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A Voronoi cell finite element model for the indentation of graded ceramic composites

机译:渐变陶瓷复合材料压痕的Voronoi单元有限元模型

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This paper presents a numerical approach, based on the Voronoi Cell hybrid Finite Element formulation, to the evaluation of the mechanical properties of Alumina/Zirconia graded composites. The computational model is based on two main features: (ⅰ) the discretization of the domain into homogeneous regions having geometrical features similar to those of the grains in each phase and (ⅱ) the formulation of hybrid finite elements having polygonal shape and a non linear constitutive formulation which takes into account permanent strains and thermal effects. The purpose of the computational tool is to study the mechanical behaviour of layered graded materials subjected to contact loads on the surface. The analyses have shown that a stress redistribution and a lowering of the maximum tensile stress can be obtained by introducing a proper gradient of the mechanical properties of the ceramic composite. The results have shown that the effects of the thermal residual stress field, induced by the manufacturing process, must be taken into account for a proper assessment of the mechanical behaviour of the graded ceramic composites.
机译:本文提出了一种基于Voronoi Cell混合有限元公式的数值方法,用于评估氧化铝/氧化锆梯度复合材料的机械性能。该计算模型基于两个主要特征:(ⅰ)将域离散化为具有与每个相中的晶粒相似的几何特征的均质区域;(ⅱ)制定具有多边形形状和非线性的混合有限元考虑到永久应变和热效应的本构公式。该计算工具的目的是研究在表面上承受接触载荷的分层渐变材料的机械性能。分析表明,通过引入适当的陶瓷复合材料机械性能梯度,可以实现应力的重新分布和最大拉应力的降低。结果表明,必须考虑由制造过程引起的热残余应力场的影响,以便正确评估渐变陶瓷复合材料的机械性能。

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