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- W2949558001 abstract "Two parametrizations for second order velocity moments, the Batchelor parametrization for the r-space structure function and a common parametrization for the energy spectrum, $E(p)propto p^{-5/3}exp(-p/p_d)$, are examined and compared. In particular, we investigate corrections to the local scaling exponents induced by finite size effects. The behavior of local r-- and p--space exponents differs dramatically. The Batchelor type parametrization leads to energy pileups in p-space at the ends of the ISR. These bottleneck effects result in an extended r-space scaling range, comparable to experimental ones for the same Taylor-Reynolds number $rel$. Shear effects are discussed in terms of (global) apparent scaling correction $deltazeta^{app}$ to classical scaling. The scaling properties of $deltazeta^{app}(rel )$ differ not only among the parametrizations considered, but also among r-- and p--space for a {it given} parametrization. The difference can be traced back to the subtleties of the crossovers in the velocity moments. Our observations emphasize the need for more experimental information on crossovers between different subranges." @default.
- W2949558001 created "2019-06-27" @default.
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- W2949558001 date "1994-07-29" @default.
- W2949558001 modified "2023-09-23" @default.
- W2949558001 title "Anisotropy and scaling corrections in turbulence" @default.
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