The Axisymmetric Contact Problem of an Elastic Layer on a Rigid Base with an Annular Hole

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概要

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• A solution is presented to a doubly mixed boundary-value problem of an elastic layer which is resting on a rigid base with an annular hole and is indented by an annular rigid punch. The problem is reduced to a solution of infinite systems of simultaneous equations by assuming that both the normal displacement in the place of the hole and the contact stress under the punch may be expressed as appropriate series.The effect of the hole and the thickness of a layer on the stress field is discussed, and the disturbances due to a hole are presented in curves calculated numerically.

• 一般社団法人日本機械学会の論文

著者

• Koizumi Takashi

  Faculty of Engineering, Tokyo Institute of Technology

• Koizumi Takashi

  Tokyo Institute Of Technology

• Koizumi T

  Chuo Univ. Tokyo Jpn

• Hara T

  Faculty Of Agriculture Niigata University

• Hara Toshiaki

  Faculty Of Engineering Niigata University

• Shibuya T

  Department Of Mechanical And Intelligent Systems Engineering Tokyo Institute Of Technology

• Shibuya T

  National Inst. Multimedia Education Chiba Jpn

• Shibuya Toshikazu

  Faculty Of Engineering Tokyo Institute Of Technology

• Takano Eisuke

  Niigata University

• Koizumi Takashi

  Tokyo Inst. Tech.

• Koizuml Takashi

  Faculty Of Engineering Tokyo Institute Of Technology

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