An Infinite Solid Containing a Flat Elliptical Crack under Shear

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概要

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• The present paper deals with mixed boundary value problems of an infinite solid containing a flat elliptical crack under shear. The crack region is mapped onto the unit circle. In the image plane, assuming that the deformation of the crack surface is in the same form as that of a circular crack, the stresses of the solid are obtained. It is shown that the results are the solution of the present problem.

• 一般社団法人日本機械学会の論文

著者

• Shibuya Toshikazu

  Associate Professor Faculty Of Engineering Tokyo Institute Of Technology

関連論文

• An Infinite Solid Containing a Flat Elliptical Crack under Shear
• The Indentation of a Thick Elastic Plate by Rigid Punches in the Arbitrary Shape
• The Effect of Bending on the Infinite Elastic Solid with an Annular Crack
• An Asymmetric Mixed Boundary Value Problem of the Elastic Half-Space Subjected to Moment by an Annular Rigid Punch

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