A mixed convection flow of an optically dense viscous incompressible fluid
along a horizontal circular cylinder has been studied with the effect of ra
diation when the surface temperature is uniform. Using appropriate transfor
mations, the boundary layer equations governing the flow are reduced to loc
al nonsimilarity form. Solutions of the governing equations are obtained em
ploying the implicit finite difference method. Effects of varying the perti
nent parameters, such as, the Planck number, R-w the surface temperature pa
rameter, theta(w) and the buoyancy parameter, alpha on the local skin-frict
ion and local heat transfer coefficients are shown graphically as well as i
n tabular form against the curvature parameter xi, while taking Prandtl num
ber Pr = 1.0. It is found that an increase of R-d, theta(w) or alpha leads
to increases in the values of the local skin-friction and the local rate of
heat transfer coefficients. At the stagnation point asymptotic solutions f
or large value of a are also obtained and the effect of the other pertinent
parameters on the formation of the flow separation are studied.