| Autor: |
Michel Bon-Mardion, Swapnil Kharche, Christophe Baudet, Bernard Rousset, Jean-Paul Moro, Alain Girard, Joachim Peinke, André Fuchs |
| Rok vydání: |
2021 |
| Předmět: |
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| Zdroj: |
Springer Proceedings in Physics ISBN: 9783030807153 |
| DOI: |
10.1007/978-3-030-80716-0_8 |
| Popis: |
The \(\mathbf{S} \)uperfluid \(\mathbf{H} \)igh \(\mathbf{RE} \)ynolds von \(\mathbf{K} \)arman experiment (SHREK) has been designed to study the fundamental characteristics of turbulence at very high Reynolds number flows using a medium of normal helium (HeI) or superfluid helium (HeII). The velocity fluctuations were measured by the technique of hot-wire anemometry in classical liquid helium at T = 2.2K and P = 3bar. The dimensionless dissipated power per unit mass estimated from the hot-wire measurements has found to reach an asymptotic value with respect to Reynolds number for each of the configuration of von Karman flow. The turbulence cascade is one of the non-equilibrium thermodynamic process, which can be expressed by solving the Fokker-Planck equation (FPE) using the experimental hot-wire data. Using the solution of FPE in terms of drift and diffusion coefficient, the total entropy change \(\Delta S_{tot}\) is estimated from the system entropy change \(\Delta S_{sys}\) and the medium entropy change \(\Delta S_{med}\) for each of the turbulence cascade trajectory starting from integral length scale L down to Taylor microscale \(\lambda \). The validity of the integral fluctuation theorem is proved. Experimentally, the validity of the increase of entropy principle is addressed for the SHREK experimental data with respect to \(Re_{\lambda }\) up to \(\mathcal {O}(10^{4})\). |
| Databáze: |
OpenAIRE |
| Externí odkaz: |
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