Particle shape effect on two-dimensional steady magnetohydrodynamic Marangoni boundary layer flow and radiation heat transfer of an incompressible electrically conducting copper-water nanofluid driven by exponential temperature is examined. By using suitable similarity transformations, governing partial differential equations are reduced into nonlinear ordinary equations. Transformed solved numerically Galerkin finite element method. Effects relevant physical parameters such as solid volume...

In this analysis, a computational study is performed to discuss the two-dimensional, steady, incompressible, magnetohydrodynamic CNT-water nanofluid flow along with impacts of thermal radiation, Marangoni convection, viscous dissipation and Joule heating. Single wall carbon nanotube multiple are taken into account. Problem modeled then solved by applying Galerkin finite element method. Results on velocity temperature distributions for influences suction parameter, exponent constant, solid...

A numerical study of the effect viscous dissipation and Joule heating on steady two-dimensional incompressible stagnation point flow electrically conducting nanofluids along with suction/injection at a stretching/shrinking surface embedded in saturated porous medium magnetic field is considered. The impact different types nanoparticles base fluid, heat generation/absorption, thermal radiation are also dealt with. Similarity transformations applied to reduce governing partial differential...

This problem aims to address hydrodynamic Marangoni boundary layer flow of incompressible nanofluid along different shapes particle like sphere, tetrahedron, column and lamina with exponential temperature. Choosing appropriate transformations, the governing equations are reduced non-linear ordinary differential then solved by using a perturbation technique. Impacts in velocity temperature profiles for relevant considering parameters namely nanoparticle volume fraction, magnetic parameter,...

Present analysis involves behavior of MHD flow Cu- water nanofluid in the presence Newtonian heating impact towards a flat surface. Convenient transformations are used to alter leading partial differential equations into set ordinary equations. An effective numerical approach as Runge-Kutta fourth order method is applied solve governing alongside shooting technique. Fluid and fluid temperature studied graphical form for impacts solid volume fraction, magnetic parameter local Biot number....

Two dimensional, steady, incompressible magnetohydrodynamic flow near a stagnation region toward an exponentially stretching plate is numerically investigated in present illustration. Base fluid– blood, along with copper (Cu) taken to compose the nanofluid and different shapes of nanoparticles such as sphere, hexahedron, tetrahedron, column lamina are into considerations. By using suitable similarity transformations, consequent equations converted set nonlinear ordinary differential...