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A geometrically nonlinear discontinuous solid-like shell element (DSLS) for thin shell structures

机译:用于薄壳结构的几何非线性不连续实体壳单元(DSLS)

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In this contribution a new geometrically nonlinear, discontinuous solid-like shell finite element is presented for the simulation of cracking phenomena in thin shell structures. The discontinuous shell element is based on the solid-like shell element, having a layout similar to brick elements but better performance in bending. The phantom node method is employed to achieve a fully discontinuous shell finite element, which incorporates a discontinuity in the shell mid-surface, director and in thickness stretching field. This allows the element to model arbitrary propagating cracks in thin shell structures in combination with geometrical non-linearities. The kinematics of the discontinuous shell element as well as the detailed finite element formulation and implementation are described. Several numerical examples are presented to demonstrate the performance of the element.
机译:在这一贡献中,提出了一种新的几何非线性,不连续的类实壳有限元,用于模拟薄壳结构中的开裂现象。不连续的壳单元基于实体的壳单元,其布局类似于砖单元,但弯曲性能更好。幻象节点法用于获得完全不连续的壳有限元,该有限元在壳中表面,指向矢和厚度拉伸场中引入了不连续性。这允许元素结合几何非线性对薄壳结构中的任意传播裂纹进行建模。描述了不连续壳单元的运动学,以及详细的有限元公式和实现。给出了几个数值示例,以演示该元素的性能。

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