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- W3259968 abstract "max. 2000 char.): On the basis of Corrsin’s independence hypothesis, in conjunction with specific assumptions about the form of the distance-neighbour function, an equation is derived for twoparticle dispersion in isotropic turbulence with no mean motion. It is formulated in terms of the mean-square difference between the particle positions r 1(t1) and r2(t2) at arbitrary times t1 and t2 after the release of the particles with a given initial separation. Eddy removal and eddy decay are included with wave-number dependent time scales. The equation, which in general must be solved numerically, has been considered for the scale free k−5/3 energy spectrum as well as for the von K arm an spectrum. The model implies that only when the outer scale is infinite, i.e. in the limit where the energy spectrum is of the form k−5/3, will there be a Cet 3 range of the mean-square separation between the two particles. In this limiting case it is possible to estimate the dimensionless RichardsonObukhov constant C as a function of a dimensionless eddy-decay parameter. A reasonable choice of this parameter leads to a C-value of the order 1. ISSN 0106-2840 ISBN 978–87–550–3748-9 Contract no.: 1105-16-00 Group's own reg. no.: 1105016–00" @default.
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- W3259968 date "2009-01-01" @default.
- W3259968 modified "2023-09-23" @default.
- W3259968 title "Corrsin's Hypothesis and Two-Particle Dispersion in Isotropic, Stationary Turbulence" @default.
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