Abstract:
The aim of this thesis is to analyze the the solution of analytical solution of a Poiseulle flow of
incompressible fluid between two fixed concentric circular cylinders with radius subjact to
slip boundary conditions with the some appropriate assumptions were established by considering three
distinct cases. That is,those are the parallel flow to the wall with both slip boundary condition, slip and
no-slip and viceversal boundary conditions on the inner and outer surface of the two concentric
cylinders.
In each case the steady state velocity and volume flow rate distribution in the field were determined at
diferent boundary condition and the result indicates that both of them are affected by the radius of the
gap of concentric circular cylinder and slip length were discussed. Moreover, the fluid velocity of
distribution decrease and maximum velocity distribution at the center line of parallel flow of fluid,
when the radius of the gap of concentric circular cylinders increases in the vertical fluid motion.
