Structure of flows in vortices |
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Authors: | V A Bubnov I Z Gabdullin A A Solov'ev |
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Affiliation: | (1) Moscow Machine-Tool Construction Institute, USSR;(2) M. V. Lomonosov Moscow State University, USSR |
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Abstract: | The structure of a gradient vortical flow was studied experimentally.Notation vx, vy, vz
flow velocity components in a rectangular coordinate system
- v , vr, vz
flow velocity components in a cylindrical coordinate system
- v1
tangential velocity at the boundary of solid revolution at r = r1
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l
length of the vortex
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kinematic viscosity
- R
radius of the forming cylinder
- ![Gamma](/content/x20ux81354062684/xxlarge915.gif)
circulation in the region of potential flow
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second air flow rate through the eddy of ascending flows
- Re=v1r1/
tangential Reynolds number
- N=Q/ro
radial Reynolds number
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a=l/r0
configuration ratio for the vortex model
- s=ro![Gamma](/content/x20ux81354062684/xxlarge915.gif) /2Q
effective exchange coefficient
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a
*=l/r
configuration ratio for the vortex generator
- s*=R![Gamma](/content/x20ux81354062684/xxlarge915.gif) /Q
constructive exchange coefficient
- p=p–p
pressure drop in the vortex relative to atmospheric pressure p
- r*= r/r1
dimensionless radius of the vortex
- v*=v /v1
dimensionless tangential velocity
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a
*/a
gradient ratio
Translated from Inzhenerno-Fizicheskii Zhurnal, Vol. 39, No. 4, pp. 611–618, October, 1980. |
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Keywords: | |
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