Nonlinear nanofluid fluid flow under the consequences of Lorentz forces and Arrhenius kinetics through a permeable surface: A robust spectral approach

Emerging applications in nanomaterials processing are increasingly featuring multiple physical phenomena including magnetic body forces, chemical reactions and high temperature behavior. Stimulated by developing a deeper insight of nanoscale fluid dynamics such manufacturing systems, the current article, we study nanofluid along nonlinear porous stretching sheet with Arrhenius kinetics wall transpiration. Appropriate similarity transformations employed to simplify governing flow problem. The emerging momentum, thermal energy nanoparticle concentration ordinary differential conservation equations solved numerically hybrid technique combining Successive Linearization Chebyshev Spectral Collocation. A parametric impacts parameter, media Brownian motion parameters for thermophoresis, radiation, function, suction/injection (transpiration) addition Schmidt number on velocity, (concentration) distribution is conducted. detail numerical comparison presented different analytical techniques as specific case investigation. Increasing reaction constant parameter significantly decreases magnitudes results thickening boundary layer. Enhancing values activation increases magnitudes. thermophoresis elevates both concentration. radiation layer thickness. Enlarging (smaller nanoparticles) depress