Analytical Solutions for Fractional Caputo-Fabrizio Casson Nanofluid on Riga Plate with Newtonian Heating

Introduction of fractional derivatives to the mechanics fluid flow is relatively new. Even though exact geometrical representations on have not been discovered, recent literatures proven that it a paradox will be useful in future. Meanwhile, Riga plates are actuators convenient for controlling velocity flows. Widely used field marine engineering, properties flowing over worth investigating. Thus, aim this study investigate analytical solutions an unsteady incompressible Casson nanofluid plate with presence Newtonian heating. Carboxymethyl Cellulose (CMC) water was as prime example Copper-Oxide (CuO) nanoparticles. Coupled non-Newtonian fluid, and Caputo-Fabrizio derivative, obtained beneficial engineering world tool validating experimental numerical studies. Through study, were profiles both temperature variations parameters investigated. It observed derivative parameter produces spectrum abides initial boundary conditions set. An amplification modified Hartmann number increases profiles, while nanoparticle volume fraction decreases profile but increase profile.