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- W2078485526 abstract "Abstract A model is developed of steady-state recovery creep. The rate controlling process is the climb of link dislocations within a 3-dimensional network; the climb velocity of the network nodes is shown always to be faster. The distribution of link lengths is deduced to be rectangular and dislocations are released from this either by node breakage or by operation of a Frank-Read source. Their subsequent slip is taken to be the only contribution to strain and their average slip distance is of the order of the network spacing; this glide step occurs instantaneously. It is further shown that the major diffusion path may be either through the lattice, at high temperatures, or along the network dislocations at lower temperatures. The activation energy for creep changes accordingly. The creep index is predicted to lie within the range 3–6 depending on the details of the creep process. Comparison of predicted creep rates with previous experiments are made on most of the common metals and magnesium oxide. The predictive error in most cases is acceptably low with the exception of h.c.p. metals, at least at high temperatures where the creep activation energy increases above that for lattice diffusion." @default.
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- W2078485526 date "1977-08-01" @default.
- W2078485526 modified "2023-09-29" @default.
- W2078485526 title "A model of creep in pure materials" @default.
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