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The steady electrically conducting flow of micropolar fluid caused by nonlinearly stretching sheet was reported by Hayat et al. [14].
Perfect numerical solutions can be obtained from the high Reynolds number boundary layer to the hypersonic viscous heat conducting flow.
A similar behavior for electrically conducting flow of Casson nanofluid due to stretching sheet was observed by Hussain et al. [38].
The two-dimensional electrically conducting flow of Casson nanofluid caused by stretching sheet with convective boundary condition is performed by Hussain et al. [38].
Motivate by this, Raju and Sandeep [18] and Raju et al. [19] analyzed three-dimensional electrically conducting flow of Casson-Carreau fluids and nanofluids due to unsteady and steady stretching sheet, respectively.
The obtained results are of potential benefit for studying the electrically conducting flow over various soft surfaces such as synthetic plastics, soft silicone sheet and soft synthetic rubber sheet.
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Hence, the Prandtl number can be used to increase the rate of cooling in conducting flows.
Thanks to J. O. Sickman for guidance on experimental design; J. Jones and M. Anderson for fluorometry assistance; F. Setaro for assistance with organic nutrient digestions; B. Clinton, A. Engen and B. Petty for conducting flow-injection and combustion elemental analysis; and S. Sadro for helping deploy the first experiment.
After building a model, we conducted flow simulations by TOUGH2/ECO2N.
A Stereozoom microscope and camera system were employed to conduct flow visualization.
Both sharp-edged models and round-edged models were used to conduct flow and turbulence experiments.
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