Local entropy production in turbulent shear flows: a high-Reynolds number model with wall functions
By F. Kock, Heinz Herwig. 2004
736 citations recorded by the source corpus.
Subfields: Biomedical Engineering, Computational Mechanics, Mechanical Engineering
View Paper: https://www.semanticscholar.org/paper/db9413f9525d690d471813d6ff7fd745746d4f48
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In Biomedical Engineering
In Computational Mechanics
In Mechanical Engineering
Citations in the corpus
- Numerical analysis of the thermal and thermodynamic performance of a parabolic trough solar collector using SWCNTs-Therminol®VP-1 nanofluid (2018, methodology): “The total entropy generation rate is determined as the sum of the heat transfer irreversibility and the fluid flow irreversibility [38,39].”
- Thermodynamic optimisation of the performance of a parabolic trough receiver using synthetic oil–Al2O3 nanofluid (2015, methodology): “In this study, the entropy generation was determined from the temperature and velocity fields from the results of the authors’ computational fluid dynamics analysis as a sum of the heat transfer and fluid flow irreversibility according to the general equations presented by Kock and Herwig [31,32] as”
- Optimal thermal and thermodynamic performance of a solar parabolic trough receiver with different nanofluids and at different concentration ratios (2017, methodology): “(13) works well with simple boundary conditions such as a constant heat flux on the tube and for cases where the flow features do not depart significantly from simple pipe flow [43-45].”
- Thermal performance and entropy generation analysis of a high concentration ratio parabolic trough solar collector with Cu-Therminol®VP-1 nanofluid (2016, methodology): “The entropy generation due to the heat transfer irreversibility (S ''' gen)H, is given by [45,46]”