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On the nature of conjugate vortex flows
Published online by Cambridge University Press: 28 March 2006
Abstract
Conjugate solutions of the equation of swirling cylindrical flow are considered in the case where the ‘primary’ flow has constant axial velocity. Numerical solutions are exhibited, which suggest a division of primary flows into four classes, and some conditions governing membership of these classes are derived. Finally, the case when the governing equation is slightly non-linear is considered.
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- © 1968 Cambridge University Press
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