Abstract
In the anomalous yield stress regime the strain-rate dependence β = (δτ/δ ln ∊) of the flow stress τ is proportional to (τ - τy), where τy is identified with the stress required to bow out edge dislocations to a near-critical Frank-Read source configuration, at a level equal to that needed for the dynamic propagation of screw dislocations. The conditions necessary for successful Frank-Read source operation are discussed. In the microstrain region the source dislocations are predicted to form loops elongated along the screw direction. Experiments on the ‘partial reversibility’ of the yield stress with temperature are described; it is shown that β is not reversible, but that the yield stress is instantaneously ‘partially reversible’. This is ascribed to the instability and ‘running back’ of some dislocation loops in the microstrain region, on unloading. The temperature dependence of β/τh is found to reflect different obstacles at different temperatures. The temperature and strain-rate dependences of the flow stress are formulated on a model in which the critical step is the operation of Frank-Read sources.