Stress Distributions around Circular Inclusion in Infinite Plane for Nonlocal Elasticity : Matrix and Circular Inclusion have the Same Nonlocal Coefficients

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概要

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• We describe the complementary relationship between stress and displacement for nonlocal elasticity. This relationship is derived from the definition of nonlocal stress and the equilibrium equation. The stress solutions in an infinite plane subjected to a uniform compressed load are given. It is assumed that the nonlocal effects of the matrix and the inclusion are the same, and these effects cross the boundary between the matrix and inclusion. The stress distribution around a hole is drawn graphically using this solution. One of the effects of nonlocal elasticity is the development of a stress relaxation zone around a hole.

• 一般社団法人日本機械学会の論文
• 1996-04-15

著者

• Kumasaka Hiroo

  Shimizu Co. Technology Development Division

• HIRASHIMA Ken-ichi

  Department of Civil Engineering, Yamanashi University

• Hirashima Ken-ichi

  Department Of Civil Engineering Yamanashi University

関連論文

• Stress Distributions around Circular Inclusion in Infinite Plane for Nonlocal Elasticity : Matrix and Circular Inclusion have the Same Nonlocal Coefficients
• General Higher-Order Theory for Laminated Composite Structures with Interlayer Slip
• General Higher-Order Theory of Laminated Composite Structures Assuming Displacements in Each Layer

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