Quantum mechanics

Turbulence

Nusselt number

Péclet number

Brinkman number

Heat transfer

Materials science

Biot number

Reynolds number

Entropy (arrow of time)

Mathematical optimization

Natural convection

Prandtl number

Thermophoresis

Thermodynamics

Physics

Nonlinear system

Joule heating

Mathematics

Minification

Composite material

Bejan number

Heat generation

Nanofluid

Joule–Thomson effect

Mechanics

Convection

Combined forced and natural convection

Journal of Molecular Liquids

Main emphasis here is to investigate the novel characteristics of entropy generation in nonlinear mixed convective flow of nanofluid between two stretchable rotating disks. Buongiorno nanofluid model of nanomaterial is implemented in mathematical modeling. Nanofluid aspects for thermophoresis and Brownian movement are considered. Heat transport mechanism is examined subject to convective condition and Joule heating. Velocity slip is considered at the lower and upper disks. Total entropy generation rate is discussed. Systems of PDEs is first converted into ODEs and then tackled by for convergent solutions. The impacts of Reynold number, Prandtl number, Hartman number, velocity slip parameter, Biot numbers of heat and mass transfer, thermophoresis, Brownian motion, nonlinear convection parameters for temperature and concentration, mixed convection parameter and Schmidt number on velocities, temperature, Bejan number, concentration and total entropy generation rate are graphically examined. Our investigation reveal that entropy generation rate and Bejan number have inverse behavior for higher estimation of Hartman number. Moreover velocity and temperature gradients are physically interpreted.

Entropy generation minimization (EGM) in nonlinear mixed convective flow of nanomaterial with Joule heating and slip condition