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Single-frequency relative Q measurements using perturbation theory
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Citations
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References
1993
Year
EngineeringMeasurementTime PeriodMicrowave TransmissionEducationElectromagnetic CompatibilityCalibrationInstrumentationQuantum SciencePerturbation MethodPhysicsMicrowave MeasurementRadiometryMicrowave DiagnosticsSignal ProcessingHigh-frequency MeasurementPerturbation TheorySpectral AnalysisRelative Q MeasurementQ Measurement
Traditionally, Q measurement requires a nonzero frequency bandwidth or time period. Contrasted to this, the principle of a new single-frequency relative Q measurement method is developed. It is found that Q is directly or inversely proportional to the normalized input resonant resistance if a moderate perturbation condition is satisfied. Theoretical proof and experimental verification of the single-frequency method's validity are presented. Consequently, a relative and, often used in dielectric measurements, can be measured using a much simpler measurement system. Moreover, error analysis shows that, in making a relative Q measurement, the error in the single-frequency method is smaller than that in the traditional bandpass method when using a reflectometer.< <ETX xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink">></ETX>
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