往復移動局部熱源による厚板の三次元非定常熱応力

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  • Transient thermal stresses due to a local source of heat moving back and forth over the surface of an infinite slab.
  • オウフク イドウ キョクブ ネツゲン ニ ヨル アツイタ ノ 3ジゲン ヒテイ

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A solution is given for three-dimensional transient thermal stresses due to a local source of heat that moves back and forth with a constant angular velocity over the surface of an infinite elastic slab. The temperature distribution is obtained by means of the Fourier and Laplace transforms, and the associated thermal stresses are obtained by making use of the thermoelastic displacement function and the Galerkin function. Graphical representations of the solution in i\dimensionless terms are included in this paper.

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