1992
DOI: 10.1080/00102209208951852
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Radiation from Buoyant Turbulent Diffusion Flames

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Cited by 41 publications
(29 citation statements)
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“…Smoke and soot formation in laminar flames is epitomized by smoke point, which is defined as the minimum flame height (or fuel flow rate) at which the flame just begins to emit smoke (Tewarson, 2002). Smoke point has been correlated with sooting propensity (Gomez et al, 1984;Hirschler, 1985;Kent, 1986;Yao et al, 2011), combustion efficiency (Gomez et al, 1984), and flame radiation (Kent, 1986;Markstein, 1985;Orloff et al, 1992). Studies have been carried out to investigate the effects of fuel type, burner diameter, gravity, pressure, and air to fuel stream velocity ratio on the smoke point.…”
Section: Introductionmentioning
confidence: 99%
“…Smoke and soot formation in laminar flames is epitomized by smoke point, which is defined as the minimum flame height (or fuel flow rate) at which the flame just begins to emit smoke (Tewarson, 2002). Smoke point has been correlated with sooting propensity (Gomez et al, 1984;Hirschler, 1985;Kent, 1986;Yao et al, 2011), combustion efficiency (Gomez et al, 1984), and flame radiation (Kent, 1986;Markstein, 1985;Orloff et al, 1992). Studies have been carried out to investigate the effects of fuel type, burner diameter, gravity, pressure, and air to fuel stream velocity ratio on the smoke point.…”
Section: Introductionmentioning
confidence: 99%
“…This radiation length scale characterizes the cooling of the flame gases within the flame envelope owing to the radiant losses. This observation in conjunction with numerous experimental data (Markstein, 1985;Kent, 1987;Orloff et al, 1989;Delichatsios and Orloff, 1989) in buoyant and momentum jets leads to the development of validated flame radiation scaling relationships.…”
Section: Introductionmentioning
confidence: 60%
“…(a) The radiant fraction in turbulent buoyant jet flames, XR' which is independent of the flow rate (Markstein, 1985), correlates with the laminar smoke-point heat release rate of the fuel, Q,p (Markstein, 1985), (The smoke-point heat release rate is proportional to the smoke-point height (Markstein, 1985;Kent, 1986;Markstein, 1987), Such correlation is shown in Figure I(a), where all fuels were reduced to "standard" conditions (Orloff et al 1989) ii.e. 7J = 2200 K, S = 15) by diluting the fuel and/or oxidant stream with Nitrogen (S is the mass stoichiometric oxidant to fuel ratio, and T f is the adiabatic flame temperature), One important observation from Figure I(a) is the weak dependence of the radiant fraction on the smoke-point heat release rate of the fuel.…”
Section: Physical Principles and Luminous Flame Radiation Scalingmentioning
confidence: 94%
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“…Analytical and numerical models used to describe fire radiation and flame spread often rely on the correlation between the radiant emission from buoyant turbulent diffusion flames and parameters characterizing the sooting propensity of fuels, such as the laminar smoke point and smoke yield [1][2][3][4][5][6]. Several semi-empirical smoke point based radiation sub-models are available on the basis of these correlations [7,8].…”
Section: Introductionmentioning
confidence: 99%