Analysis of transient thermal stress and thermal deformation of an angle-ply laminated rectangular plate due to nonuniform heat supply based on higher-order shear deformation theory

Y. Tanigawa, K. Nagayama, Ryuusuke Kawamura
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Abstract

This article concerns a theoretical analysis of heat conduction in a transient state and the associated thermoelastic behavior for a multilayered anisotropic laminated plate subjected to nonuniform heat supply. As an analytical model, we consider a laminated rectangular plate consisting of a diagonal stack of layers having orthotropic material properties, i.e., an angle-ply laminate. The three-dimensional temperature solution in a transient state and the associated thermoelastic behavior of the plate with simply supported edge conditions are formulated using the functional approach based on the variational principle. For the analysis of the thermoelastic field, the higher-order shear deformation theory of the plate is used to evaluate the shear stress components. As an example, numerical calculations are carried out for a 2 layered angle-ply laminate, and the numerical results for temperature distribution, out-of-plane deflection, normal and shear stress distributions are discussed in detail.
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基于高阶剪切变形理论的角层合矩形板非均匀供热瞬态热应力和热变形分析
本文对非均匀热源作用下多层各向异性层合板的瞬态热传导及其热弹性特性进行了理论分析。作为一种解析模型,我们考虑由具有正交各向异性材料特性的对角线堆叠层组成的层合矩形板,即角层合板。采用基于变分原理的泛函方法,推导了简支边条件下板的三维瞬态温度解及其热弹性行为。在热弹性场分析中,采用板的高阶剪切变形理论来计算剪切应力分量。以2层夹角层合板为例进行了数值计算,详细讨论了温度分布、面外挠度、法向应力和剪应力分布的数值结果。
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