Abstract
The general relations between the change in effective stressΔτ v and the extrapolated valueΔτ A deduced in the preceding parts are applied to various experimental conditions. ThusΔτ v =Δτ A is valid in the first stage of hardening curve, if the active sources are of the multiplicative type and the recovery is negligible. For higher strains, the variations are of the yield point type. Assuming the Gaussian form of the source distribution function, the expression for the ratioΔτ v /Δτ A is deduced and the condition of its strain independence specified.Δτ v is equal to the extrapolated valueΔτ B (extrapolation ofτ from the transient region to the strain of the rate change) only under special assumptions about the activity of dislocation sources.
The stress variations of the yield point type and the magnitude of the transient strain intervalΔa u are discussed also for other commonly occurring cases. Different recovery processes, i.e. recovery of short and long range obstacles, cross slip and climb of dislocations, can be characterized by the type of strain dependence of the ratioΔτ v /Δτ A .
Similar content being viewed by others
Literatur
Saxlová M., Czech. J. Phys.B22 (1972), 1289.
Saxlová M., Czech. J. Phys.B22 (1972), 1279.
Mecking H., Lücke K., Scripta Met.4 (1970), 427.
Mecking H., Doktordissertation, T. H. Aachen 1967.
Neuhäuser H., Himstedt N., Schwink Ch., phys. stat. sol. (a)3 (1970), 585.
Saxlová M., in Vorbereitung.
Čapková P., Doktordissertation, MFF KU Prag 1971.
Fleischer R. L., Acta Met.6 (1958), 553.
in Handbook of Mathematical Functions. (Ed. M. A.Abramowitz, I. A.Stegun) New York 1965.
Author information
Authors and Affiliations
Rights and permissions
About this article
Cite this article
Saxlová, M. Spannungsverläufe Nach Wechseln der Verformungsgeschwindigkeit an Metalleinkristallen. Czech J Phys 23, 72–84 (1973). https://doi.org/10.1007/BF01596880
Received:
Issue Date:
DOI: https://doi.org/10.1007/BF01596880