Evolution of the grain structure of metals and alloys under intense plastic deformation: multilevel models

Q3 Materials Science
П.В. Трусов, Т.В. Останина, А.И. Швейкин, P. Trusov, Tatyana V. Ostanina –, T. V. Ostanina, A. Shveykin
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引用次数: 1

Abstract

It is well known that the performance properties of products made of metals and alloys are determined mainly by the meso- and microstructure of the latter. The structure of materials is formed and undergoes significant changes in the processes of manufacturing parts and structures using thermomechanical processing methods. A very important parameter that determines the physical and mechanical characteristics of materials is the grain structure (size, shape, relative positions of grains and inclusions of various phases). In recent decades, in this regard, special attention has been paid to the processes of severe plastic deformation (SPD), which make it possible to obtain a submicro- and nanocrystalline grain structure, which provides a significant increase in the performance properties of products made of metals and alloys. The development of SPD technologies in modern conditions is unthinkable without mathematical modeling of the processes under consideration; the most important component in the development of such a "toolkit" are constitutive relations (or, more broadly, constitutive models). In connection with the foregoing, the latter should be able to describe the evolutionary structure at various scale levels. Until now, the practice of developers of materials processing technologies has been dominated by the use of macrophenomenological models based on classical continuum theories of plasticity, viscoplasticity, and creep. From the second half of the 20th century to the present, various improvements to the constitutive models of the above class have been proposed, in which additional parameters and kinetic equations are introduced for them, describing certain characteristics of the structure of materials. As a rule, such models make it possible to obtain an adequate picture of the changing structure, however, for specific materials and methods of thermomechanical treatment. At the same time, such models, unfortunately, do not have the necessary universality; when changing the material or processing method, they have to be significantly “customized” to specific conditions, up to a complete change in the relationships included in the model. A brief review of works devoted to the creation and application of models of this class is given in the previous article by the authors. The most promising and possessing a significant degree of universality, according to the authors, are currently multilevel constitutive models based on the introduction of internal variables and physical theories of plasticity (elastoviscoplasticity). A review of works that consider various aspects of the formulation, modification, numerical implementation and application of such models is proposed in this article. The main attention is paid to models focused on the description of changes in the structure of materials due to dislocation-disclination mechanisms; a brief note is given on models that take into account thermally activated diffusion mechanisms, due to which the processes of recovery and recrystallization are realized.
强塑性变形下金属和合金晶粒结构的演变:多层次模型
众所周知,由金属和合金制成的产品的性能主要取决于后者的细观和微观结构。材料的结构在使用热机械加工方法制造零件和结构的过程中形成并经历显著变化。决定材料物理力学特性的一个非常重要的参数是晶粒结构(各种相的晶粒和夹杂物的尺寸、形状、相对位置)。近几十年来,在这方面,人们特别关注严重塑性变形(SPD)过程,这使得获得亚微米和纳米晶体晶粒结构成为可能,这显著提高了由金属和合金制成的产品的性能。如果不考虑过程的数学建模,SPD技术在现代条件下的发展是不可想象的;在开发这样一个“工具包”的过程中,最重要的组成部分是本构关系(或者更广泛地说,本构模型)。结合前面的内容,后者应该能够在不同的尺度水平上描述进化结构。到目前为止,材料加工技术开发人员的实践主要是使用基于塑性、粘塑性和蠕变的经典连续体理论的宏观现象学模型。从20世纪下半叶到现在,对上述类别的本构模型提出了各种改进,其中引入了额外的参数和动力学方程,描述了材料结构的某些特征。通常,对于特定的材料和热机械处理方法,这种模型可以获得结构变化的充分图像。与此同时,令人遗憾的是,这种模式没有必要的普遍性;当改变材料或加工方法时,它们必须根据特定条件进行显著的“定制”,直到模型中包含的关系发生完全变化。作者在上一篇文章中简要回顾了这一类模型的创建和应用。根据作者的说法,目前最有前途且具有显著普遍性的是基于引入内部变量和塑性物理理论(弹粘塑性)的多级本构模型。本文对考虑这些模型的制定、修改、数值实现和应用的各个方面的工作进行了综述。主要关注的是专注于描述由于位错向错机制导致的材料结构变化的模型;简要介绍了考虑热激活扩散机制的模型,由于该机制实现了恢复和再结晶过程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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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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