2011
DOI: 10.1016/j.proci.2010.05.086
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The structure of lean hydrogen-air flame balls

Abstract: An analysis of the structure of flame balls encountered under microgravity conditions, which are stable due to radiant energy losses from H 2 O, is carried out for fuel-lean hydrogen-air mixtures. It is seen that, because of radiation losses, in stable flame balls the maximum flame temperature remains close to the crossover temperature, at which the rate of the branching step H + O 2 ? OH + O equals that of the recombination step H + O 2 +M ? HO 2 + M. Under those conditions, all chemical intermediates have ve… Show more

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Cited by 20 publications
(18 citation statements)
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“…Numerical studies, including detailed-chemistry mechanisms and different models for radiation [17,18,19], have shown that radiative heat losses are very significant, keeping the peak temperature of hydrogen-air flame balls below 1200 K along the whole branch of stable solutions. As emphasized recently [20], under those near-crossover conditions, all chemical intermediates appear in very small concentrations and obey chemical-kinetic steady-state approximations. Consequently, a reduced chemical-kinetic mechanism involving a single global reaction 2H 2 þ O 2 / 2H 2 O, previously derived for planar deflagrations near the lean flammability limit [21,22], can be employed to describe hydrogen-air flame balls with excellent accuracy.…”
Section: Introductionmentioning
confidence: 74%
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“…Numerical studies, including detailed-chemistry mechanisms and different models for radiation [17,18,19], have shown that radiative heat losses are very significant, keeping the peak temperature of hydrogen-air flame balls below 1200 K along the whole branch of stable solutions. As emphasized recently [20], under those near-crossover conditions, all chemical intermediates appear in very small concentrations and obey chemical-kinetic steady-state approximations. Consequently, a reduced chemical-kinetic mechanism involving a single global reaction 2H 2 þ O 2 / 2H 2 O, previously derived for planar deflagrations near the lean flammability limit [21,22], can be employed to describe hydrogen-air flame balls with excellent accuracy.…”
Section: Introductionmentioning
confidence: 74%
“…where W represents the mean molecular weight of the gas mixture, and s and k H 2 O denote the StefaneBoltzmann constant and the Plank-mean absorption coefficient, respectively, with the latter being a function of the local temperature [34] that in the range of temperatures of interest (270 < T < 1300 K) can be shown to be accurately represented by the expression k H 2 O ¼ 5:72 Â 10 À4 ðT=298Þ À2 s 2 /kg [20].…”
Section: Problem Formulationmentioning
confidence: 99%
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