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A BEM for transient coupled thermoelastic crack analysis of homogeneous/functionally graded bimaterials

机译:均相/功能分级双材料的瞬态耦合热弹性裂纹分析的BEM

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A transient coupled thermoelastic analysis of two-dimensional, isotropic and linear elastic bimaterials, which are composed of a functionally graded (FG) layer attached to a homogeneous substrate, subjected to thermal shock is investigated. For this purpose, a boundary element method (BEM) for linear coupled thermoelasticity is developed. The material properties of the FG layer are assumed to be continuous functions of the spatial coordinates. The boundary-domain integral equations are derived by using the fundamental solutions of linear coupled thermoelasticity for the corresponding isotropic, homogeneous and linear thermoelastic solids in the Laplace-transformed domain. For the numerical solution, a collocation method with piecewise quadratic approximation is implemented. Numerical results for the dynamic stress intensity factors are presented and discussed.
机译:研究了由连接到均匀基板的功能梯度(FG)层组成的二维,各向同性和线性弹性双材料的瞬态耦合热弹性分析,所述热冲击均受热冲击。为此目的,开发了用于线性耦合热弹性的边界元素方法(BEM)。假设FG层的材料特性是空间坐标的连续功能。通过使用Laplace转化的结构域中的相应各向同性,均匀和线性热弹性固体的线性耦合热弹性的基本解来导出边界域积分方程。对于数值解决方案,实现了具有分段二次近似的搭配方法。提出和讨论了动态应力强度因子的数值结果。

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