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A formal procedure and invariants of a transition from conventional finite elements to the absolute nodal coordinate formulation

机译:从常规有限元到绝对节点坐标转换的形式过程和不变量

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In this paper, finite elements based on the absolute nodal coordinate formulation (ANCF) are studied. The formulation has been developed by various authors for the dynamical simulation of large-displacement and large-rotation problems in flexible multibody dynamics. This study introduces a procedure to track the general geometrical properties of ANCF elements back to their prototypes in the conventional finite-element method (FEM), which deals with small-displacement problems. In this study, it is shown that each known ANCF element can be derived from a conventional FEM using a universal transform. Moreover, some important static and dynamic properties of the elements in small-displacement problems are automatically preserved. In the past, the authors of each newly proposed ANCF element have made unnecessary efforts to show the consistency of the above mentioned properties.
机译:本文研究了基于绝对节点坐标公式(ANCF)的有限元。各种作者已经开发了该公式,用于在柔性多体动力学中对大位移和大旋转问题进行动力学仿真。这项研究介绍了一种程序,可以用常规的有限元方法(FEM)来跟踪ANCF元素的一般几何特性回到其原型,该方法可以处理小位移问题。在这项研究中,表明可以使用通用变换从常规FEM派生每个已知的ANCF元素。此外,小位移问题中元素的一些重要的静态和动态特性会自动保留。过去,每个新提出的ANCF元素的作者都做出了不必要的努力来显示上述属性的一致性。

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