1978
DOI: 10.1109/tmtt.1978.1129527
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Calibrating the Six-Port Reflectometer by Means of Sliding Terminations

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Cited by 199 publications
(80 citation statements)
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“…With Pz, P\, and P 5 denoting the powers measured at three of the six-port's detectors, Engen has shown that a sliding termination traces out an ellipse in the P3/P5 -P4/P5 plane [11]. Sliding load measurements taken with the sampled-line reflectometer investigated in this work are shown in figure 6.…”
Section: A System Calibrationmentioning
confidence: 88%
See 1 more Smart Citation
“…With Pz, P\, and P 5 denoting the powers measured at three of the six-port's detectors, Engen has shown that a sliding termination traces out an ellipse in the P3/P5 -P4/P5 plane [11]. Sliding load measurements taken with the sampled-line reflectometer investigated in this work are shown in figure 6.…”
Section: A System Calibrationmentioning
confidence: 88%
“…This conversion, which involves finding five calibration constants that are a property of the network architecture, is most easily accom- plished using a sliding termination. Details of this procedure are well-documented [11] and will not be repeated here. The second part of the calibration consists of the familiar technique of using three well-characterized standards to determine the error coefficients in the four-port reflectometer model.…”
Section: Introductionmentioning
confidence: 99%
“…The fundamental operation and theory of the six-port reflectometer has been described in detail in previous papers, many algorithms that have been developed for calibrating six-port refiectometers, the six-port-to-fourport reduction technique given by Engen (1978) is among the most widely used.…”
Section: Six-port Theorymentioning
confidence: 99%
“…Third, hardware imperfections and wideband characteristics can be improved by calibrating the multi-port junction. [6][7] However, there have been no direct and quantitative methods but bit error rate (BER) to measure the performances of MPDRs. [5, 8~10] This paper, first, theoretically analyzes impairment Hence, I m (t) and Q m (t) can be regenerated in terms of the linear combination Pi(t).…”
Section: ⅰ 서 론mentioning
confidence: 99%