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A numerical study of quasi-steady burning characteristics of a condensed fuel: Effect of angular orientation of fuel surface
Published in
2010
Volume: 14
   
Issue: 4
Pages: 495 - 518
Abstract
A numerical study of laminar diffusion flames established over a condensed fuel surface, inclined at several angular orientations in the range of -90° ≤ Θ ≤ +90° with respect to the vertical axis, under atmospheric pressure and normal gravity environment, is presented. Methanol is employed as the fuel. A numerical model, which solves transient gas-phase, two-dimensional governing conservation equations, with a single-step global reaction for methanol-air oxidation and an optically thin radiation sub-model, has been employed in the present investigation. Numerical results have been validated against the experimental data from the present study. Thereafter, the model is used to investigate the influence of angular orientation of fuel surface on its quasi-steady burning characteristics. Results in terms of fuel mass burning rate, flame stand-off distances, temperature field, velocity profiles and oxygen contours have been presented and discussed in detail. It is observed that orientation angles in the range of -45° ≤ Θ ≤ -30° (fuel surface facing upwards), yield the maximum mass burning rates. The flame anchoring location near the leading edge of the fuel surface, normal gradient of fuel vapor mass fraction at the surface and oxygen contours have been used to explore this unique behavior. Based on the numerical results, a theoretical correlation to predict the mass burning rate as a function of fuel surface orientation is also proposed. Furthermore, a discussion on the differences in the structure of laminar diffusion flame established over fuel surface as a function of its angular orientation is included. © 2010 Taylor & Francis.
About the journal
JournalCombustion Theory and Modelling
ISSN13647830
Open AccessNo
Concepts (13)
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    Angular orientation
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    CONDENSED FUEL
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    Diffusion flame
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    Laminar
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    Mass burning rate
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    STAND-OFF
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    Atmospheric pressure
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    Diffusion
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    Methanol
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    Natural convection
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    Numerical analysis
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    Oxygen
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    Fuels