Abstract
In this work the basic flow field is investigated for the compressible
boundary layer flow over a rotating disk. Making use of self-consistent
assumptions within boundary layer theory, the governing basic equa-
tions of motion are derived leading to a generalized steady compressible
Von Karman flow. A Runge-Kutta integration method accurate to the
fourth order is then employed for the solution of the resulting equations.
Finally the velocity and temperature distributions corresponding to the
various parameters are calculated numerically and presented.