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Within the framework of slowly varying flames we derive an equation for the burning rate of a flame in a strained flow field under near-stoichiometric conditions.
In the present study, of particular interest is the flame residing in a weakly strained flow field such that the flame is stabilized away from the viscous boundary layer adjacent to the stagnation plane and is free to move in response to flow perturbations.
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Recently, Blaser evaluated the hydrodynamic disrupting force on a floc in an axisymmetrical straining flow.
The spatially varying straining flow were created using an opposed slot-jet burner with slightly nonparallel jet exits.
In this paper, we examine the stresses on a small ellipsoidal particle which is immersed in either a constant, simple shear, two-dimensional straining or axisymmetric straining flow.
The tensions produced in the wall of a rigid, thin-walled, liquid-filled sphere as it moves with an axisymmetric straining flow are examined.
Straining Flow Spinning is a versatile and robust spinning technique for the production of regenerated silkworm silk fibers using mild chemistries.
A generalised correlation for the maximum wall tension, expressed in dimensionless form as a Weber number (We), is developed in terms of the acceleration number (Ac) and Reynolds number (Re) of the straining flow.
The analysis shows that the straining flows are particular important for the load on particles.
Straining flows can thin or thicken an interface and this must be resisted by a high enough diffusion.
Nonpremixed flames subject to steady but spatially varying straining flows were studied to examine one aspect of nonpremixed flames in strongly turbulent flows or near quenching conditions (e.g., near a burner rim), where strain-rate gradients are present and local strain rates may be high enough to cause local flame-front extinguishment.
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