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FINITE-ELEMENT MODELING OF METALWORKING PROCESSES FOR THERMO-VISCOPLASTIC ANALYSIS.

机译:热粘塑性分析金属加工过程的有限元建模。

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摘要

In this investigation a coupled analysis of viscoplastic deformation and heat transfer is made. The objective is the application to metal forming processes in the warm and hot range.;A finite element scheme is developed implementing the above theory. An implict scheme is used for the time integration of heat transfer equations, which is coupled to the plasticity equations.;The formulation is tested with the simulation of cylinder and ring compressions, both at room and high temperatures. The calculated results agree very well with the experimental evidence available and establish the applicability of the method to hot forging. Strain-rate effects are investigated in the punch stretching of sheet metals.;Finally, pancake forgings of the titanium alloy Ti 6242 (0.1Si), both single (alpha) + (beta) phase and dual phase ((alpha) + (beta)/(beta)) are simulated. The results obtained are used to correlate macroscopic variables with observations on the microstructures. This sets the finite element calculations as a tool to select forging conditions, and to obtain desired mechanical properties.;Strain rate effects are incorporated in the infinitesimal theory of rigid plastic materials, based on experimental evidence. A theory of dissipative materials based in rational thermodynamics is adapted to rigid-thermoviscoplastic analysis of metal forming problems. Internal structure changes due to plastic deformation are described by means of internal parameters.
机译:在这项研究中,对粘塑性变形和热传递进行了耦合分析。目的是在高温和高温范围内的金属成形工艺中的应用。对传热方程的时间积分采用隐式方案,该方案与可塑性方程耦合。在室温和高温下,通过模拟气缸和环的压缩来测试配方。计算结果与可用的实验证据非常吻合,并确定了该方法在热锻中的适用性。在钣金件的冲压拉伸过程中研究了应变率效应。最后,对钛合金Ti 6242(0.1Si)的煎饼锻造进行了研究,该合金既有单相(α)+β相又有双相(α)(β )/β)进行模拟。获得的结果用于将宏观变量与微观结构的观察结果关联起来。这将有限元计算设置为选择锻造条件并获得所需机械性能的工具。基于实验证据,应变速率效应被纳入刚性塑料材料的无穷小理论中。基于合理热力学的耗散材料理论适用于金属成形问题的刚性热塑塑性分析。借助于内部参数描述了由于塑性变形引起的内部结构变化。

著录项

  • 作者单位

    University of California, Berkeley.;

  • 授予单位 University of California, Berkeley.;
  • 学科 Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 1980
  • 页码 231 p.
  • 总页数 231
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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