Turbulent Mixing in Nonreactive and Reactive Flows 1975
DOI: 10.1007/978-1-4615-8738-5_3
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On the Modeling of the Scalar Correlations Necessary to Construct a Second-Order Closure Description of Turbulent Reacting Flows

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Cited by 15 publications
(17 citation statements)
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“…According to more recent data (Duterque, 1977;Sawyer et al, 1976;Edelman and Harsha, 1978;Dryer and Westbrook, 1979) it appears that the rate of the global reaction may be much slower (Table I). Then, it is important to work with a chemical model where this assumption is avoided i.e.…”
Section: Physical Modelmentioning
confidence: 87%
See 1 more Smart Citation
“…According to more recent data (Duterque, 1977;Sawyer et al, 1976;Edelman and Harsha, 1978;Dryer and Westbrook, 1979) it appears that the rate of the global reaction may be much slower (Table I). Then, it is important to work with a chemical model where this assumption is avoided i.e.…”
Section: Physical Modelmentioning
confidence: 87%
“…is very difficult in the general case. Donaldson (1975) has developed a second order closure where the structure of a "typical eddy" is assumed. In the case of two variables, show that, in circumstances where the chemistry may be described by a sequence of consecutive reactions, it is possible to decompose the joint probability density 23 function into two simply determined forms.…”
Section: Introductionmentioning
confidence: 99%
“…Ever since Toor and co-workers (Vassilatos and Toor, 1965;Toor, 1969;Mao and Toor, 1971;Li and Toor, 1986) defined methods for relating reaction conversion for non-premixed reactants to their degree of mixing, workers in the field of mixed chemical reactors have attempted to build upon and refine their analysis, which was based on the use of an assumed probability density function (PDF) for reactant concentration (see Donaldson 1975;Brodkey and Lewalle, 1985;Kosaly, 1987;Baldyga, 1994;Baldyga and Henczka, 1995). Pope (1985) presented an extensive review of concentration PDF closure methods for mixed chemical reactions, but only the spiked and β-PDFs are presented here.…”
Section: -52 Closure Equations For the Correlation Terms In The Bamentioning
confidence: 99%
“…40,[46][47][48][49] The paired-interaction (P-I) closure 24,39 is one of the simplest closures and depends on a spiked PDF shown in Figure 4, which represents the probabilities of zero, maximum, and mean concentrations for each chemical component. The P-I closures for c i c k for the reaction terms in both equations and for s i c k for those in the segregation equation are as follows:…”
Section: Closure Equations For the Correlation Terms In The Balance Ementioning
confidence: 99%