Entropy Generation in Different Types of Fractionalized Nanofluids

摘要: The study of classical nanofluid is limited to partial differential equations with integer-order neglecting memory effect. Fractionalized nanofluids, modeled by Caputo time-fractional derivative, have the capability address This article deals flow and entropy generation electrically conducting different types fractionalized nanofluids passing over an infinite vertical plate embedded in porous medium. governing are transformed into dimensionless form, then, a model generated using approach. Two nanoparticles (molybdenum disulfide graphene oxide) dispersed three base fluids (water, kerosene oil methanol). problem solved for exact solutions Laplace transformation technique. impacts fractional parameter $$\alpha $$ volume fraction $$\varphi on velocity profile, generation, Bejan number rate heat transfer exhibited tabular form. Finally, graphs plotted discussed physically. Moreover, from present solutions, well-known published results recovered validate obtained results.