Analyses of steady, two-dimensional, laminar boundary layer flow and transfer of heat over a moving wedge in
nanofluids are carried out. Here we consider single-phase model for nanofluids in which fluid medium and solid nanoparticles are
in thermal equilibrium and the flow will have the silmilar velocity. Three different water-based nanofluids namely Copper,
Alumina and Titania are accounted. The outer potential flow is estimated by the power-law relation. Using similarity
transformations the conservation of momentum and energy equations are transformed into an ordinary differential equations and
are solved analytically in circumstances where the analytical solutions are possible and otherwise numerically by Keller box
method. The velocity and temperature profiles for several values of pressure gradient parameter, ratio of free-stream velocity to
boundary velocity and solid volume fraction parameter of the nanofluid are presented graphically. Our results show that there is a
good agreement among analytical .
