Register to reply

Boundary layer thickness over square cylinder

Share this thread:
uby
#1
Mar9-10, 05:49 PM
P: 176
Hello all,

I am looking for a reference (text or peer-reviewed journal article) for the derivation of the boundary layer thickness over a short square cylinder as a function of distance from the leading edge for the simplest case of steady, uniform and laminar axial flow of an inviscid, incompressible fluid. Prefer an analytical solution (if it exists) rather than a numerical one. I can not find in Schlicting's "Boundary Layer Theory" or from my searches of the peer-reviewed journal literature.

My needs are simply to establish that there is a parabolic growth of boundary layer thickness as function of distance from the leading edge and that there are no significant effects caused by the square cross section (ie - that 'away' from the corner, defined as some fraction of the edge length, I can expect to see typical flat plate parabolic boundary layer behavior).

Thanks!
--Dave
Phys.Org News Partner Science news on Phys.org
Law changed to allow 'unlocking' cellphones
Microsoft sues Samsung alleging contract breach
Best evidence yet for coronal heating theory detected by NASA sounding rocket

Register to reply

Related Discussions
Calculating Boundary Layer Thickness Aerospace Engineering 2
Boundary layer thickness, accelerating flow. Mechanical Engineering 1
Boundary Layer displacement thickness Mechanical Engineering 1
Turbulent Boundary layer thickness on a flat plate Mechanical Engineering 1