The Carreau fluid flow model is estimate with the velocity, energy and concentration transfer through the hybrid nanofluid through a stretching cylinder involving modified Buongiorno's model. By combining nanoparticles with different thermal and rheological properties, the nanofluid's proficiency might be increased, stabilized, and more effective. The dispersion of has created the hybrid nanofluid of Manganese ferrite ( \({\mathbf{MnZnFe}}_{2} {\mathbf{O}}_{4}\) ), Nickel-Zinc ferrite ( \({\mathbf{NiZnFe}}_{2} {\mathbf{O}}_{4}\) ) nanocomposites in base fluid. The fluid flow is represented as a system of PDEs that take into account the effects of a momentum, energy, and concentration. The group of PDEs transformed using substitutions for similarity variables into a non-dimensional set of ODE. The impact of the study is on the velocity profile of the reaction in hybrid nanofluid and nanofluid developed by the Weissenberg number, curvature parameter, and magnetic field; the temperature profile of the reaction in hybrid nanofluid and nanofluid developed by the Prandtl number; the concentration profile of the reaction in hybrid nanofluid and nanofluid developed by the Schmidt number; and evaluating the fields skin friction coefficient, local Sherwood number, and local Nusselt number. The results are displayed in tables and graphs.

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Numerical Study on Electrolyte Based Hybrid Nanofluid Flow Over a Stretching Cylinder Using Modified Buongiorno's Model

  • P. Asaigeethan,
  • K. Vaithiyalingam,
  • K. Loganathan,
  • P. Sakthivel

摘要

The Carreau fluid flow model is estimate with the velocity, energy and concentration transfer through the hybrid nanofluid through a stretching cylinder involving modified Buongiorno's model. By combining nanoparticles with different thermal and rheological properties, the nanofluid's proficiency might be increased, stabilized, and more effective. The dispersion of has created the hybrid nanofluid of Manganese ferrite ( \({\mathbf{MnZnFe}}_{2} {\mathbf{O}}_{4}\) ), Nickel-Zinc ferrite ( \({\mathbf{NiZnFe}}_{2} {\mathbf{O}}_{4}\) ) nanocomposites in base fluid. The fluid flow is represented as a system of PDEs that take into account the effects of a momentum, energy, and concentration. The group of PDEs transformed using substitutions for similarity variables into a non-dimensional set of ODE. The impact of the study is on the velocity profile of the reaction in hybrid nanofluid and nanofluid developed by the Weissenberg number, curvature parameter, and magnetic field; the temperature profile of the reaction in hybrid nanofluid and nanofluid developed by the Prandtl number; the concentration profile of the reaction in hybrid nanofluid and nanofluid developed by the Schmidt number; and evaluating the fields skin friction coefficient, local Sherwood number, and local Nusselt number. The results are displayed in tables and graphs.