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Assumed-strain solid-shell formulation for the six-node finite element SHB6: Evaluation on non-linear benchmark problems

机译:六节点有限元SHB6的假定应变固体壳公式:非线性基准问题的评估

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摘要

The current contribution proposes a six-node prismatic solid-shell denoted as (SHB6). The formulation is extended to geometric and material non-linearities, and focus will be placed on its validation on non-linear benchmark problems. The resulting derivation only involves displacement DOF, as it is based on a fully 3D approach. The motivation behind this is to allow a natural mesh connexion in problems where both structural and continuum elements need to be used. Another major interest is to complement meshes that use hexahedral finite element, especially when free mesh generation tools are employed. The assumed-strain method is combined with an in-plane one-point quadrature scheme in order to reduce both locking phenomena and computational cost. A careful analysis of possible stiffness matrix rank deficiencies shows that this reduced integration does not induce hourglass modes.
机译:目前的贡献提出了一个六节点棱柱形固体壳,表示为(SHB6)。该公式扩展到几何和材料非线性,并将重点放在对非线性基准问题的验证上。所得推导仅涉及位移自由度,因为它基于完全3D方法。其背后的动机是允许在需要同时使用结构元素和连续元素的问题中实现自然的网格连接。另一个主要的兴趣是补充使用六面体有限元的网格,尤其是在使用自由网格生成工具时。假定应变方法与平面内单点正交方案相结合,以减少锁定现象和计算成本。对可能的刚度矩阵秩缺陷的仔细分析表明,这种减小的积分不会引起沙漏模式。

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