Abstract
In the current assessment, the computational analysis is performed to study the heat and mass transfer characteristics over an inclined surface embedded in porous materials. In the electromagnetic fields (EMF) environment, the impact of buoyancy forces (arise from both temperature and concentration) is thoroughly investigated in chemically reactive flow. A revamped Scott-Blair model is introduced in the constitutive equations to control the flow velocity and heat and mass transfer at the highly charged surface. In order to perform the computational simulations, the stabilized finite element method is utilized to capture the anticipated characteristics of fractional viscoelastic flow. The numerical error and convergence analysis are carried out to validate the MATLAB code for the proposed Scott-Blair model. Keeping in view the engineering perspective, the average heat and mass transfer rate are also presented in a tabular form.