Graphical'/> A stress analytical solution for Mode III crack within modified gradient elasticity
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A stress analytical solution for Mode III crack within modified gradient elasticity

机译：改性梯度弹性内模式III裂纹的应力分析解决方案

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摘要

Graphical abstract Display Omitted Highlights ? A stress analytical solution for Mode III crack within MGE theory is deduced. ? The shear stresses at crack tip within MGE have singularities of order r ?3/2. ? When lx =0, the stress fields within MGE can be simplified to classical LEFM. ? The stresses’ peak value is attained at a
机译：<！[cdata [ 图形抽象 显示省略 亮点 ？ 推导出MGE理论内模式III裂缝的应力分析解决方案。 ？ 在MGE内的裂缝尖端处的剪切应力具有 R 3/2 。 ？ 当 l x = 0，MGE内的应力字段可以简化为古典lefm。 ？ 应力'峰值达到a

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  • 来源
    《Mechanics research communications》 |2017年第2017期|共6页
  • 作者

    Bing Zhao; Tao Liu; Jun Pan; Xulong Peng; Xuesong Tang;

  • 作者单位

    Department of Mechanics School of Civil Engineering and Architecture Changsha University of Science and Technology;

    Department of Mechanics School of Civil Engineering and Architecture Changsha University of Science and Technology;

    Department of Mechanics School of Civil Engineering and Architecture Changsha University of Science and Technology;

    Department of Mechanics School of Civil Engineering and Architecture Changsha University of Science and Technology;

    Department of Mechanics School of Civil Engineering and Architecture Changsha University of Science and Technology;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 应用力学;
  • 关键词

    Modified gradient elasticity (MGE); Mode III crack; Strain gradient; Internal length scale; Singularities;

    机译：改进的梯度弹性（MGE）;模式III裂缝;应变梯度;内部长度;奇点;

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