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A new 4-node MITC element for analysis of two-dimensional solids and its formulation in a shell element

机译:用于二维固体分析的新型4节点MITC单元及其在壳单元中的表示

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We present in this paper a new reliable and efficient 4-node quadrilateral element, which we call the 2D-MITC4 element, for two-dimensional plane stress and plane strain solutions of solids using the MITC method. We also present an extension of the element assuming a constant element pressure, which we call the 2D-MITC4/1 element. The elements show a much better predictive capability than the displacement-based element and perform in linear analyses almost as well as the 4-node element with incompatible modes, an enhanced assumed strain (EAS) element. However, unlike when using EAS elements, we do not observe spurious instabilities in geometrically nonlinear solutions. Embedding the new MITC formulation into the previously presented MITC4+ shell element, we improve the membrane behavior of the shell element. The new 2D solid elements and the improved MITC4+ shell element pass all basic tests (the isotropy, zero energy mode and patch tests). We present the finite element solutions of various benchmark problems to illustrate the solution accuracy of the new elements. (C) 2017 Elsevier Ltd. All rights reserved.
机译:我们在本文中提出了一种新的可靠高效的4节点四边形单元,我们将其称为2D-MITC4单元,用于使用MITC方法求解固体的二维平面应力和平面应变。我们还假设元素压力恒定,给出了元素的扩展,我们称其为2D-MITC4 / 1元素。与基于位移的元素相比,这些元素显示出更好的预测能力,并且在线性分析中以及与具有不兼容模式的4节点元素(一种增强的假定应变(EAS)元素)的性能差不多。但是,与使用EAS元素不同,我们在几何非线性解决方案中没有观察到虚假不稳定性。将新的MITC配方嵌入到先前介绍的MITC4 +壳元素中,我们改善了壳元素的膜行为。新的2D实体元素和改进的MITC4 +壳单元通过了所有基本测试(各向同性,零能量模式和斑块测试)。我们提出了各种基准问题的有限元解,以说明新元素的解精度。 (C)2017 Elsevier Ltd.保留所有权利。

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