The triple diffusion flow of nanofluid presents important role to boost the mass and heat transportation phenomenon, presenting applications in the chemical processing, solar energy collectors and catalytic reactors. The contribution of triple diffusion phenomenon associated to nanofluid flow become important when the energy gradient fluctuates due to mass transfer. Current analysis aims to incorporates the heat and mass transfer impact subject to Prandtl nanofluids with applications of triple diffusion flow. The thermal problem is subject to radiative and varying thermophysical attributes. A stretched surface induces laminar flow. The Robin type (convective) boundary conditions are used to analyze the flow behavior. The modeled problem is simplified first with assumptions of dimensionless variables. The numerical simulations against the modeled problem are retained via shooting scheme. Physical visualization of results has been presented to modeled flow problem. It has been noticed that the temperature field augments subject to escalating Dufour number values. An escalating role of Dufour-Lewis factor has been noticed for solutal concentration phenomenon. Furthermore, the nanoparticles concentration diminishes for regular Lewis number.
Khan et al. (Fri,) studied this question.