基于有限元模型的双层表面接触电阻与粗糙度的关系

J. McBride, H. Liu
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引用次数: 4

摘要

在电接触应用中,考虑了结构和粗糙表面的应用以及粗糙度对接触电阻的影响。表面的设计是为了提高粗糙度,振幅参数(Sq, RMS)为0.1-1µm。将已建立的双层粗糙接触面有限元模型扩展到包含模型粗糙表面的预处理和分析。该应用是一种涂金的多壁碳纳米管复合材料(Au/CNT),设计用于小电流开关应用中的电触点解决方案。为了确定这些表面的接触电阻,需要先确定有效电阻率。模型表面与测量的粗糙表面进行比较,其中表面的样本长度和传感器与测量表面的相互作用被确定为关键参数。有限元模型提供了半球形球与Au/CNT粗糙表面之间相互作用的输出,结果显示为作为施加力(mN)函数的接触点图。使用自动后处理图像数据的方法来确定接触点的数量和接触区域的最佳拟合半径。结果表明,接触电阻随表面粗糙度(Sq)的增大而增大。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Relationship between Contact Resistance and Roughness (Sq) of a Bi-layered Surface using a Finite Element Model
The application of a structured and rough surface, and the effect the roughness has on contact resistance is considered in an electrical contact application. The surfaces are designed to enhance roughness, with an amplitude parameter (Sq, RMS) of 0.1-1 µm. An established finite element model of a bi-layered rough contact surface is extended to include the pre-processing and analysis of a model rough surface. The application is a gold-coated multi-walled carbon nanotube composite (Au/CNT), designed as a solution for electrical contacts in low current switching applications. To determine the contact resistance for these surfaces, a preliminary step is required to determine the effective resistivity.Model surfaces are compared to a measured rough surface, where the sample length of the surface and the sensor interaction with the measured surface are identified as key parameters. The finite element model provides an output of the interactions between a hemi-spherical ball and the rough Au/CNT surface, with the results shown as a map of the points of contact as a function of the applied force (mN). An automated method of post processing the image data is used to determine the number of contact points and the best fitting radius of the contact area. It is shown that the contact resistance increases with surface roughness (Sq).
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