Numerical Approach for Induced MHD Sutterby Fluid Flow with Electro-osmosis's function for chemical reaction and heat dissipation across the Wedge

The primary focus of this article is on an electro-osmosis-based interpretation of the two-dimensional movement of an incompressible Sutterby nanofluid flow across a stretching wedge-shaped geometry. Thermal dissipation, double diffusivity, concentration and momentum association are also incorporated. Nanofluids are expected to improve the ability of heat-transfer fluids to convey heat more efficiently. Because the dimensionless equations related to our work are difficult to solve manually, we employ the MATLAB bvp4c technique to depict the graphical behavior of various parameters. The primary inquiry is that electro-osmosis causes a decrease in fluid velocity. The velocity field descends by an increment of the viscosity and magnetic field parameters but escalates against the inclined magnetic field parameter. The radiation variable parameter surges the temperature field while de-escalating the concentration and double diffusivity profile. Our investigation shows that the Brownian and thermophoresis diffusion coefficients encounter temperature increases at first, then slow down as both parameters are extended farther. The repercussion of an Inclined magnetic field is demarcated that how the occupancy of an Inclined magnetic field factor delays the velocity of Sutterby fluid. Electro-osmotic flow is a prevalent technology used in the chemical evaluationand microfluidic devices with high-voltage surfaces.