Abstract
In this report, the electric field strength impact on MHD Carreau AA7075 - water nanofluid flows is controlled by a stretching sheet with formable thickness. The three simple models of nanoparticle shapes are enrolled into a pattern, i.e. sphere
, cylinder
and lamina
. The powerful partial differential equations (PDEs) are reconstructed into ordinary differential equations (ODEs) by performing persistent conformity design and it is polluted numerically by executing the Cash and Carp method, MAPLE 18 and Matlab. It is interesting to note that the rate of heat transfer of sphere-shaped nanoparticles in AA7075 - water nanofluid flow is more energetic than all the other shapes in the flow regime.