2008
DOI: 10.2528/pierb07102001
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Permittivity Measurement With a Non-Standard Waveguide by Using TRL Calibration and Fractional Linear Data

Abstract: Abstract-Modifications in the measurement of the complex permittivity are described, based on the transmission and reflection coefficients of a dielectric slab. The measurement uses TRL twoport calibration to bring the reference planes accurately to the sample surface. The complex permittivity as a function of frequency is computed by minimizing the difference between the measured and the ideal scattering parameters. An alternative procedure for determining the complex permittivity uses the fractional linear d… Show more

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Cited by 40 publications
(37 citation statements)
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“…1. If the cell was a reflecting, non-standard or non-uniform cell [20,21], we would attain the same result in (17) since the difference between the two configurations in Fig. 1 is the presence of the sample [11].…”
Section: A Metric Function For Evaluation Of the Reciprocitysupporting
confidence: 52%
“…1. If the cell was a reflecting, non-standard or non-uniform cell [20,21], we would attain the same result in (17) since the difference between the two configurations in Fig. 1 is the presence of the sample [11].…”
Section: A Metric Function For Evaluation Of the Reciprocitysupporting
confidence: 52%
“…The key factor for determining the explicit expression for L in (17) comes from that the sample thickness is a physical parameter (not changing with f ). It is also evident that, using (14), (15), and (17) one can find L in terms of χ (1) max , f (1) max , and f (1) min (or f (2) max ).…”
Section: Closed-form Expressions For Determination Of Thickness and Amentioning
confidence: 99%
“…Pulse propagation in inhomogeneously filled guides has received far less attention [9,10], even though partially-filled guides are often used for determining the constitutive parameters of material samples [11][12][13][14][15]. Recently, Moradi and Abtipour [16] proposed using time-domain methods to extract the material parameters of waveguide samples.…”
Section: Introductionmentioning
confidence: 99%