円孔列を有する無限板の二次元弾性問題

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タイトル別名
  • On Some Plane Problems of an Infinite Plate Containing an Infinite Row of Circular Holes
  • エンコウレツ オ ユウスル ムゲンバン ノ 2ジゲン ダンセイ モンダイ

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抄録

The tension problem of an infinite plate containing an infinite row of circular holes was first solved by R. C. J. Howland. In the present paper, the author treats other important plane problems of the same plate : that is, uniform tension, tension in arbitrary direction, uniform shear, bending in plate, uniform internal pressure, cos-type internal pressure and sin-type internal pressure. Formulae of the circumferential stress are given in forms of power series and the numerical results are examined.

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