Fluorescence imaging is used to investigate the separated ow upstream of a blunt n in a hypersonic freestream with a transitional boundary layer. Images are presented to show the ow development before, during, and after the test time of the free-piston shock tunnel used to generate the ow. These images indicate that the test time in this facility is long enough to achieve a steady ow over the blunt n. Thermocouple measurements are included to compare the surface heat ux upstream of the n with that for ow along a at plate with the same freestream conditions. The heat ux results are consistent with separation in a transitional boundary layer and show that the separated ow is oscillatory.
Nomenclaturespeci c enthalpy of freestream, J ¢ kg ¡1 h w = speci c enthalpy at wall, J ¢ kg ¡1 h 1 = verticle distance from plate to triple point, m h 2 = vertical distance from plate to shear layer below triple point, m L = length of at plate, m l sep = separation length, m M = Mach number M 1 = Mach number in freestream Pr = Prandtl number p pitot;1 = pitot pressure, Pa p 0 = nozzle reservoir pressure, Pa P q s .t / = surface heat ux, J ¢ m ¡2 ¢ s ¡1 R = gas constant, J/(kg ¢ K) Re = Reynolds number St = Stanton number based on freestream conditions T = temperature, K T w = temperature at wall, K T 1 = temperature in freestream, K T ¤ = Eckert reference temperature, K t = time, s U = velocity, m ¢ s ¡1 U 1 = ow speed ahead of the bow shock, m ¢ s ¡1 u e = velocity of freestream, m ¢ s ¡1 X= position at which 1t N T is evaluated, m x = distance from nozzle throat along nozzle axis, m ® 1 = angle of separation shock with horizontal, deg ® 2 = angle of shear layer with horizontal, deg ®¸= angle of lambda shock with horizontal, deg°= ratio of speci c heats°1 = ratio of speci c heats in freestream 1 = asymptotic value of shock standoff distance, m 1t E = time to establish overall ow, s 1t E ;max = maximum time to establish overall ow, s 1t E ;min = minimum time to establish overall ow, s 1t nozzle = time to establish nozzle ow, s 1t N T = time for sound waves to travel through nozzle, s 1 0 = shock standoff distance when established, m ½ e = density of freestream, kg ¢ m 3 ½ s = density behind bow shock, kg ¢ m 3 ½ 1 = density ahead of bow shock, kg ¢ m 3 ¿ bl = characteristic response time (boundary layer), s ¿ bs = characteristic response time (bow shock), s ¿ sep = characteristic response time (separated ow), s