<p>Motivated by complex rheology and enhanced thermal features, the suspension of nanofluid with non-Newtonian materials have attained special applications due to superior thermal characteristics, presenting applications in energy systems, polymer processing, drug delivery and thermal management systems. This investigation aims to describes the nonlinear mixed convection flow Jeffrey nanofluid due confined by oscillating surface by using the modified Fourier apporach. The transport of heat/mass analysis is supported with utilization of Cattaneo-Christov model. Thermal analysis is further concluded by utilizing the nonlinear radiated effects. Analytical supported simulations are performed with homotopy analysis method. Graphical results are prepared to analyze significance of parameters. The results confirmed that applications of buoyancy forces effectively control the fluid velocity but enhances the transport phenomena. A reduction in fluid velocity is revealed due to material parameter. Furthermore, the solutal relaxation number declines the concentration profile. The proposed model concludes applications in chemical reactors, polymer processing, heat exchangers, solar systems etc.</p>

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Advanced Cattaneo-Christov heat transfer analysis in Jeffrey nanofluid flow with mixed convection and activation energy mechanisms

  • Jawaher Alzahrani

摘要

Motivated by complex rheology and enhanced thermal features, the suspension of nanofluid with non-Newtonian materials have attained special applications due to superior thermal characteristics, presenting applications in energy systems, polymer processing, drug delivery and thermal management systems. This investigation aims to describes the nonlinear mixed convection flow Jeffrey nanofluid due confined by oscillating surface by using the modified Fourier apporach. The transport of heat/mass analysis is supported with utilization of Cattaneo-Christov model. Thermal analysis is further concluded by utilizing the nonlinear radiated effects. Analytical supported simulations are performed with homotopy analysis method. Graphical results are prepared to analyze significance of parameters. The results confirmed that applications of buoyancy forces effectively control the fluid velocity but enhances the transport phenomena. A reduction in fluid velocity is revealed due to material parameter. Furthermore, the solutal relaxation number declines the concentration profile. The proposed model concludes applications in chemical reactors, polymer processing, heat exchangers, solar systems etc.