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基于4次线性微分方程的雷电冲击试验波形分析
作者姓名:Nobuaki Nishimura  Satoshi Matsumoto
作者单位:芝浦工业大学;
摘    要:当冲击试验电压高时,冲击试验电压的波形叠加过冲和振荡。这是由于冲击试验回路的残余电感、被试设备的大杂散电容或二者共同作用产生的。文章用4次微分方程式对振荡冲击试验的等值回路进行了分析,结果表明,波形可分为非振荡波头、振荡波头、非极性反转波尾、非振荡的极性反转波尾和振荡极性反转波尾5个部分。非振荡的极性反转波尾和振荡极性反转波尾的产生原理是不同的。波形的高频分量定义为振荡波形,非振荡波形是不含振荡波形成份的波形。文章的研究结果是后者的产生原因和等值电阻、等值电感的关系以及4次方程的根有关。文章给出了它们之间的关系。

关 键 词:雷电冲击电压试验  极性反转  振荡波  4次微分方程式  

Analysis of Lightning Impulse Waveforms Given by a Fourth-Order Linear Differential Equation
Nobuaki Nishimura,Satoshi Matsumoto.Analysis of Lightning Impulse Waveforms Given by a Fourth-Order Linear Differential Equation[J].Power System Technology,2009,33(15).
Authors:Nobuaki Nishimura  Satoshi Matsumoto
Affiliation:Shibaura Institute of Technology;Tokyo 1358548;Japan
Abstract:As the impulse test voltage increases, the waveform of the impulse test voltage is superposed on overshoot or oscillation. This is caused by residual inductance in the impulse test circuit and/or large stray capacitances in the test equipment. This paper describes an analysis of the equivalent circuit of the oscillating impulse test using a fourth linear differential equation. The analysis shows that the waveform is classified into three patterns: a nonoscillating impulse wave, a single-oscillating wave and...
Keywords:lightning impulse voltage test  polarity reversal  oscillating wave  fourth-order linear differential equation  
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