IEEE Transactions on Instrumentation and Measurement · 2014 · 36 citations · 16 references
EngineeringElectrical EngineeringAnalog ElectronicsInstrumentationPower ElectronicsDistortion AnalysisElectrical MeasurementElectrical MetrologyElectrical System DiagnosticsPower QualityTransducer TechnologyExcitationHarmonic DistortionNonlinear EffectsSignal Generator CalibrationTransducer CharacterizationTransducersVoltageVoltage Measurement
Medium‑voltage distribution networks use voltage transducers that operate under nonsinusoidal conditions, yet their calibration remains based on simple sine‑wave tests, highlighting the need for more comprehensive multitone characterization. The authors present a simple medium‑voltage signal generator capable of producing arbitrary waveforms and a multisine‑based characterization procedure that evaluates both linear and nonlinear effects such as harmonic distortion and hysteresis. Analysis of the generator reveals its performance, identifies the main uncertainty sources, and quantifies their impact on the accuracy of the generated voltage.
Nowadays, voltage transducers in medium-voltage (MV) distribution networks operate in nonsinusoidal conditions while their calibration is still based on simple sine-wave tests. A more significant characterization could be achieved using complex multitone signals. However, this requires an MV generator able to apply arbitrary voltage waveforms to the transducer under test. The authors have recently proposed a simple MV signal generator that can be effectively employed for this purpose. In this paper, the performance of this MV generator has been carefully analyzed. A characterization procedure based on multisine excitation has been proposed and tested. In particular, the main causes of uncertainty have been identified and their impact on the accuracy of the generated voltage evaluated. The analysis considers both linear and nonlinear effects, such as harmonic distortion and hysteresis.
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Frequency Responses of MV voltage transformers in the range of 50 Hz to 10 kHz