1966
DOI: 10.1063/1.3048224
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Fundamentals of Creep and Creep-Rupture in Metals

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Cited by 435 publications
(336 citation statements)
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“…This value was almost same as the activation energy obtained by hot deformation studies in various wrought HSLA steels and austenitic stainless steel, 13,24) although it is higher than activation energy of self diffusion of iron in austenite (210-310 kJ/mol). 25) These results indicate activation energy for dynamic restoration process in austenite may be influenced a very little by alloying elements, their content or micro segregation. In the previous study using as cast HSLA steels, S-S curves and flow stress were evidently different between the specimens prepared from as cast steel and hot rolled plates, in particular, in the steels containing a small amount of Ti around 0.02 %.…”
mentioning
confidence: 83%
“…This value was almost same as the activation energy obtained by hot deformation studies in various wrought HSLA steels and austenitic stainless steel, 13,24) although it is higher than activation energy of self diffusion of iron in austenite (210-310 kJ/mol). 25) These results indicate activation energy for dynamic restoration process in austenite may be influenced a very little by alloying elements, their content or micro segregation. In the previous study using as cast HSLA steels, S-S curves and flow stress were evidently different between the specimens prepared from as cast steel and hot rolled plates, in particular, in the steels containing a small amount of Ti around 0.02 %.…”
mentioning
confidence: 83%
“…The activation energies calculated by this procedure for the Al-14.6 %Zn alloy from the entire series of dilatometric experiments in a temperature range of 373 K to 823 K are given in Table 1. Note that the proposed procedure has some advantages over the currently used procedure for the determination of the activation energies on the basis of the theory of absolute reaction rates (TARR) [8]. The new method rests on the assumption about the constancy of the pre-exponential factor in a substantially smaller temperature interval (2 K to 5 K) than that used in TARR and is based on a substantially larger volume of experimental measurements (up to a thousand at each stage).…”
Section: Resultsmentioning
confidence: 99%
“…These constitutive relations can in general be written as strain-stress relationships (Garofalo 1965;Conway and Flagella 1971;Bressers 1981). For example, Hallvard and Asbjorn (1990) fit the experimental data of Nedreberg (1990) for A6063, an AlMgSi alloy, by using predefined functions (power law) for the stress, strain, and hardening parameters.…”
Section: Modeling Of Alloy Deformation (Shell-alloy Interaction)mentioning
confidence: 99%