Heat and mass transfer of micropolar liquid flow due to porous stretching/shrinking surface with ternary nanoparticles

The present investigation is carried out to predict the flow characteristics of a micropolar liquid that is infused with ternary nanoparticles across a stretching/shrinking surface under the impact of chemical reactions and radiation. Here, three dissimilarly shaped nanoparticles (copper oxide, graphene and copper nanotubes) are suspended in H2O to analyse the characteristics of flow, heat and mass transfer. The flow is analysed using the inverse Darcy model, while the thermal analysis is based on the thermal radiation. Furthermore, the mass transfer is examined in light of the impact of first order chemically reactive species. The considered flow problem is modelled resulting with the governing equations. These governing equations are highly non linear partial differential equations. Adopting suitable similarity transformations partial differential equations are reduced to ordinary differential equations. The thermal and mass transfer analysis comprises two cases: PST/PSC and PHF/PMF. The analytical solution for energy and mass characteristics is extracted in terms of an incomplete gamma function. The characteristics of a micropolar liquid are analysed for various parameters and presented through graphs. The impact of skin friction is also considered in this analysis. The stretching and rate of mass transfer have a large influence on the microstructure of a product manufactured in the industries. The analytical results produced in the current study seem to be helpful in the polymer industry for manufacturing stretched plastic sheets.

Automated summary

The present study aims to predict the flow characteristics of a micropolar liquid infused with ternary nanoparticles across a stretching/shrinking surface under the impact of chemical reactions and radiation. The flow, heat and mass transfer characteristics are analyzed, including the suspension of three dissimilarly shaped nanoparticles (copper oxide, graphene, and copper nanotubes) in H2O. The governing equations are derived and transformed into ordinary differential equations for analysis. The impact of skin friction is also considered in this study, and the characteristics of the micropolar liquid are presented through graphs.