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July 12, 2000, 14:20 |
Richardson No.
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#1 |
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Could anyone give me a definition of Richardson no. , I think its someting to do with density gradients I think, and how does it arise in swirling flows if the flowfield is incompressible. Thanks for the help.
Philip |
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July 12, 2000, 21:40 |
Re: Richardson No.
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#2 |
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Dear Philip
There are severalm, but entirely different, Richardson number in fluid mechanics. For mixed convection, Richardson number is defined as Ri = Gr / Re**2 Where, Gr = Grashof #, Re = Reynolds # For swirling flow, gradient Richardson numberis the ratio of body force(centrifugal force) to the inertial force, and defined as, Ri = [(k/epsilon)**2]*[U/R**2]*[partial(UR)/partial(R). Where, U = vel. in the streamwise direction and R = local radius of curvature. And you may find similar definition for Richardson number for swirling flow. Sincerely, Jinwook |
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