Print Email Facebook Twitter An alternative definition of order dependent dissipation scales Part of: 15th EuropeanTurbulence Conference 2015 (ETC15)· list the conference papers Title An alternative definition of order dependent dissipation scales Author Boschung, J. Gauding, M. Hennig, F. Peters, N. Pitsch, H. Date 2015-08-25 Abstract While Kolmogorov's similarity hypothesis suggests that velocity structure functions scale with the mean dissipation $\left< \varepsilon \right>$ and the viscosity $\nu$, we find that the $2m.$ even order scales with $\left< \varepsilon^m \right>$. This implies that there are other cut-off lengths than the Kolmogorov length $\eta$. These cut-off lengths are smaller than $\eta$ and decrease with increasing order and Reynolds-number. They are compared to a previous definition of order dependent dissipative scales by Schumacher~et.~al\cite{schumacher2007asymptotic}. To reference this document use: http://resolver.tudelft.nl/uuid:14e3fa3b-9c93-4660-8308-c3d4ca2022e0 Part of collection Conference proceedings Document type conference paper Rights (c) 2015 the Authors Files PDF 360.pdf 256.96 KB Close viewer /islandora/object/uuid:14e3fa3b-9c93-4660-8308-c3d4ca2022e0/datastream/OBJ/view