A Comprehensive and Practical Way to Look at Crosstalk for Transmission Lines with Mismatched Terminals

Shaohui Yong, Kevin Cai, Bidyut Sen, J. Fan, V. Khilkevich, Chunchun Sui
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引用次数: 7

Abstract

The analytical formulas for crosstalk due to backward and forward coupling were originally introduced in 1963 [1]. In 2016, the formulas were extended for asymmetrical traces [2]. But all previous approaches assume perfectly-matched terminals, which limits the usage of these equations. In this paper, we re-define the far-end crosstalk (FEXT) as a combination of several components generated by different coupling and reflection mechanisms. A new set of crosstalk estimation formulas is developed to calculate the contribution of each component. Because the influence of mismatched terminals is introduced, the proposed method has much better accuracy than the traditional approach, which estimates FEXT by using forward coupling noise alone. In addition, the proposed equations use per-unit-length inductance (L) and capacitance (C) metrics as inputs instead of S-parameters. Since L and C can be calculated using analytical formulas, the new approach provides a practical and fast crosstalk estimation for engineering designs, avoiding the time-consuming numerical full wave 2D or 3D simulations.
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一种综合实用的观察终端不匹配输电线路串扰的方法
前向和后向耦合串扰的解析公式最早是在1963年提出的。2016年,将公式扩展到不对称径迹[2]。但是所有先前的方法都假设了完全匹配的端点,这限制了这些方程的使用。在本文中,我们将远端串扰(text)重新定义为由不同耦合和反射机制产生的几个分量的组合。提出了一套新的串扰估计公式来计算各分量的贡献。由于引入了不匹配终端的影响,该方法比仅利用前向耦合噪声估计频域的传统方法具有更高的精度。此外,所提出的方程使用单位长度电感(L)和电容(C)指标作为输入,而不是s参数。由于L和C可以用解析公式计算,因此新方法为工程设计提供了实用和快速的串扰估计,避免了耗时的全波二维或三维数值模拟。
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