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Instantaneous vorticity profile for the skeletal mechanism for the following cases (a) Phi = 0.6 & EDC model ; (b) Phi = 0.6 & LC model ; (c) Phi = 0.45 & EDC model ; (d) Phi = 0.45 & LC model 

Instantaneous vorticity profile for the skeletal mechanism for the following cases (a) Phi = 0.6 & EDC model ; (b) Phi = 0.6 & LC model ; (c) Phi = 0.45 & EDC model ; (d) Phi = 0.45 & LC model 

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Large Eddy Simulations (LES) were performed to investigate the effect of turbulence - chemistry interaction on flame instability and flame-vortex interactions in bluff body stabilized premixed flames. A semi-global reduced kinetics mechanism and a skeletal mechanism were developed and implemented with a Laminar Chemistry (LC) model and an Eddy Diss...

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... In LES, turbulence scales larger than the grid spacing are resolved, while subgrid scales and their effects on the large scales are modeled [14]. LES has been shown [15][16][17][18][19] to be computationally practical for modeling unsteady phenomena, including transient combustion events. One of the critical aspects of modeling unsteady turbulent combustion in high-speed jets is appropriately accounting for the influence of turbulence on the rate of chemical reactions. ...
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... 9 With the development of computational technique, high spatial/temporal accuracy numerical accuracy simulation has provided researchers with powerful tools in flames dynamic analysis close to LBO. In the study of flame dynamics near LBO, LES-CMC (Large Eddy Simulation-Conditional Moment Closure) model was employed by Tyliszczak et al. 10 LES-PDF (Probability Density Function) model by Black and Smith 11 and Gokulakrishnan et al. 12 LES-EBU (Eddy Break-Up) model by Kim et al. 13 LES-EDC (Eddy Dissipation Concept) model by Gokulakrishnan et al. 14 LES-LEM (Linear Eddy Mixing) model by Menon et al. 15 and LES-LTEM (Lagrangian Transport Element Method) model 16 by Erickson et al. When the combustion was close to LBO, similar flame behavior was detected in these simulation works. ...
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... This approach is often limited to a narrow range of conditions by its construction and parameterization. One example of such a mechanism is the propane-air mechanism of Gokulakrish-nan et al. [38] , used by Kim and Pope [9] . Finally, a skeletal reaction mechanism is comparable to a detailed reaction mechanism but only using the major reaction steps. ...
... These ignitiondelay time, laminar flame-speed, and extinction strain-rate computations were performed using CANTERA [56] , and CHEMKIN [57] . The short-listening of potentially interesting global, reduced and skeletal propane-air mechanisms include the well-known 1-and 2-step global mechanisms of Westbrook and Dryer [36] , (hereafter referred to as WD1 and WD2, respectively), the 4-step global mechanism of Jones and Lindstedt [37] , (JL4), the 44-step quasiglobal mechanism of Gokulakrishnan et al. [38] , (G44), the 73-step skeletal mechanism of Haworth et al. [58] , (H73) and a new 66step skeletal mechanism, Z66, described in Appendix 1 . The motivation for developing a new skeletal mechanism for C 3 H 8 -air combustion is the shortage of accurate, reliable and well-documented C 3 H 8 -air mechanisms appropriate for LES modeling in the open literature. ...
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In order to control the NOx pollutant emissions and reduce fuel consumption, lean combustion becomes an important subject. A bluff body is used in this paper to study the flame-holding mechanism by numerical simulation. After the validation of the numerical method, 6 cases were simulated with different inlet velocity of the premixed mixture of kerosene vapor and air. The responses of reaction rate near blowout to inlet velocity variation were analyzed. The results show that with the increase of the inlet flow velocity, the anchoring points move upstream to the bluff body, while nearly no movement along the cross direction, and the flame will finally be blown out if the anchoring points are almost attached to the bluff body. It is implied that the quenching effect caused by heat transfer between flame fronts and bluff body is the key factor of flame blowout.