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Development and Performance of a Three-Dimensional, Nonconforming Finite Element for Bending Applications

机译:用于弯曲应用的三维不合实的有限元的开发和性能

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Wilson and Taylor developed nonconfonning 4-node quadrilateral elements which satisfy the patch test for arbitrary element shapes and offer improved behavior in bending. Their detailed development has appeared in standard FEM text books. While these sources note that the extension to three dimensions is straightforward, the present authors have not found details of the corresponding three-dimensional hexahedral element readily available in the literature. The work in this paper was motivated by the need for an efficient 3-D element for simulation of the response of strapdown gyroscopes for which bending behavior is dominant. While 20-node hexahedral elements would suit this purpose, their additional computational demands are a disadvantage. Thus, the present authors have developed an 8-node, nonconfonning, hexahedral element for use in the in-house FEM program BAMAFEM intended for use in simulating gyroscope response. Details are included so that others can easily use such an element if desired. Modifications for the element to satisfy the patch test for arbitrary shapes are detailed. The behavior of the 8-node, nonconfonning hexahedral element is compared to that of a standard 8-node hexahedral element and also to that of a 20-node hexahedral element for a three-dimensional modal analysis. The ALGOR code is used for comparison.
机译:威尔逊和泰勒开发了非共卷曲的4节点四边形元素,满足了任意元素形状的贴片测试,并在弯曲方面提供了改进的行为。他们的详细发展出现在标准的FEM文本书中。虽然这些消息来源有限延伸三维是简单的,但是本作者还没有发现在文献中容易获得相应的三维六面体元素的细节。本文的工作是有必要需要一种有效的3-D元素,用于模拟弯曲行为占主导地位的肩带陀螺仪的响应。虽然20节点六面对面的元素适合此目的,但其额外的计算需求是一个缺点。因此,本作者开发了一个8节点,非共浓的六面体元件,用于用于内部的有限元素Program BamaFem,用于模拟陀螺仪响应。包括详细信息,以便如果需要,其他人可以轻松使用这样的元素。详细说明了满足任意形状的补丁测试的元素的修改。将8节点,非共荷六面体元素的行为与标准的8节点六面体元件的行为以及用于三维模态分析的20节点六面向元素的行为。算法代码用于比较。

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