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Implementation of the finite deformation plastic theory-Tensor derivative and metal forging simulation
作者姓名:LI Mingrui  ZHOU Zhe
作者单位:Applied Mechanics Institute, China Agricultural University, Beijing 100083, China,Applied Mechanics Institute, China Agricultural University, Beijing 100083, China
基金项目:The two precision forging samples are offered by Yang Qinchun of Beijing Research Institute of Mechanical & Electric Technology.
摘    要:It has been shown that the traditional small deformation plasticity can be transplanted to the finite deformation plasticity by using the logarithmic strain measure only. In this way, the mathematical problem of how to find the derivative of a tensor function arises. In this paper, a general method for finding the derivative of a tensor function is proposed. Several metal forging examples are given.During the calculation, the mesh regeneration is not even invoked.

关 键 词:finite  deformation  plastic  theory    logarithmic  strain    derivative  of  tensor  function    metal  forging

Implementation of the finite deformation plastic theory-Tensor derivative and metal forging simulation
LI Mingrui,ZHOU Zhe.Implementation of the finite deformation plastic theory-Tensor derivative and metal forging simulation[J].Progress in Natural Science,2003,13(3):187-190.
Authors:Li Mingrui  ZHOU Zhe
Institution:Applied Mechanics Institute, China Agricultural University, Beijing 100083, China
Abstract:It has been shown that the traditional small deformation plasticity can be transplanted to the finite deformation plasticity by using the logarithmic strain measure only. In this way, the mathematical problem of how to find the derivative of a tensor function arises. In this paper, a general method for finding the derivative of a tensor function is proposed. Several metal forging examples are given.During the calculation, the mesh regeneration is not even invoked.
Keywords:finite deformation plastic theory  logarithmic strain  derivative of tensor function  metal forging
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