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Modeling spots on copper and copper-chromium cathodes of vacuum arcs

机译:真空电弧的铜和铜铬阴极上的建模点

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A variety of approaches have been developed in the literature towards modelling of cathode spots in vacuum arcs. These include space-resolved descriptions based on numerical solution of 1D or 2D partial differential equations, both stationary and non-stationary. However, the simplest model, namely, a stationary spot on an infinite planar cathode, has been studied mostly in the 0D approximation, where the spot is described only on the integral level. Some authors even presumed that due to thermal runaway steady-state solutions describing a stationary spot on an infinite planar vacuum arc cathode do not exist or are unstable. The lack of a mathematically accurate solution of the most basic problem of the theory of plasma-cathode interaction in vacuum arc discharges is unfortunate and detrimental to the theory.
机译:在文献中已经开发出多种方法来对真空电弧中的阴极斑点进行建模。这些包括基于1D或2D偏微分方程(固定和非固定)的数值解的空间解析描述。但是,最简单的模型,即在无限平面阴极上的固定点,主要在0D近似中进行了研究,该点仅在积分水平上描述。一些作者甚至推测,由于存在热失控稳态描述了无限平面真空电弧阴极上的固定点的稳态解,因此不存在或不稳定。不幸的是,对于真空电弧放电中等离子-阴极相互作用理论的最基本问题缺乏数学上精确的解决方案是不幸的,并且对该理论是有害的。

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