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Damping and dispersion of twisted-pair transmission line and a compensation method to improve location of impedance discontinuities.

机译:双绞线传输线的阻尼和色散以及改善阻抗不连续点位置的补偿方法。

摘要

In this thesis, a method to compensate for propagation effects in twisted-pair transmission lines is developed, with a goal of improving the location of impedance discontinuities in the line. There are many methods to locate impedance discontinuities, among them are single-ended measurements using frequency domain reflectometry (FDR), which is the focus of this work. With FDR, one transmits a steady-state tone or tones onto the line, then measures the amplitude and phase difference of the tone at the receiver relative to the transmit tone. Propagation effects of the line, especially damping and dispersion, which are generally unknown, can negatively impact the performance of FDR methods, making identification of impedance discontinuities difficult.A method is presented to compensate for the damping without requiring a priori knowledge of the cable type and length. In the absence of impedance mismatches between the source and the line, the compensation method improves impedance discontinuity location. Performance of the method degrades considerably when there is an impedance mismatch, but a procedure to compensation for this effect is presented. This compensation requires an assumption of the initial cable type and impedance of test equipment's connecting path. Results are presented on simulations and field data to quantify the performance of the method and identify benefits and limitations.
机译:本文提出了一种补偿双绞线传输线路中传播效应的方法,旨在改善线路中阻抗不连续的位置。定位阻抗不连续性的方法很多,其中一种是使用频域反射法(FDR)进行单端测量,这是本文的重点。使用FDR,人们可以将一个或多个稳态音调传输到线路上,然后测量接收器上音调相对于发射音调的幅度和相位差。线路的传播效应(尤其是阻尼和色散)通常是未知的,会对FDR方法的性能产生负面影响,从而使阻抗不连续性的识别变得困难。提出了一种无需使用电缆类型的先验知识即可补偿阻尼的方法和长度。在源和线路之间没有阻抗失配的情况下,补偿方法可以改善阻抗不连续的位置。当存在阻抗不匹配时,该方法的性能会大大降低,但是提出了一种补偿这种影响的方法。这种补偿需要假设初始电缆的类型和测试设备的连接路径的阻抗。在模拟和现场数据上显示结果,以量化该方法的性能并确定优点和局限性。

著录项

  • 作者

    Ross Rebecca W.;

  • 作者单位
  • 年度 2009
  • 总页数
  • 原文格式 PDF
  • 正文语种 en
  • 中图分类

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