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Earthing Systems – Fundamentals of Calculation and

接地与电磁兼容 - 接地系统计算与设计基础

Earthing Systems – Fundamentals of Calculation and Design

Earthing Systems - Fundamentals of Calculation and Design

版本年份 2003 文件语言 英语 全文 6 页 格式 PDF
Earthing Systems – Fundamentals of Calculation and 接地与电磁兼容 - 接地系统计算与设计基础封面

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STANDARD INFORMATION
标准编号
Earthing Systems – Fundamentals of Calculation and
所属分类
其他国外标准与工程资料
发布机构
Copper Development Association
版本年份
2003
文件语言
英语
文件格式
PDF
文件页数
6 页
文件大小
322.41 KB

中文名称为参考译名,文件语言以原文为准。

· 更新:

标准简介

OVERVIEW

中文简介

该文档是Leonardo电力质量倡议(LPQI)的一部分,由Copper Development Association发布。它详细阐述了接地系统在建筑安装中的设计原则,重点包括接地电极的计算、土壤电阻率的特性及其对接地电阻的影响。内容涵盖了防雷保护、人身安全(接触电压和跨步电压)、电磁兼容性(EMC)以及电网正常运行所需的接地要求。

English summary

This document, part of the Leonardo Power Quality Initiative (LPQI) and published by the Copper Development Association, outlines the fundamental principles for calculating and designing earthing systems in building installations. It focuses on the design of ground electrodes, the electrical properties of the ground (specifically earth resistivity), and their impact on earthing resistance. The guide addresses requirements for lightning protection, human safety (limiting touch and step voltages), electromagnetic compatibility (EMC), and the correct operation of electricity supply networks.

以上为根据文件整理的内容简介。

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Earthing Systems - Fundamentals of Calculation and Design

dependence of the soil humidity on the earth resistivity. For Europe, this dependence has an approximate sine form, where the maximum value of earthing resistance occurs in February and the minimum value in August. The average value occurs in May and November. The amplitude in February is approximately 30% larger than average, while in August it is about 30% smaller than the average [4].

It must be remembered that the effect of freezing is similar to that of drying – the resistivity increases significantly.

For these reasons the calculations of earth resistance and the planning of electrodes can be performed up to a limited level of accuracy.

Electrical properties of the earthing system

The electrical properties of earthing depend essentially on two parameters:

  • earthing resistance
  • configuration of the earth electrode.

Earthing resistance determines the relation between earth voltage VE and the earth current value. The configuration of the earth electrode determines the potential distribution on the earth surface, which occurs as a result of current flow in the earth. The potential distribution on the earth surface is an important consideration in assessing the degree of protection against electric shock because it determines the touch and step potentials. These questions are discussed briefly below.

The earthing resistance has two components:

  • dissipation resistance RD, which is the resistance of the earth between the earth electrode and the reference earth
  • resistance RL of the metal parts of the earth electrode and of the earthing conductor.

The resistance RL is usually much smaller than the dissipation resistance RD. Thus, usually the earthing resistance is estimated to be equal to the dissipation resistance RD. In the literature, ‘earthing resistance’ usually refers to the dissipation resistance.

Any earth connection made available by the supplier appears in parallel with the locally provided earth and may well be expected to have a lower impedance at fundamental and harmonic frequencies. However, the availability and characteristics of this path are beyond the designer’s control and hence should not be considered in the design of the earthing system which should be adequate for the required purpose in its own right.

Earthing resistance and potential distribution

In AC circuits one must consider essentially the impedance of an earthing ZE, which is the impedance between the earthing system and the reference earth at a given operating frequency. The reactance of the earthing system is the reactance of the earthing conductor and of metal parts of the earth electrode. At low frequencies - the supply frequency and associated harmonics - reactance is usually negligible in comparison to earthing resistance, but must be taken into account for high frequencies such as lightning transients. Thus, for low frequencies, it is assumed that the earthing impedance ZE is equal the dissipation resistance RD, which is in turn assumed to be approximately equal to the earthing resistance, R:

ZE ≈ RD ≈ R (1)

The earthing resistance R of an earth electrode depends on the earth resistivity ρ as well as the electrode geometry. In order to achieve low values of R the current density flowing from the electrode metal to earth should be low, i.e. the volume of earth through which the current flows is as large as possible. Once the current flows from metal to earth it spreads out, reducing current density. If the electrode is physically small, e.g. a point, this effect is large, but is very much reduced for a plate where spreading is only effective at the edges. This means that rod, pipe, or wire electrodes have a much lower dissipation resistance than,

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