Unified approach to interconnect conductor surface roughness modelling

Y. Shlepnev
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引用次数: 15

Abstract

Commonalities of five conductor roughness models are analysed and unified form of roughness correction coefficient (RCC) is suggested in the paper. It is shown that Hammerstad, Huray, Groiss, Hemispherical and Bushminskiy roughness correction coefficients can be written in the following unified form K=1+(RF-1)∗F(SR), where RF is roughness factor that has meaning of maximal possible increase of losses with frequency due to the conductor roughness. F is a frequency-dependent function describing transition from zero at lower frequencies to one at higher frequencies (roughness transition function). It is shown that the unified RCC can be used in multi-level additive form for surfaces with two or more dominant discontinuity sizes or in multi-level multiplicative form for surfaces with fractal type discontinuities. Measurements on a test board are used to identify and compare all five RCCs.
互连导体表面粗糙度建模的统一方法
分析了五种导体粗糙度模型的共性,提出了统一的粗糙度修正系数(RCC)形式。结果表明,Hammerstad、Huray、Groiss、半球面和Bushminskiy的粗糙度修正系数可以统一表示为K=1+(RF-1)∗F(SR),其中RF为粗糙度因子,具有由于导体粗糙度而使损耗随频率最大可能增加的意义。F是一个频率相关的函数,描述从低频率的0到高频率的1的过渡(粗糙度过渡函数)。结果表明,对于具有两个或两个以上优势不连续面大小的曲面,统一RCC可以采用多级加性形式;对于具有分形不连续面的曲面,统一RCC可以采用多级乘性形式。测试板上的测量值用于识别和比较所有五种rcc。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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