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- W2022793595 startingPage "1852" @default.
- W2022793595 abstract "The hierarchy of turbulence equations is closed by several methods, but good results for higher Reynolds numbers are obtained only for a closure by specification of initial conditions. Four terms of an exponential series, which is an iterative solution of the Navier–Stokes equation, are used in the closure. A complete solution, in the sense that the evolution of all of the initially specified spectra can be calculated, is obtained. This cannot be done by using a Taylor series, regardless of how many terms are retained. The results indicate that purely viscous decay becomes negligible compared with inertial decay as Reynolds number becomes large." @default.
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- W2022793595 title "Decay of homogeneous turbulence from a given state at higher Reynolds number" @default.
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