Abstract

The temperature dependence of the flow stress of molybdenum, deduced by means of two independent methods from tensile tests and stress-relaxation measurements on ultrapure single crystals (residual resistivity ratio 4×10 5, Schmid factor of the [111]( 1 ̄ 01) slip system μ=0.5) in the temperature range 4 K≤ T≤460 K, is shown to agree with that obtained by the cyclic-deformation technique. The analysis in terms of the kink-pair theory of screw-dislocation mobility gives the following results. Below T ̆ =60 K the elementary slip steps take place on ( 1 ̄ 10) planes (Peierls stress of the a 0〈111〉/2 screw dislocations σ P {110} = (870±10) MPa , formation energy of a pair of isolated kinks 2H k {110} =(0.63±0.03) eV ). At T> T ̆ slip proceeds by cross slip on ( 2 ̄ 11 and 1 ̄ 1 ̄ 2 ) planes (σ p {112} =(690±20) MPa, 2H k {112} =(1.27±0.03) eV) .

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