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首页> 外文期刊>Journal of thermal stresses >A TWO-DIMENSIONAL PROBLEM FOR TWO MEDIA IN THE GENERALIZED THEORY OF THERMOELASTICITY
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A TWO-DIMENSIONAL PROBLEM FOR TWO MEDIA IN THE GENERALIZED THEORY OF THERMOELASTICITY

机译:热弹性广义理论中两种介质的二维问题

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摘要

The two-dimensional problem for an elastic half-space with a thick layer on its top is considered with the context of the theory of generalized thermoelasticity with one relaxation time. The half-space and the thick layer are composed of different elastic materials. The surface of the upper layer is traction free and subjected to the effect of a thermal shock. Laplace and Fourier transform techniques are used. The solution in the transformed domain is obtained by a direct approach. Numerical inversion techniques are used to obtain the inverse double transform.
机译:在具有一个松弛时间的广义热弹性理论的背景下,考虑了在顶部具有厚层的弹性半空间的二维问题。半空间和厚层由不同的弹性材料组成。上层的表面无牵引力,并受到热冲击的影响。使用了拉普拉斯和傅立叶变换技术。变换域中的解是通过直接方法获得的。数值反演技术用于获得逆双重变换。

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