牵引网与架空供电线路交汇处电磁场的建模

N. Buyakova, A. Kryukov, Dmitry A. Seredkin
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引用次数: 1

摘要

牵引网络(TN) 25kv产生频率为50hz的较高电磁场(EMF),在1.8 m的标准化高度下,其强度通常不超过电气人员的允许规范。在铁路线路与高压架空供电线路相交的地方,会产生牵引网络与高压架空供电线路产生的磁场干扰。这可能导致电磁场强度的增加和空间结构的复杂性。本文介绍了一种确定交叉处产生的强度的方法,以及在25或2x25 kV的TS与220 kV架空电力线以90度角相交时的典型情况下进行的建模结果。计算产生的电动势强度的算法包括以下步骤:在相位坐标中计算TN和OPL模式,其结果确定所有导线的电位和电流;计算电动势强度的垂直和水平分量;考虑可能出现的椭圆极化,计算交点处的强度振幅值。模拟结果表明,25kv牵引网与220kv OPL交汇处的磁场强度幅值最大值可达83 A/m。电场的类似参数为5.4 kV/m。对于2x25kv的牵引网络,这些值分别减少到32a /m和4kv /m。本工作得到“应用基于相位坐标的数学建模方法和手段提高智能电网铁路供电系统电能质量和电磁安全”项目资助。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling of Electromagnetic Fields Occurring at Intersection of Traction Networks and Overhead Power Supply Lines
Traction networks (TN) 25 kV generate higher electromagnetic fields (EMF) with frequency 50 Hz, the strengths of which at a standardized height of 1.8 m, as a rule, do not exceed the permissible norms for electrical personnel. In places where railroads routes intersect with high voltage overhead power supply lines (OPL), the interference of fields, generated by the traction network and OPL, occurs. This can lead to an increase in strengths and a complication of the EMF spatial structures. The article presents a methodology for determining the strengths created at intersections, and modelling results performed for typical situations when a TS of 25 or 2x25 kV is intersected by an overhead power line of 220 kV at an angle of 90 degrees. The algorithm for calculating the resulting EMF strengths includes the following steps: calculation of TN and OPL modes in phase coordinates, the results of which determine the potentials and currents of all wires; the calculation of the vertical and horizontal components of the EMF strengths; calculation of amplitude values of strengths at the intersection point taking into account possible elliptical polarization. The modelling results show that the maxima of the amplitudes of the magnetic field strength at the points of intersection by the traction network of 25 kV and OPL of 220 kV reach 83 A/m. A similar parameter for the electric field equals to 5.4 kV/m. For a 2x25 kV traction network, these values are reduced to 32 A/m and 4 kV/m, respectively. This work was financially supported by the grant “Improving the quality of electric energy and electromagnetic safety in railway power supply systems equipped with Smart Grid devices by applying methods and means of mathematical modeling based on phase coordinates”.
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