Results of an experimental study of smooth-wall, fully developed, turbulent channel flow are presented. The Reynolds number (
Rem) based on the channel height and the bulk mean velocity ranged from 10 000 to 300 000. The present results indicate that the skin-friction coefficient (
Cf) closely follows a power law for
Rem < 62 000. At higher Reynolds numbers,
Cf is best described by a log law. Detailed two-component velocity measurements taken at friction Reynolds numbers of
Reτ = 1000–6000 indicate that the mean flow and Reynolds shear stress display little or no Reynolds-number dependence. The streamwise Reynolds normal stress (
+), on the other hand, varies significantly with Reynolds number. The inner peak in
+ is observed to grow with Reynolds number. Growth in
+ farther from the wall is documented over the entire range of Reynolds number giving rise to a plateau in the streamwise Reynolds normal stress in the overlap region of the profile for
Reτ = 6000. The wall-normal Reynolds normal stress (
+) displays no Reynolds-number dependence near the wall. Some increase in
+ in the outer layer is noted for
Reτ ≤ 4000. The trends in the present Reynolds stress results agree qualitatively with recent experimental results from pipe and boundary layer flows.