1992
DOI: 10.1109/61.108932
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A new frequency response analysis method for power transformers

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Cited by 88 publications
(19 citation statements)
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“…Since the position of the PD source inside the apparatus is, in general unknown, PD signal shapes are distorted in an unpredictable way depending on the location and the design of the tested object. In particular, a signal shape can show two modes: a "pulse mode" that arrives at the terminal with a delayed risetime and mainly contains the higher frequency components; a "slow mode" composed of an oscillating tail due to partwinding resonances, mismatched impedances and traveling wave reflections that affect the damping coefficients, [55,56]. Consequently, pulses coming from different sites are often characterized by different shapes which can be very useful to separate contributions in PD patterns due to multiple sources.…”
Section: Pd Signal Propagation and Detectionmentioning
confidence: 99%
“…Since the position of the PD source inside the apparatus is, in general unknown, PD signal shapes are distorted in an unpredictable way depending on the location and the design of the tested object. In particular, a signal shape can show two modes: a "pulse mode" that arrives at the terminal with a delayed risetime and mainly contains the higher frequency components; a "slow mode" composed of an oscillating tail due to partwinding resonances, mismatched impedances and traveling wave reflections that affect the damping coefficients, [55,56]. Consequently, pulses coming from different sites are often characterized by different shapes which can be very useful to separate contributions in PD patterns due to multiple sources.…”
Section: Pd Signal Propagation and Detectionmentioning
confidence: 99%
“…These defects can appear as a result of shocks during transportation or electromagnetic forces that occur during short-circuit. This technique has been remarkably developed in power transformers since its appearance [3] more than twenty years ago, until the development of standards of application as [4]. It is based on the analysis of the equivalent impedance of the winding under test, in the frequency domain.…”
Section: Introductionmentioning
confidence: 99%
“…Hereby it is assumed, that the main cable losses are caused by the skin effect and the transformer can still be described as a capacitor. However, at higher frequencies dielectric losses in the cable can start to become important, and also the transformer may show some resonances [9]. The impedances applied at both cable ends were chosen equal: 1 nF, 10 nF (typical for load by transformer); 10 and 100 (typical for load by leaving cables).…”
Section: Coupling Efficiencymentioning
confidence: 99%