Abstract—

The dispersion equation is derived analytically and in a linear approximation using the dimensionless amplitude of oscillations for capillary waves on the charged surface of a layer of viscous conductive liquid on a metal wire. The metal wire is shown to stabilize the capillary waves. The wire effect becomes substantial only at high values of the wire radius. The appearance of the electric charge on the liquid layer complicates the spectrum of the realizing motions of the liquid and quantitatively changes the values of the frequencies, increments, and decrements.

中文翻译：

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金属丝上粘性导电液体层表面的毛细管波稳定性

摘要-

使用金属导线上的粘性导电液体层的带电表面上毛细管波的无量纲振荡振幅，通过解析和线性近似，可以得出色散方程。显示金属线稳定毛细管波。仅当导线半径较高时，导线效果才会显着。电荷在液体层上的出现使液体实现运动的频谱复杂化，并定量改变频率，增量和减量的值。