THE STRAIN EXERTED BY A VORTEX ON A FLAME - DETERMINED FROM VELOCITY-FIELD IMAGES

Citation
Jf. Driscoll et al., THE STRAIN EXERTED BY A VORTEX ON A FLAME - DETERMINED FROM VELOCITY-FIELD IMAGES, Combustion science and technology, 96(4-6), 1994, pp. 213-229
Citations number
23
Categorie Soggetti
Energy & Fuels",Engineering,Thermodynamics
ISSN journal
00102202
Volume
96
Issue
4-6
Year of publication
1994
Pages
213 - 229
Database
ISI
SICI code
0010-2202(1994)96:4-6<213:TSEBAV>2.0.ZU;2-R
Abstract
Velocity field imaging techniques were used to observe how a single to roidal vortex, which represents one eddy in a turbulent flow, exerts a erodynamic strain on a premixed flame. By achieving dense seeding of t he flow, the spatial derivatives of velocity were determined accuratel y, which allows the following to be measured as a function of space an d time: the aerodynamic strain rate that is tangential to the flame, t he rate of flame stretch, the vorticity field, the shear strain rate h eld and the flow pattern near the forward stagnation point. The vortex strength was sufficient to cause quenching of the flame. An unexpecte d result is that the maximum strain on the flame does not occur on the centerline near the forward stagnation point. Instead the strain rate distribution is significantly different from numerical simulations of Poinsot, et al., for which strain is maximum on centerline. The diffe rence is due to the different vortex sizes considered, which indicates that small vortices exert a different strain rate distribution on a f lame than larger vortices, and that the process cannot be modelled as being self-similar. During flame quenching, the maximum local strain r ate is measured to be 35 sec(-1), which is similar to the value of 42 sec(-1) that is required to quench a steady, planar counterflow flame of the same equivalence ratio. The velocity field images also show how the flame creates vorticity in the products. This flame-generated tur bulence results from the gas expansion and baroclinic torque terms in the vorticity transport equation. The velocity field ahead of the flam e also is affected by the flame, but no vorticity is generated in the reactants; this validates the assumption made in many models that the turbulence in the reactants is undisturbed by the flame.