计算变形条件下的位错密度演化,应力,应变,位错关系。经典的公式,外文文献。
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Introduction Controlled rolling process has become one of the important processes in steel plate production. Especially the total reduction in the temperature range of non recrystallization has been increased for improving the mechanical properties. Therefore, it is indispensable for the process design to make clear the critical condition for recrystallization of austenite (r) in hot rolling. As seen in the schematic illustration of Fig. 1, the critical condition for static recrystallization of r is considered to be a function of temperature, stored strain, strain rate in rolling and r grain size as well as chemical compositions of steels. In higher temperature range, the critical strain (&cr) for recrystallization is smaller than the strain in each pass of commercial plate rolling. As a result, recrystallization starts during the interval time before the next pass. In lower temperature range, however, recrystallization does not begin until an accumulated strain of several passes exceeds ~cr because the strain of each rolling pass does not usually exceed 8er. The critical conditions for recrystallization have been investigated by many authors. Some authors'-3> have observed the microstructure of steels quenched after hot rolling and shown the maps of rolling condi*
ONOE
**
Synopsis A critical conditionfor static recrystallization of austenite (r) in plate rolling process has beenformulated in terms of the change in average dislocation density. The latter was calculatedfrom the decrease in stress due to recoveryand recrystallization observed by the double deformation tests. The main results are summarized as follows: (1) The relation amongstress, strain and average dislocation density has beenformulated. By the present formulation, deformationstressfor practical conditions of the controlled rolling of plate can be calculated as a function of temperature, strain, strain rate and r grain size. (2) The behavior of static recoveryand recrystallization taking place during holding period after deformation has also beenformulated as a function of dislocation density. This formulation makes it possible to estimate the critical condition for static recrystallization during an interval time betweenthe successive rolling passes of plate. (3) Deformation conditions such as temperature, strain, strain rate, Y grain size and interval time betweenpasses affect the critical condition for recrystallization. The shorter interval time elevates the temperature limit of non recrystallization. Key words: hot deformation; static recrystallization; austenite; plate rolling; incubation time; mathematical model.
Research
Article
(425)
(426)
Transactions
ISIJ, Vol. 27, 1987
incubation period of recrystallization was not taken into account in their calculation. In the present report the critical condition for recrystallization in hot rolling process has been expressed in a mathematical model by taking the incubation period into consideration. The model has been derived not from the change in observed microstructure but from the decrease in the stress observed in the present double deformation tests. In order to estimate the critical condition, the observed stress has been related to the average dislocation density (p) because the relations among p, strain and stress have been clarified by many authors.7'9"°> II. Mathematical Model
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tions which are divided into recrystallization range and non recrystallization range. This method, however, requires the growth of recrystallized grains to observable size to define the onset of recrystallization, so the observed start of recrystallization may be apparent and different from its true start (i.e., nucleation). Moreover, when a lower hardenability steel is employed or a specimen is heavily deformed, it is difficult to discern prior r grain structure because quenched r transforms to martensite insufficiently. For these reasons, the critical condition derived from microstructural observation might not be accurate. Other authors4,5~ have performed the double deformation tests and reported an empirical criterion of recrystallization : a value of softening ratio specified at the inflection in a softening ratio res. time curve. However, the physical meaning of the specific value of softening ratio in this method is indefinite. Recently some authors6-$~ have formulated mathematically the behavior of recrystallization in hot rolling process in terms of the changes in observed microstructure. The critical condition for static recrystallization, however, was not described quantitatively, because the
Based on the paper presented to the 110th ISIJ Meeting, October 1985, 51500, at Niigata University in Niigata. Manuscript received on August 29, 1986; accepted in the final form on March 13, 1987. © 1987 ISIJ * * Plate , Bar, Shape & Wire Rod Research Laboratory, R & D Laboratories-II (stationed at Higashida), Nippon Steel Corporation, Edamitsu, Yahatahigashi-ku, Kitakyushu 805. * * * Plate Technical Division, Nippon Steel Corporation, Otemachi, Chiyoda-ku, Tokyo 100.
Formulation Hot Rolling
of Static Process
Recrystallization of Steel Plate*
of Austenite
in
By Atsuhiko YOSHIE,** Hirofumi and Kametaro ITOH***
MORIKAWA,** Yasumitsu
Fig.
1.
Schematic illustration of the critical conditions for recrystallization of Y in hot rolling process (on assumption that chemical composition, strain rate and austenite grain size are constant).