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Generalization of scaling laws for gas breakdown to account for pressure

机译:气体崩溃缩放规律的概括,以占压力

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Summary form only given. The increasing importance of electronics miniaturization has motivated research into the behavior of breakdown voltage for microscale and nanoscale gaps1-4; however, the traditional Paschen's law for predicting gas breakdown fails for smaller gaps1. Recent studies have developed analytic and numerical approaches to predict these deviations at atmospheric pressure1,2; however, the analytic expressions2 are only valid at atmospheric pressure and cannot be used to predict or explain recent breakdown studies at sub-atmospheric pressures down to vacuum3,4 or deviations from Paschen's law at higher pressures.5 In this presentation, we will generalize previously derived expressions2 for breakdown voltage at atmospheric pressure to derive simplified scaling laws valid for any pressure up to the Meeks criterion for streamer discharge. We will compare these results to particle-in-cell simulations, numerical solutions, and experiments3,4. The implications of these expressions for predicting breakdown voltage as a function of pressure and the significance for understanding deviations from the traditional Paschen's law will be discussed.
机译:摘要表格仅给出。电子小型化的越来越重要的是对微观尺寸和纳米级空隙的击穿电压的行为有动力研究;然而,传统的Paschen预测气体击穿的定律失败了较小的空隙1。最近的研究已经开发了分析和数值方法,以预测大气压的偏差1,2;然而,分析表达式2仅在大气压下有效,不能用于预测或解释最近在亚大气压下降到Virmum3,4或与Paschen定律在较高压力下的偏差.5之前,我们将概括为先前衍生的表达式2对于大气压下的击穿电压,从而导出有效的简化缩放法律,对于拖缆放电的MEEKS标准的任何压力有效。我们将将这些结果与粒子内模拟,数值解决方案和实验进行比较。将讨论这些表达式对预测击穿电压作为压力的函数的影响以及理解与传统的Paschen定律的偏差的重要性。

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