physica status solidi (a) · 1973 · 17 citations · 22 references
Natural SciencesMaterials EngineeringMaterials ScienceMaterials CharacterizationMechanical Behavior Of MaterialsSolid State PhysicsCreep BehaviorCreep DeformationDeformation MechanismsDislocation MechanicsPlastic DeformationStress-strain BehaviorCreep Under Compressive StressDeformation Mechanisms Under Strain RateDeformation Under Compressive LoadingDislocation BehaviorDislocation Structure AnalysisStress DependenceStress ExponentThermal Activation
In compressive creep deformation as well as in constant strain rate deformation of LiF between 250 and 800°C a steady state is established. The stress dependence of steady state deformation rate \documentclass{article}\pagestyle{empty}\begin{document}$ \mathop \varepsilon \limits^. _S $\end{document} can be characterized by the stress exponent \documentclass{article}\pagestyle{empty}\begin{document}$n(\sigma) = (\partial \ln \mathop \varepsilon \limits^. /\partial \ln \sigma)_T $\end{document} measured in stress or strain rate change tests. In the low stress range n = 4. At high stresses n rises strongly with σ and is not affected by Mg additions in solid solution. Mg-rich precipitates lower n. The thermal activation analysis supplies the apparent and effective activation area of steady state deformation. Typical values are in the range of several hundred b2. The activation area decreases approximately as 1/σ at low stresses but is nearly stress independent at high stresses. The temperature dependence of \documentclass{article}\pagestyle{empty}\begin{document}$ \mathop \varepsilon \limits^. _S $\end{document} for pure LiF is characterized by “true” activation energy at zero effective stress, Qt = 2.36 eV, which can be interpreted in terms of anion diffusion.
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The back stress in high temperature deformation
John J. Jonas · Acta Metallurgica · 1969 · 75 citations
Natural Sciences, Materials Engineering, Materials Science +14