⅳ. 접지전극의 접지저항 계산 59
A. 막대모양 전극의 접지저항 59
1. 단일층 대지구조에서의 접지저항 59
2. 2층 대지구조에서의 접지저항 60
3. 병렬 접지전극의 접지저항 62
B. 선모양 전극의 접지저항 64
1. 단일층 대지구조에서의 접지저항 64
2. 2층 대지구조에서의 접지저항 64
C. 띠모양 전극의 접지저항 66
D. 판모양 전극의 접지저항 67
E. 메시 전극의 접지저항 68
Ⅴ. 접지전극의 전위 해석 70
A. 다층 대지구조에서 점전원에 의한 전위 70
1. 상층부의 점전원 71
2. 하층부의 점전원 74
B. 원통형 도체에 의한 전위 75
C. 수평 직선도체 전극에 의한 전위 77
D. 임의 배치 전극에 의한 전위 79
Ⅵ. 시뮬레이션 결과 및 검토 81
A. 대지구조모델과 접지전극의 저항 계산 81
1. 봉형 접지전극 81
2. 지선형 접지전극 87
B. 메시형 접지전극 93
1. 전위분포 계산 알고리즘의 검증 93
2. 전위분포 계산 알고리즘에 의한 접지 해석 97
Ⅶ. 결 론 106
참 고 문 헌
- Degree
- Doctor
- Publisher
- 조선대학교 대학원
- Citation
- 서길모. (2012). 다층 대지구조 모델을 적용한 접지전극 설계.
- Type
- Dissertation
- URI
- https://oak.chosun.ac.kr/handle/2020.oak/9705
http://chosun.dcollection.net/common/orgView/200000263627
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