2014
DOI: 10.1016/j.ijhydene.2014.03.235
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Updated jet flame radiation modeling with buoyancy corrections

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Cited by 37 publications
(23 citation statements)
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“…For a horizontal jet flame, the horizontal momentum flux per unit volume ( M 0 ) is preserved along the flame volume which is a function of initial momentum flux ( G o ) per ambient density (ρ ∞ ) while buoyancy ( g ′) of the flame is caused by the flame temperature rise along the flow . It was suggested that momentum dominates the initial jet development and as the distance increases along the flame centerline, the buoyancy forces become dominant . By using the following dimensionless number (Ʌ), we can easily determine the ratio of momentum length to buoyancy length with the changes in velocity. normalΛ=LmLb=()Mog'1/3QTxAηg/ρCT2/5ΔTfTg3/5 …”
Section: Resultsmentioning
confidence: 99%
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“…For a horizontal jet flame, the horizontal momentum flux per unit volume ( M 0 ) is preserved along the flame volume which is a function of initial momentum flux ( G o ) per ambient density (ρ ∞ ) while buoyancy ( g ′) of the flame is caused by the flame temperature rise along the flow . It was suggested that momentum dominates the initial jet development and as the distance increases along the flame centerline, the buoyancy forces become dominant . By using the following dimensionless number (Ʌ), we can easily determine the ratio of momentum length to buoyancy length with the changes in velocity. normalΛ=LmLb=()Mog'1/3QTxAηg/ρCT2/5ΔTfTg3/5 …”
Section: Resultsmentioning
confidence: 99%
“…9,15 It was suggested that momentum dominates the initial jet development and as the distance increases along the flame centerline, the buoyancy forces become dominant. 8 By using the following dimensionless number (Ʌ), 9 we can easily determine the ratio of momentum length to buoyancy length with the changes in velocity.…”
Section: Flame Projected Heightmentioning
confidence: 99%
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“…Entrainment due to buoyancy and momentum are considered, and a local equilibrium is assumed to determine the heat release in the flame. The flame model results in predictions of the velocity, density, mixture fraction, temperature, and trajectory of flame, which can have significant curvature due to buoyancy [20].…”
Section: Flame Modelmentioning
confidence: 99%
“…Because the flame is curved in the model, this radiant energy is assumed to be distributed along the length of the flame, and a weighted multi-point source model is used to calculate the heat flux field [22]. With an appropriate choice of boundary conditions (similar to the plume model, a notional nozzle model is needed to provide an effective source for this model), the flame and heat flux model has compared well to experimental data [20].…”
Section: Flame Modelmentioning
confidence: 99%