Marangoni forced convective Casson type nanofluid flow in the presence of Lorentz force generated by Riga plate

The present communication aims to investigate Marangoni based convective Casson modeled nanofluid flow influenced by the presence of Lorentz forces instigated into model an aligned array magnets in form Riga pattern. The exponentially decaying force is considered using Grinberg term. On liquid - gas or interface, a realistic temperature and concentration distribution with assumption that distributions are variable functions \begin{document}$ x $\end{document}. set so-formulated governing problems under umbrella Navier Stokes equations transformed nonlinear ODEs suitable transformations. Homotopy approach implemented achieve convergent series solutions for said problem. Influence active fluid parameters such as parameter, Brownian diffusion, Prandtl number, Thermophoresis others on profiles analyzed graphically. fluctuation local physical quantities heat mass flux rates, noticed check significance current many industrial well engineering procedures nanofluids. outcomes indicate effective assists motion results augmented velocity profile incremental values modified Hartman number. Furthermore, data parameter motivates significant reduction profile.