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On the static behaviour of dielectric barrier discharges in uniform electric fields

机译:关于均匀电场中电介质势垒放电的静态行为

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This paper is aimed at calculating the electric field in a parallel-plate electrode system with one of the plates covered with a dielectric layer. With deposition of charge on the dielectric surface, the field in the gas gap is reduced with a subsequent shrinking of the discharge activity in the gap. The charge deposition on the dielectric surface proceeds to the maximum possible value when the normal component of the surface field vanishes. Not only the normal field component but also the field in all the gap vanishes at the maximum possible charge on the dielectric surface with a subsequent suppression of the gap micro-discharges. An accurate method of charge simulation was used for field calculation irrespective of the thickness of the dielectric layer and the value of the charge deposited on the dielectric surface. The threshold and suppression voltages of the gap micro-discharges are calculated based on a criterion for self-sustained discharge-activity in the gap. The calculated voltages are compared with those estimated before and those measured for different gap lengths. [References: 16]
机译:本文旨在计算平行板电极系统中的电场,其中一块板覆盖有介电层。随着电荷在电介质表面上的沉积,气隙中的电场减小,随后间隙中的放电活性减小。当表面场的法向分量消失时,电介质表面上的电荷沉积将达到最大可能值。在电介质表面上的最大可能电荷下,不仅法向场分量而且所有间隙中的电场都消失了,随后抑制了间隙微放电。不论介电层的厚度和沉积在介电表面上的电荷值如何,均使用精确的电荷模拟方法进行场计算。间隙微放电的阈值电压和抑制电压基于间隙中自我维持的放电活性的标准来计算。将计算出的电压与之前估算的电压进行比较,并针对不同的间隙长度测量电压。 [参考:16]

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