1986
DOI: 10.1299/jsme1958.29.3810
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Measurement of Quenching Distance by a Burner

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“…For all the X H2 cases, the D m exhibits a nonmonotonic variation with equivalence ratio in that it first decreases, reaching a minimum value and then starts to increase again when the reactants become progressively richer. This equivalence ratio dependence of D m is similar to that of quenching distance value as reported by Saika et al and Lavoie et al Furthermore, the critical equivalence ratio at which minimum D m occurs is dependent on X H2 . For instance, D m reachs its minimum value at Φ of 1.0 for the X H2 = 0 cases (i.e., neat methane/air flame) but shifts to Φ of around 1.1 for hydrogen-enriched flames.…”
Section: Resultssupporting
confidence: 88%
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“…For all the X H2 cases, the D m exhibits a nonmonotonic variation with equivalence ratio in that it first decreases, reaching a minimum value and then starts to increase again when the reactants become progressively richer. This equivalence ratio dependence of D m is similar to that of quenching distance value as reported by Saika et al and Lavoie et al Furthermore, the critical equivalence ratio at which minimum D m occurs is dependent on X H2 . For instance, D m reachs its minimum value at Φ of 1.0 for the X H2 = 0 cases (i.e., neat methane/air flame) but shifts to Φ of around 1.1 for hydrogen-enriched flames.…”
Section: Resultssupporting
confidence: 88%
“…More importantly, D m could well reproduce the relationship between quenching distances and equivalence ratios, rendering the current study of additional practical importance. Note in Figure a that, even under the same condition, the measured quenching value may vary among different experimental campaigns. , In fact, such discrepancies are not uncommon due to the rather small value of quenching distance which requires high experimental accuracy such that the differences between their absolute values are deemed acceptable.…”
Section: Resultsmentioning
confidence: 98%
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