The study of transient processes in discretely adjustable setting reactive power compensation

L. German, A. Serebryakov, V. Osokin
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引用次数: 1

Abstract

The results of the analysis of transients in a two-stage installation of transverse capacitive compensation of reactive power 3 and 6 MVAr in the AC traction network with a voltage of 25 kV are presented. The first stage of compensation 3 MVAr ($\mathbf{C}=12\ \boldsymbol{\mu} \mathbf{f}$) is the subsequent inclusion of two CL sections and the second stage 6 MVAr ($\mathbf{C}=24\ \boldsymbol{\mu} \mathbf{f}$) is the inclusion of only one CL section. The first stage is activated at low loads to reduce power losses, and the second stage – when driving heavy trains to increase the voltage in the traction network. The analysis of transients is carried out in the integrated MATHCAD package by solving nonlinear differential equations in the form of Cauchy by the fourth-order Runge-Kutta method with a constant integration step. The values of current and voltage surges during shunting of the damping resistor and one CL section at different times are determined. Recommendations on the choice of the moments of switching on and off of fast-acting switching devices to reduce the current and voltage surges on capacitors are given.
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离散可调整定无功补偿中的暂态过程研究
本文介绍了25 kV交流牵引网络中3、6 MVAr横向容性补偿两级装置的暂态分析结果。补偿3 MVAr的第一阶段($\mathbf{C}=12\ \boldsymbol{\mu} \mathbf{f}$)是随后包含两个CL节,第二阶段6 MVAr ($\mathbf{C}=24\ \boldsymbol{\mu} \mathbf{f}$)是只包含一个CL节。第一阶段在低负荷时启动,以减少电力损耗,第二阶段在驱动重型列车时启动,以增加牵引网络中的电压。在集成的MATHCAD软件包中,利用四阶常积分步长龙格-库塔法求解柯西形式的非线性微分方程,进行了瞬态分析。确定了阻尼电阻并联过程中不同时刻的电流浪涌值和电压浪涌值。对速动开关器件的通断时刻的选择提出了建议,以减少电容器上的电流和电压浪涌。
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