1999
DOI: 10.1002/(sici)1520-6416(199910)129:1<29::aid-eej4>3.0.co;2-g
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A wave-front-time dependent corona model for transmission-line surge calculations

Abstract: For transmission‐line surge studies, the inclusion of corona discharge due to high voltage surges is important as well as the inclusion of frequency‐dependent effects. Because the charge‐voltage (q‐v) curve of a lightning surge is different from that of a switching surge, a corona model should reproduce different q‐v curves for different wave‐front times. The present paper proposes a wave‐front time dependent corona model which can express the dependence by a simple calculation procedure as accurately as a rig… Show more

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Cited by 11 publications
(5 citation statements)
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References 15 publications
(18 reference statements)
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“…Many different models are available in the literature for simulating corona in transmission lines [e.g., Wagner and Lloyd , ; Gary et al , ; Carneiro and Marti , ; Noda et al , ; Thang et al , , ]. Here the propagation of the return‐stroke current in a lossy transmission line in the presence of corona is solved numerically by applying the first‐order finite difference time domain technique described by Paul [] to the transmission line equations ∂ v /∂ x + Ri + L ∂ i /∂ t = 0 and ∂ i /∂ x + C ∂ v /∂ t = − i c , where i c accounts for the corona currents leaving the channel due to the return stroke as proposed by Cooray and Theethayi [].…”
Section: Modeling Detailssupporting
confidence: 87%
“…Many different models are available in the literature for simulating corona in transmission lines [e.g., Wagner and Lloyd , ; Gary et al , ; Carneiro and Marti , ; Noda et al , ; Thang et al , , ]. Here the propagation of the return‐stroke current in a lossy transmission line in the presence of corona is solved numerically by applying the first‐order finite difference time domain technique described by Paul [] to the transmission line equations ∂ v /∂ x + Ri + L ∂ i /∂ t = 0 and ∂ i /∂ x + C ∂ v /∂ t = − i c , where i c accounts for the corona currents leaving the channel due to the return stroke as proposed by Cooray and Theethayi [].…”
Section: Modeling Detailssupporting
confidence: 87%
“…Thus, the amount of charges per unit length is (4) The propagation velocity and the surge impedance are modified by the progress of corona as follows [1]. where is the inductance; is the capacitance; and is the increase of by corona, all per unit length (see Appendix B).…”
Section: B Methods IImentioning
confidence: 99%
“…This shape may be considered as the typical shape of -curves. The measured -curves by method I were simulated by a wave-steepness-dependent corona model [4], [5], and the result is shown in Fig. 15.…”
Section: B Methods IImentioning
confidence: 99%
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“…Many researchers have studied the physics and discharge process of impulse corona [6][7][8]. In 1954, Wagner and Lloyd firstly carried out impulse corona experiments on an outdoor overhead line and measured the deformed voltage waveform [9].…”
Section: Introductionmentioning
confidence: 99%