The reviews in the literature reveal that nanofluids are more efficient for heat transfer than regular base fluids. The liquids that contain suspended nanoparticles have gained significant attention in recent years due to their potential enhancement of heat transfer in various applications including electronics cooling, power generation, and refrigeration. The present research work aims to examine the MHD radiative oscillatory nanofluid flow in a porous medium through an asymmetric wavy channel. The partial differential equations with physical boundary conditions represent the mathematical model of the flow problem. The governing equations are solved by the analytical method. H2O-Water and C2H6O2-ethylene glycol (EG) as base fluids are used with four different types of nanoparticles, namely gold (Au), copper (Cu), alumina (Al2O3), and silver (Ag). Graphs for velocity and temperature profiles are drawn for various shapes (cylindrical, brick, and platelet). Several plots illustrate the velocity, temperature, shear stress and heat transfer rate. Viscosity and thermal conductivity are evidently observed to be the most important physical quantities responsible for varying velocity and temperature profiles.