Involvement of temperature dependent thermal conductivity and diffusion coefficient on bio-convective flow partial differential equations of Williamson model with radiation phenomenon

The Williamson nanofluid flow via a nonlinear stretching plate is examined in this work. Unlike the literature analysis for a linear stretching situation, which focuses on the local impact of Williamson parameter, this analysis will examine the global influence of λ. Furthermore, the characteristics of activation energy are also considered in this review. It is still unclear how the proposed model and ensuing similarity transformation are viewed. Analytical solutions are found for the altered partial differential equations. Figures illustrate the effects of embedding factors on the temperature, concentration, density microorganisms, and velocity curves. Tables are also used to illustrate how embedded characteristics affect mass transfer, heat transfer, and skin friction.