autowave塑性的弹塑性不变量

Q3 Materials Science
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引用次数: 0

摘要

研究表明,固体中的塑性流动总是以局部化的方式进行。宏观尺度~ 10 ~ 2 m是局部化的特征。局部流动区形成局部应变模式,这是塑性流动的自波过程的投影,在体积中发展,在试件的观察表面上。人们可以借助散斑照相法观察图案。对各种材料的研究表明,局部变形的模式是变形过程动力学的信息源。固体中局部塑性流动的一般特征是形变的弹塑性不变量,它将局部塑性流动的典型特征与晶格中弹性波的典型特征耦合在一起。确定了近40种不同材料(BCC、FCC、HCP金属及合金、碱卤化物晶体、陶瓷、岩石)在143 ~ 420 K主动伸长和压缩条件下的不变比量。提出了物理考虑来解释不变量起源及其与晶格的其他物理特性,特别是德拜温度的关系。根据这些考虑,就有可能解释不变量的意义和起源,并从中得出许多结果。事实上,这些结果集理解了已发展的塑性流动过程的所有规律,并允许将变形的弹塑性不变量作为发展塑性变形物理理论的自波方法的主方程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Elastic-plastic invariant of autowave plasticity
It is shown in the work that plastic flow in solids develops always in localized manner. A macroscopic scale ~ 10-2 m characterizes the localization. The localized flow zones form the pattern of localized strain, which is the projection of the autowave processes of plastic flow, developing in the volume, on the observed surface of the tested specimen. One can observe the pattern with the help of speckle-photography method. The investigations of various materials allowed to establish that the pattern of localized deformation is the information source for a kinetics of deformation processes. A general characteristic of localized plastic flow in solids is the elastic-plastic invariant of deformation which couples the typical characteristics of localized plastic flow autowaves with the same for the elastic waves in crystal lattice. The quantity of the invariant ratio is defined for nearly forty various materials (BCC, FCC, HCP metals and alloys, alkali-halide crystals, ceramics, rocks) studied in the conditions of active elongation and compression at the temperature range 143-420 K. The physical considerations are presented to explain the invariant origination and its relation to other physical characteristics of crystal lattice, in particular, the Debye temperature. In the light of these considerations, it is possible to explain the meaning and the origin of the invariant, and to derive numerous consequences from them. In fact, the set of these consequences comprehend all the regularities of developed plastic flow processes and allows to consider the elastic-plastic invariant of deformation as the master equation for developing this day autowave approach to physical theory of plastic deformation.
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来源期刊
PNRPU Mechanics Bulletin
PNRPU Mechanics Bulletin Materials Science-Materials Science (miscellaneous)
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1.10
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