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Current Density Analysis in Contact Area by Using Light Emission Diode Wafer

机译:发光二极管晶圆在接触区域的电流密度分析

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摘要

In order to clarity the theory of contact resistance, there are many reports in these years. Mathematically the constriction current is derived from Laplace equation at one contact which shape is circle, ellipse, triangle and square. And numerical approach for constriction current analysis was also preformed by Minowa and Sawada. Although there are many reports on the contact resistance measurement, not many reports on the detailed behavior of current density distribution in the contact area experimentally. Therefore, we attempted to observe the behavior of the current density distribution in the contact by using semiconductor wafers. As a result, it was confirmed that electric current is uniformly distributed over the contact area covered by an oxide film, while it is concentrated at the periphery of the contact if there is no oxide film at contact. And the contact resistance of apparent contact area is almost same as real contact area which is also agree with the theory of multi-spot contact when the number of A-spot is large enough.
机译:为了阐明接触电阻的理论,近年来有许多报道。从数学上讲,收缩电流是从Laplace方程在一个接触点上得出的,其形状为圆形,椭圆形,三角形和正方形。 Minowa和Sawada也提出了用于收缩电流分析的数值方法。尽管有许多关于接触电阻测量的报道,但是关于实验中接触区域中电流密度分布的详细行为的报道却很少。因此,我们试图通过使用半导体晶片来观察触点中电流密度分布的行为。结果,证实了电流均匀地分布在由氧化膜覆盖的接触区域上,而如果接触处没有氧化膜,则电流集中在接触的周围。当A点数足够大时,视在接触面积的接触电阻几乎与实际接触面积相同,这也符合多点接触理论。

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