Detailed coolant jet temperature pro les and lm effectiveness distributions on the suction side of a gas turbine blade are measured using a thermocouple probe and a transient liquid crystal image method, respectively. The blade has only one row of lm holes near the gill-hole portion on the suction side of the blade. The hole geometries studied include standard cylindrical holes and holes with diffuser-shaped exit portion (i.e., fan-shaped holes and laidback fan-shaped holes). Tests are performed on a ve-blade linear cascade in a low-speed wind tunnel. The mainstream Reynolds number based on cascade exit velocity is 5:3 £ £ 10 5 . Upstream unsteady wakes are simulated using a spoke-wheel-type wake generator. The wake Strouhal number is kept at 0 or 0.1. Coolant blowing ratio is varied from 0.4 to 1.2. Results show that both expanded holes have signi cantly improved thermal protection over the surface downstream of the ejection location, particularly at high blowing ratios. In general, the unsteady wake tends to reduce lm-cooling effectiveness.
Nomenclatureconductivity of mainstream air L = lm-cooling hole length M = coolant-to-mainstreammass ux ratio or blowing ratio, ½ c V c =½ m V N = speed of rotating rods Nu = local Nusselt number based on axial chord, hC x =k air Nu = spanwise-averagedNusselt number n= number of rods on wake generator P = lm-hole pitch q 00 = local forced convection heat ux with lm injection q 00 0 = local forced convection heat ux for the no lm-hole case N q 00 = spanwise-averagedforced convection heat ux with lm injection N q 00 0 = spanwise-averagedforced convection heat ux for the no lm-hole case Re = Reynolds number based on exit velocity and axial chord, V 2 C x =º S = wake Strouhal number, 2¼ N dn=.60V 1 / SL = streamwise length on the suction surface (33.1 cm) T c = coolant temperature T f = lm temperature T i = initial temperature of blade surface T m = mainstream temperature T w = liquid crystal color change from green to red t = liquid crystal color change time V = local mainstream velocity along the blade suction surface at the lm-hole location V c = coolant hole exit velocity V 1 = cascade inlet velocity V 2 = cascade exit velocity X = streamwise distance starting from lm-hole centerline; streamwise distance measured from leading edge to lm-hole centerline Y = perpendicular distance from blade surface Z = spanwise distance from centerline of lm-cooling holes ® = thermal diffusivity of blade material .0:135 £ 10 6 m 2 /s) ± 2 = local momentum thicknesś = local lm-cooling effectiveness Ń = spanwise-averaged lm-cooling effectiveness µ = nondimensional coolant jet temperature .T T m /=.T c T m / º = kinematic viscosity of cascade inlet mainstream air ½ c = coolant density ½ m = mainstream ow density Á = overall cooling effectiveness given by Á D .T m T w /=.T m T c /