1962
DOI: 10.1115/1.3640688
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Thermal Regions of Combustion

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Cited by 12 publications
(14 citation statements)
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“…The turbulence-chemistry interaction is modeled based on the Chalmers' partially stirred reactor (CPaSR) approach (Vulis, 1961;Chomiak and Karlsson, 1996), where the computational cell is divided into two zones: a reacting zone which is modeled as a perfectly stirred reactor (PSR) and nonreacting zone. The reactive volume fraction () is calculated as (6) where the residence time ( res ) is equal to the time step (t),  c is the chemical reaction time, and  mix is the mixing time…”
Section: Governing Equationsmentioning
confidence: 99%
“…The turbulence-chemistry interaction is modeled based on the Chalmers' partially stirred reactor (CPaSR) approach (Vulis, 1961;Chomiak and Karlsson, 1996), where the computational cell is divided into two zones: a reacting zone which is modeled as a perfectly stirred reactor (PSR) and nonreacting zone. The reactive volume fraction () is calculated as (6) where the residence time ( res ) is equal to the time step (t),  c is the chemical reaction time, and  mix is the mixing time…”
Section: Governing Equationsmentioning
confidence: 99%
“…However, mapping the reaction regimes for a single particle is crucial to understanding this difference and interpreting the flame structure in a suspension. The interplay between kinetic and diffusion reaction rates of heterogeneous chemical reactions leading to the processes of ignition and extinction was first investigated by Frank-Kamenetskii [4] and then analyzed further by Vulis [5]. Their analyses are adapted here in a simplified form to interpret the reaction behavior of a single particle injected into a hot oxidizing gas.…”
Section: Ignition and Combustion Of A Single Particlementioning
confidence: 99%
“…Unlike gas flames, the width of the flame reaction zone in particle suspensions can span a large temperature range and can be comparable to, or even exceed, that of the preheat zone [2]. The existence of diffusion micro-flames within a global flame-front (in effect, flames within the flame), which are insensitive to the bulk gas temperature, makes dust flames resistant to heat loss [1,3,4,5] and also serves to maintain a constant burning velocity with increasing fuel concentration in fuel-rich mixtures [6]. The ability of particles to ignite, together with low ignition temperatures, may result in much wider flame propagation limits for particle suspensions than for gaseous fuels.…”
Section: Introductionmentioning
confidence: 99%
“…Naturally, such analysis is only possible for those devices where these points may exist, i.e., if the maximum inclination of the heat generation curve is steeper than the curve of heat transfer. After Vulis [5] we call this condition critical, whereas we call the other case, where unstable points do not exist, noncritical.…”
Section: Statement Of the Problemmentioning
confidence: 99%