New Breakdown Calculation Method for Gas-insulated High Voltage Applications

Andreas Hopf, M. Rossner, F. Berger, A. Küchler
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引用次数: 1

Abstract

This contribution is focused on a new calculation method of the breakdown voltage i.e. the dielectric strength of gases in dependence of pressure, distance and arbitrary electrode and electric field arrangement, within the weakly inhomogeneous electric field. This breakdown voltage calculation is based on the well-known criterion according Townsend and Raether with the theory of charge carrier multiplication by impact ionization. The enhancement of these theories is the iterative calculation of the streamer propagation in gases with a superimposed electric field strength in addition to the background field. Furthermore, the model of the streamer gets enhanced by Paschen's gas parameter A to achieve a dependence on pressure. This new breakdown voltage calculation algorithm requires the distribution of the electric field along its critical breakdown path, e.g. from a FEM simulation. The algorithm is based on a huge database of breakdown measurements of SF6, synthetic air, N2, CO2 with a variation of pressure and sparking distance $({p}=\mathbf{0.1}\ldots \mathbf{2.6\ MPa},\ {d}=\mathbf{0.5}\ldots \mathbf{45\ mm})$ at AC and DC voltages up to 300 kV and LI voltages up to 750 kV. According to this new algorithm a mathematical term is extracted which combines the theories of Schwaiger and Paschen to simplify calculations when FEM field simulation is done. For this a new notion of the ignition field strength $\overline{E}_{\mathrm{i}}$ is introduced. This method improves and simplifies breakdown calculations in gases by reducing the time effort. A verification of this calculation methods was done by measurements in laboratory measurements up to 750 kV and 2.6 MPa.
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气体绝缘高压应用击穿计算新方法
这一贡献集中在一种新的计算击穿电压的方法上,即在弱非均匀电场中气体的介电强度与压力、距离和任意电极和电场排列有关。这种击穿电压的计算是基于著名的准则,根据汤森和Raether的电荷载流子倍增理论的冲击电离。对这些理论的改进是在背景场之外叠加电场强度的气体中对流光传播的迭代计算。此外,通过Paschen气体参数A对拖缆模型进行增强,实现对压力的依赖。这种新的击穿电压计算算法需要沿其关键击穿路径的电场分布,例如从有限元模拟中得到。该算法基于SF6,合成空气,N2, CO2在压力和火花距离变化下击穿测量的庞大数据库$({p}=\mathbf{0.1}\ldots \mathbf{2.6\ MPa},\ {d}=\mathbf{0.5}\ldots \mathbf{45\ mm})$,交流和直流电压高达300 kV, LI电压高达750 kV。该算法结合了Schwaiger和Paschen理论,提取了一个数学术语,简化了有限元现场模拟的计算。为此,引入了点火场强$\overline{E}_{\mathrm{i}}$的新概念。该方法通过减少时间和精力,改进和简化了气体击穿计算。通过实验室测量750kv和2.6 MPa,验证了该计算方法。
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