We investigate the effects of layer thickness (t) on hardness (H) and rate
sensitivity of the hardness (partial derivative H / partial derivative In i
s an element of over dot) in 1 mu m-thick Cu/Nb nanolayer composites. For t
> 10 nm, we find that H correlates with t according to H = H-0 + H(1)t(-1/
2), suggestive of a Hall-Fetch mechanism with layer interfaces replacing gr
ain boundaries as barriers against dislocation motion. The measured levels
of partial derivative H / partial derivative In (is an element of) over dot
clearly indicate the operation of bulk-like dislocation mechanisms consist
ent with a Hall-Fetch mechanism. However, based on a Haasen-plot activation
analysis, it appears that the Hall-Fetch coefficient, H-1, is strongly rat
e-dependent, inconsistent with a conventional Hall-Fetch mechanism. For spe
cimens with t < 10 nm there is a saturation in hardness, but the rate sensi
tivity data indicate no clear evidence of a corresponding change in mechani
sm. Simple models are proposed.