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A three-dimensional cohesive-frictional grain-boundary micromechanical model for intergranular degradation and failure in polycrystalline materials

机译:多晶材料中晶间降解和破坏的三维内耗-摩擦摩擦晶界微力学模型

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摘要

In this study, a novel three-dimensional micro-mechanical crystal-level model for the analysis of intergranular degradation and failure in polycrystalline materials is presented. The polycrystalline microstruc-tures are generated as Voronoi tessellations, that are able to retain the main statistical features of polycrystalline aggregates. The formulation is based on a grain-boundary integral representation of the elastic problem for the aggregate crystals, that are modeled as three-dimensional anisotropic elastic domains with random orientation in the three-dimensional space. The boundary integral representation involves only intergranular variables, namely interface displacement discontinuities and interface tractions, that play an important role in the micromechanics of polycrystals. The integrity of the aggregate is restored by enforcing suitable interface conditions, at the interface between adjacent grains. The onset and evolution of damage at the grain boundaries is modeled using an extrinsic non-potential irreversible cohesive linear law, able to address mixed-mode failure conditions. The derivation of the traction-separation law and its relation with potential-based laws is discussed. Upon interface failure, a non-linear frictional contact analysis is used, to address separation, sliding or sticking between micro-crack surfaces. To avoid a sudden transition between cohesive and contact laws, when interface failure happens under compressive loading conditions, the concept of cohesive-frictional law is introduced, to model the smooth onset of friction during the mode Ⅱ decohesion process. The incremental-iterative algorithm for tracking the degradation and micro-cracking evolution is presented and discussed. Several numerical tests on pseudo- and fully three-dimensional polycrystalline microstructures have been performed. The influence of several intergranular parameters, such as cohesive strength, fracture toughness and friction, on the microcracking patterns and on the aggregate response of the polycrystals has been analyzed. The tests have demonstrated the capability of the formulation to track the nucleation, evolution and coalescence of multiple damage and cracks, under either tensile or compressive loads.
机译:在这项研究中,提出了一种新颖的三维微机械晶体能级模型,用于分析多晶材料的晶间降解和破坏。多晶微结构以Voronoi镶嵌形式生成,能够保留多晶聚集体的主要统计特征。该公式基于聚集晶体的弹性问题的晶界积分表示,聚集晶体被建模为三维各向异性弹性域,在三维空间中具有随机取向。边界积分表示仅涉及晶间变量,即界面位移不连续性和界面牵引力,它们在多晶的微力学中起重要作用。骨料的完整性可通过在相邻晶粒之间的界面处施加适当的界面条件来恢复。使用外部非势不可逆内聚线性定律对晶粒边界处损伤的发生和演化进行建模,能够解决混合模式失效条件。讨论了牵引力分离定律的推导及其与势基定律的关系。发生界面故障时,将使用非线性摩擦接触分析来解决微裂纹表面之间的分离,滑动或粘附。为了避免内聚和接触定律之间的突然过渡,当在压缩载荷条件下发生界面破坏时,引入内聚摩擦定律的概念,以模拟Ⅱ型内聚过程中摩擦的平稳发生。提出并讨论了用于跟踪退化和微裂纹演化的增量迭代算法。已对准三维多晶微结构进行了数次数值测试。分析了诸如内聚强度,断裂韧性和摩擦力等多个晶间参数对微裂纹模式和多晶聚集响应的影响。测试证明了该配方能够跟踪在拉伸或压缩载荷下多种损伤和裂纹的形核,演化和聚结。

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