The stress and temperature dependences of steady state creep rate, \dotε
s, have been investigated to examine the effects of grain size and dispersed particles on creep deformation in Al-Al
2O
3 and Al-Al
2O
3-1%Si alloys with different grain sizes.
Main results are as follows: The stress and grain size dependences of the temperature compensated creep rate, \dotε
s⁄
D, in a high stress range are different from those in a low stress range, where
D is the lattice self diffusion coefficient of Al. In the high stress range, \dotε
s⁄
D becomes large and the stress exponent,
n, increases from 14 to 21 with increasing grain size. In the low stress range, \dotε
s⁄
D decreases abruptly with lowering applied stress, showing the existence of threshold stress below which the creep rate approaches zero. In this range, \dotε
s⁄
D becomes large with decreasing grain size, so that the contribution of grain boundary sliding to creep rate becomes important. The threshold stress, (σ⁄
E)
th, for Al-Al
2O
3 alloy of coarse grains is estimated to be about 10
−3.56 E, where
E is Young’s modulus. The value is about one half of the yield stress at room temperature that is a measure of Orowan stress.
It is shown that the increased volume fraction of Al
2O
3 particles affects only the threshold stress but not the stress exponent
n as far as the grain size is unchanged, and that the creep rate is generally expressed by the following empirical relation,
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\
oindentwhere
A is a constant independent of the volume fraction of particles and
n=7-8 for Al-Al
2O
3 alloy of coarse grains.
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