SAE Technical Paper Series 1992
DOI: 10.4271/922243
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A Fundamental Model for Flame Kernel Formation in S. I. Engines

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Cited by 193 publications
(93 citation statements)
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“…It has an initial high value due to the spark boosted combustion, followed by a minimum value that occurs between 200 and 500 ls, and then a fairly steady increase until the end of the investigated period. Such a trend shows good agreement with the computational model of Herweg and Maly [42] for flame kernel formation in spark ignition engines. Considering the very different engine geometries, ignition modes and fuel mixing methods, the result is surprisingly well matched.…”
Section: Resultssupporting
confidence: 71%
“…It has an initial high value due to the spark boosted combustion, followed by a minimum value that occurs between 200 and 500 ls, and then a fairly steady increase until the end of the investigated period. Such a trend shows good agreement with the computational model of Herweg and Maly [42] for flame kernel formation in spark ignition engines. Considering the very different engine geometries, ignition modes and fuel mixing methods, the result is surprisingly well matched.…”
Section: Resultssupporting
confidence: 71%
“…The lowest bound of this length is experienced as the quenching distance, and it is a property of the mixture [11][12][13].The minimum ignition energy decreases with an increasing gap size until the gap size reaches the critical value, and, beyond this quenching distance, the minimum ignition energy remains nearly constant over a considerable range of the gap size [5,7,8,14]. The size of the spark kernel at which the rate of heat loss at its surface is precisely balanced by the rate of heat release throughout its volume [15][16][17].A larger spark gap requires greater voltage to go down the gap, an increase in gap width results in increased arc length more current is made along the spark to hold an almost constant voltage across it [6,7].…”
Section: Resultsmentioning
confidence: 99%
“…Our primary goal for this model was to examine the effects of flow through the spark gap on the subsequent ignition and flame propagation processes. Flow through the spark gap is of interest because Herweg and Maly (1992) found that the efficiency of electrical-to-thermal energy conversion depends upon the bulk flow through the gap for both arc and glow. This initial version of the 3D model used a simple progress variable to simulate flame growth and did not include the dynamic response of the ignition circuit.…”
Section: 3c 3d Spark Ignition Modelmentioning
confidence: 99%