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Application of nonlinear methods in tracking failure test of printed circuit boards under reduced pressure

机译:非线性方法在减压下跟踪印刷电路板失效测试中的应用

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摘要

In high-altitude regions, printed circuit boards are affected by both low pressure and contamination, which may lead to discharge and even the failure of electrical devices. From the viewpoint of safety and reliability, it is necessary to investigate the effects of the pressure on tracking failure of contaminated printed circuit boards. However, the tracking failure is a nonlinear and indeterminate process which results in the dispersity of experimental results. This paper proposes two nonlinear methods, including fractal dimension of tracking pattern and recurrence plots of discharge current, to analyze the phenomena and mechanism of tracking failure under reduced pressures. The experiments were carried out in a decompression chamber, with the pressure reducing from 102.74 kPa to 0.6 kPa. The test sample was made by printing a pair of copper foil electrodes onto a glass-cloth-base epoxy resin laminate with the insulation distance from 500 ;C;m to 100 ;C;m. The contamination was simulated by a droplet of NH4Cl electrolyte with the resistivity of 4 :9;·m. The time to tracking failure, the fractal dimension of tracking patterns and the recurrent plot of discharge currents were obtained as functions of the pressure and the insulation distance. The results reveal that the nonlinear methods can give a good identification of the surface morphology and the underlying mechanism in the tracking test. Effects of the pressure and insulation distance on the tracking failure were quantitatively reflected with the fractal dimension of tracking patterns and the recurrent plot of discharge currents.
机译:在高海拔地区,印刷电路板会同时受到低压和污染的影响,这可能导致放电甚至电气设备故障。从安全性和可靠性的观点出发,有必要研究压力对被污染的印刷电路板的跟踪失败的影响。但是,跟踪失败是一个非线性且不确定的过程,会导致实验结果分散。本文提出了两种非线性方法,包括跟踪模式的分形维数和放电电流的重复图,以分析减压条件下跟踪失败的现象和机理。实验在减压室中进行,压力从102.74 kPa降低至0.6 kPa。通过将一对铜箔电极印刷到绝缘距离为500°C; m至100°C; m的玻璃布基环氧树脂层压板中来制成测试样品。 NH4Cl电解质与电阻率4:9的液滴的模拟的污染;···m。获得了跟踪失效的时间,跟踪图案的分形维数和放电电流的重复图,作为压力和绝缘距离的函数。结果表明,非线性方法可以很好地识别表面形貌及其在跟踪测试中的潜在机理。压力和绝缘距离对跟踪故障的影响通过跟踪图形的分形维数和放电电流的重复图来定量反映。

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