Self-Calibration Procedures for Vector Network Analyzers on the Basis of Reflection Standards

I. Rolfes, B. Schiek
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引用次数: 4

Abstract

The LRR method (Line, Reflect) and the extended LNN method (Line, Network) for the calibration of 4-channel-network analyzers are presented. These self-calibration procedures have the advantage that the calibration circuits are all of equal mechanical length in contrast to the well-known TRL method (Through, Reflect, Line). The TRL method needs a line-standard with a different length than the other calibration standards. For the LNN and LRR method it is thus not necessary to displace the connectors of the vector network analyzer during calibration in order to contact the calibration structures. The LNN and LRR calibration standards consist of objects which have to be placed at three consecutive positions. While the LNN obstacles have a transmission, the LRR obstacles are realized as reflective networks. In addition to the known LNN procedure an extended theory is presented here which accounts for different distances between the obstacles. The circuits are thus easy to realize. Measurement results are presented in order to verify the robust functionality of the methods.
基于反射标准的矢量网络分析仪自校准程序
提出了LRR法(Line, Reflect)和扩展LNN法(Line, Network)校准四通道网络分析仪的方法。这些自校准程序的优点是,与众所周知的TRL方法(Through, Reflect, Line)相比,校准电路的机械长度都相等。TRL法需要一条与其他校准标准线长度不同的线标。因此,对于LNN和LRR方法,在校准期间不需要更换矢量网络分析仪的连接器以接触校准结构。LNN和LRR校准标准由必须放置在三个连续位置的物体组成。LNN障碍物具有传输,LRR障碍物实现为反射网络。除了已知的LNN过程外,本文还提出了一个扩展理论,该理论考虑了障碍物之间的不同距离。因此,这种电路很容易实现。为了验证该方法的鲁棒性,给出了测量结果。
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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