The constitutive equation in ambient temperature creep region of α-Ti was investigated by performing creep tests on solute-strengthened and/or cold-rolled titanium. Increasing solute content and/or thickness reduction decreases the steady state creep rate. The stress exponent increases with solute content, but it is independent of thickness reduction in low stress. Then, the microyielding stress, σ
my, is introduced to express the stress at which dislocations start moving. The stress exponent in ε̇
s− (σ−σ
my) graph becomes almost constant with the value of three even in the solute-strengthened and/or cold-rolled titanium. The constitutive equation for ambient temperature creep in α-titanium is proposed as ε̇
s=
A (
S) × (
b/
d)
p× {(σ−σ
my) /
E}
n×exp (−
Q/
RT) , where
n≃3,
p≃1 and
Q≃20 kJ/mol. The deformation mechanism map of titanium with ambient temperature creep region including microyielding stress is proposed.
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