Heat and Mass transfer effect in Stagnation point flow of MHD Jeffery Nanofluid Flow over Porous Stretching sheet with Thermal Radiation

The current perusal is focused on the investigation of stagnation point flow of Magnetohydrodynamics (MHD) nanofluids across a porous stretching sheet utilizing Jeffery model. Additionally, the impact of thermal radiation has been considered. Through the selection of appropriate similarity transformations, the partial differential equations have been converted into non-linear ordinary differential equations and subsequently extricated numerically utilizing BVP4c technique in MATLAB software. The effects of significant variables like as λ2,M,K, r,β,Pr,Nr,Nb,Nt and Le have been thoroughly discussed and illustrated through graphical representation.