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A Self-Organization Model of Collective Dislocations Based on Geometry of Crystal Defects and Thermodynamics of Complexity

A Self-Organization Model of Collective Dislocations Based on Geometry of Crystal Defects and Thermodynamics of Complexity
基于晶体缺陷几何和复杂热力学的集体位错自组织模型
批准号:
12650095
负责人:
SHIZAWA Kazuyuki
金额:
$1.92万
依托单位:
依托单位国家:
日本
项目类别:
Grant-in-Aid for Scientific Research (C)
财政年份:
2000
资助国家:
日本
项目状态:
已结题
起止时间:
2000 至 2001

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中文摘要
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英文摘要
A mathematical model of persistent slip bands (PSBs) generated in fatigued f.c.c. crystals is rigorously developed, and a numerical simulation for spatial patterning of dislocations is carried out by use of this model Mobile and immobile dislocation density tensors with particulate image are proposed so that these densities have a precise correspondence to geometrical crystal defects and have both components of edge and screw dislocations.Simultaneous reaction-diffusion equations for self-organization of collect dislocations are derived on the basis of thermodynamics for complexity. New reaction terms are introduced into the equation system, which represent an immobilization of mobile edge component caused by dipole formation and a mobilization of immobile screw component by cross slip. Production terms concerning pair annihilation of screw dislocations after cross slip and pair annihilation of a dipole based on thermal activations are added to the equations.The obtained reaction -diff … More usion equations are applied to a two-dimensional problem and then a size effect parameter is defined as a spontaneous intrinsic length scale of dislocation structure such as vein or ladder one. Generation conditions of the structures are given and theoretical wavelengths of the structures are predicted through the linear stability analysis. A computational analysis using the finite difference method is performed and it leads to the following results. The wavelengths of vein and ladder structures can be fixed in 1 μm size, since the similarity law does not hold m this theory because of existence of the size effect parameter. The present model of PSBs can qualitatively express the dislocation patterns observed experimentally and can simulate the formation process of anisotropic ladder structure generated from the isotropic vein-like structure by the Turing bifurcation. The screw dislocations monotonously annihilate by the cross slip and their mobile components slightly remain in the channels of PSBs. Less
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菊池完人, 森田洋平, 志澤一之: "粒子描像をもつ転位密度テンソルを用いたPSBs転位パターニングのダイナミックス"第51回理論応用力学講演会講演論文集. NCTAM2002. 449-450 (2002)
Masato Kikuchi、Yohei Morita、Kazuyuki Shizawa:“使用位错密度张量与粒子图像进行 PSB 位错图案的动力学”第 51 届 NCTAM2002 理论与应用力学会议论文集(2002 年)。
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山木学,志澤一之: "転位組織形成モデルに基づくひずみ効果および背応力を考慮した結晶塑性論"日本機械学会第13回計算力学講演会講演論文集. 00-17. 543-544 (2000)
Manabu Yamaki、Kazuyuki Shizawa:“基于位错结构形成模型的考虑应变效应和背应力的晶体塑性理论”日本机械工程师学会第 13 届计算力学会议论文集 00-17(2000 年)。
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志澤一之,森田洋平,菊池完人: "転位生成・消滅・反応を考慮した集団転位の自己組織化モデルの一般化"日本機械学会第13回計算力学講演会講演論文集. 00-17. 541-542 (2000)
Kazuyuki Shizawa、Yohei Morita、Masato Kikuchi:“考虑位错产生、湮灭和反应的集体位错自组织模型的推广”日本机械工程师学会第 13 届计算力学会议论文集 00-17 .541-542。 (2000)
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K.Shizawa,K.Kikuchi and H.M.Zbib: "A Strain-Gradient Thermodynamic Theory of Plasticity based on Dislocation Density and Incompatibility Tensors"Journal of Materials Science and Engineering. (発表予定). (2001)
K. Shizawa、K. Kikuchi 和 H. M. Zbib:“基于位错密度和不相容张量的塑性应变梯度热力学理论”《材料科学与工程》杂志(即将出版)。
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14
    Triple-scale Dislocation-crystal Plasticity Modeling for Evaluation on Mechanical Properties of Ultrafine-Grained Metal
    • 批准号:
      21560100
    • 项目类别:
      Grant-in-Aid for Scientific Research (C)
    • 资助金额:
      $3.0万
    • 财政年份:
      2009
    • 负责人:
      SHIZAWA Kazuyuki
    • 依托单位:
    Multiscale Crystal Plasticity Analysis for Production of Ultrafine-Grained Metals Based on Self-Organization of Subgrain
    • 批准号:
      16560078
    • 项目类别:
      Grant-in-Aid for Scientific Research (C)
    • 资助金额:
      $2.37万
    • 财政年份:
      2004
    • 负责人:
      SHIZAWA Kazuyuki
    • 依托单位:
    海外基金