首页> 外文学位 >Modeling inelasticity in materials with application to superplasticity.
【24h】

Modeling inelasticity in materials with application to superplasticity.

机译:对材料的非弹性建模并应用于超塑性。

获取原文
获取原文并翻译 | 示例

摘要

The focus of this dissertation is on developing a continuum model of the superplastic response of fine grained materials. Inelasticity in fine structured materials occurs in part due to grain boundary sliding between adjacent grains or between grain groups. In addition, the grain boundary migrates in a direction normal to itself. Superplasticity is accompanied by static grain growth and deformation induced grain growth. Most of the specimen deformation can be attributed to the grain boundary shear. In this dissertation, the broad focus is to develop a continuum framework based on the notion of natural configurations of a material. The idea of natural configurations is embodied by evolving internal variables that are mathematically represented as tensor fields.; The present framework has provisions for an explicit treatment of material microstructure and seeks to augment continuum models with information about the changing microstructure. The model is based on the classical crystal plasticity approach and the viscoplasticity approach based on overstress. The attendant effects of grain growth and hardening are included. A finite strain finite element model is developed to perform numerical studies. The tangent stiffness is derived explicitly. The numerical approach is a combination of the total Lagrangian and updated Lagrangian techniques. This mixed approach is facilitated by the underlying theory of evolving configurations. One of the central aims of the research is to develop an effective multiaxial model based on the kinematics of deformation that is special to superplasticity. It is expected that the present study will aid further studies into the phenomenon of superplasticity of composite media, and to develop accurate multiaxial models that derive from simple uniaxial experimental data. The framework has been applied successfully in crystal plasticity studies previously and has potential applications in areas such as granular media and powder compaction.
机译:本文的重点是建立细颗粒材料超塑性反应的连续模型。精细结构材料的非弹性部分是由于相邻晶粒之间或晶粒组之间的晶界滑动所致。另外,晶界向垂直于其自身的方向迁移。超塑性伴随着静态晶粒长大和变形引起的晶粒长大。试样的大部分变形可归因于晶界剪切。在本文中,广泛的重点是基于材料的自然构型的概念来开发连续体框架。自然配置的思想是通过演化内部变量来体现的,这些内部变量在数学上表示为张量场。本框架规定了对材料微观结构的显式处理,并试图利用有关变化的微观结构的信息来增强连续体模型。该模型基于经典的晶体可塑性方法和基于超应力的粘塑性方法。包括晶粒生长和硬化的伴随作用。建立了有限应变有限元模型以进行数值研究。切线刚度是明确导出的。数值方法是总拉格朗日技术和更新的拉格朗日技术的组合。不断发展的配置的基础理论促进了这种混合方法。研究的主要目的之一是基于超塑性特有的变形运动学,开发有效的多轴模型。预期本研究将有助于进一步研究复合介质的超塑性现象,并开发出源自简单单轴实验数据的准确多轴模型。该框架先前已成功应用于晶体可塑性研究中,并在颗粒介质和粉末压实等领域具有潜在应用。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号