Ieee Eurocon 2009 2009
DOI: 10.1109/eurcon.2009.5167672
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A method of obtaining of electric arc model parameters for SF<inf>6</inf> power circuit breakers

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Cited by 5 publications
(15 citation statements)
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“…Such simplified models, however, are of limited applicability, so they are modified in order to better reflect the real characteristics of an arc. Among the mathematical models of the phenomenon, the following major types can be distinguished: constant parameters models, variable parameters models, linear models and nonlinear ones [2][3][4][5]. Commonly recognised as reliable [3] are the results of investigations of current interruption in a circuit conducted in KEMA Laboratories in the Netherlands, using a SF 6 circuit breaker with the parameters 245kV/50kA/50Hz.…”
Section: Selected Physical Properties Of Electric Arcs In Circuit Brementioning
confidence: 99%
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“…Such simplified models, however, are of limited applicability, so they are modified in order to better reflect the real characteristics of an arc. Among the mathematical models of the phenomenon, the following major types can be distinguished: constant parameters models, variable parameters models, linear models and nonlinear ones [2][3][4][5]. Commonly recognised as reliable [3] are the results of investigations of current interruption in a circuit conducted in KEMA Laboratories in the Netherlands, using a SF 6 circuit breaker with the parameters 245kV/50kA/50Hz.…”
Section: Selected Physical Properties Of Electric Arcs In Circuit Brementioning
confidence: 99%
“…Then, the voltage drops abruptly from about 1600 V to about 1200 V. Subsequently, despite further decrease in current, the voltage increases steeply up to about 2400 V, and in the current range from about 100 A to zero, it drops abruptly to zero as well. A number of tests indicated that the value of the critical current varies in the narrow range of i cr ≈ 1-1.11 kA [4].…”
Section: Selected Physical Properties Of Electric Arcs In Circuit Brementioning
confidence: 99%
See 2 more Smart Citations
“…A physical approach to create the electric arc as presented in this paper may be beneficial in these simulations. The model presented in this paper can also be coupled to an external electric network (see Delmont and Torrilhon 2012b) and used to advance black-box Cassie-Mayr models, as in Tseng et al (1997) and Maximov et al (2009). First convective simulations have also been published (see Delmont and Torrilhon 2012a).…”
Section: Introductionmentioning
confidence: 99%