Heat transfer in forced oscillatory compressible flow past a yawed cylinder

The solutions for three-dimensional, oscillatory, compressible boundary-layer flow past a yawed cylinder of infinite span when the temperature of the cylinder is oscillatory about a steady mean are derived. The derivation is performed in terms of the Stewartson variables (1949), and the ordinary differential equations are solved using the shooting methods of Reshotko and Beckwith (1957) and Cohen and Reshotko (1956). The oscillatory portion of the motion is analyzed using two dissimilar asymptotic solutions. The behaviors and magnitudes of the heat transfer and skin friction coefficients are represented graphically for small and large values of the frequency parameter.