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Analysis and calibration theory of the general 6-port reflectometor employing four amplitude detectors

机译:使用四个幅度检测器的一般6端口反射计的分析和校准原理

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摘要

An analysis is carried out of the general 6-port reflectometer, employing four amplitude detectors, for the measurement of complex reflection coefficients without the direct measurement of phase. The analysis in based on the matrix-renormalisation technique employing voltage-wave S-parameters with complex normalisation. The conclusion is drawn that seven complex standards are needed to calibrate a truly arbitrary 6-port reflectometer. This leads to two sets of seven simultaneous calibration equations, with eleven unknowns, for the real and imaginary parts. The theory is tested using a theoretical model, first, with ideal detector responses and, secondly, with a number of imperfections introduced to simulate unwanted residual parameters. The analysis shows that when certain combinations of conventional coaxial standards are used, the 7 × 7 matrices of the calibration equations can be singular. The investigation is extended to establishing the nature of the standards needed to eliminate singularity and to obtain explicit solutions of the two sets of equations which give the eleven real constants needed to completely calibrate the reflectometer. Three of these constants are the same in the common denominator of the two equations for the real and imaginary parts when the matrices are nonsingular. A brief analysis of the 5-port reflectometer is also given, which confirms the current view that this technique shows little promise of future application.
机译:使用四个振幅检测器对普通的6端口反射仪进行了分析,无需直接测量相位即可测量复杂的反射系数。该分析基于矩阵重归一化技术,该技术使用具有复杂归一化的电压波S参数。结论是,校准一个真正任意的六端口反射仪需要七个复杂的标准。这导致针对实部和虚部的两套七个同步校准方程组,其中有十一个未知数。首先使用理论模型对理论进行测试,首先是理想的检测器响应,其次是引入了许多缺陷,以模拟不需要的残留参数。分析表明,当使用常规同轴标准的某些组合时,校准方程的7×7矩阵可以是奇数。研究扩展到建立消除奇异性所需的标准的性质,并获得两组方程的显式解,从而给出完全校准反射仪所需的11个实常数。当矩阵非奇异时,这些常数中的三个在实部和虚部的两个方程式的公分母中相同。还对5端口反射仪进行了简要分析,证实了当前的观点,即该技术显示出未来应用的希望。

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