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 Pete June 28, 2000 08:08

Backward Facing Step

I have a question about the backward facing step problem. At low Reynolds numbers (based on velocity upstream of step and step height), the reattachment length increases linearly with the Reynolds number. As the Re number gets larger, does the reattachment length stop increasing with further increases in Re? Does it approach a constant value for that particular geometry?

 John C. Chien June 28, 2000 14:22

Re: Backward Facing Step

(1). A good question, but I am not sure. (2). Within laminar assumption, I guess, this self similar behavior will continue. (3). For turbulent flow , it is around six step height.

 Kalyan June 28, 2000 17:45

Re: Backward Facing Step

With laminar assumption, I guess the length would increase with Re in a typical case.

However, I am not too sure if the Re (as defined based on velocity and step height) is a relevant quantity at very high Re. The vortex shedding at the bend may be depend a lot on the step height. I do not think any self-similar behavior exists in this problems due to the singular behavior at the bend and the reattatchment point.

 Jitendra June 28, 2000 19:03

Re: Backward Facing Step

pete,

It is true that at low reynolds no. if you increase Re reattachment length increases.At higher Re this reattachment length decreases ... interseting fact indeed.

Have a look at landmark paper in Journal of Fluid mechanics. Vol 117. n1. Page 17-23.

I forgot the author.

good luck

jitendra

 Guus Jacobs June 28, 2000 19:12

Re: Backward Facing Step