Comment on: On the geometrically exact beam model: A consistent, effective and simple derivation from three-dimensional finite-elasticity

Dewey H. Hodges

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Comment on: On the geometrically exact beam model: A consistent, effective and simple derivation from three-dimensional finite-elasticity

机译：评论：关于几何精确的梁模型：三维有限弹性的一致，有效和简单推导

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The recent article (Auricchio et al., 2008) describes a new method of reducing the equations of finite 3D elasticity theory to lead to equations for a 1 D beam theory. This subject has been addressed in a book (Hodges, 2006) and in the literature cited therein. Most papers in this very large body of literature are not cited by the subject article.

机译：最近的文章（Auricchio等，2008）描述了一种简化有限3D弹性理论方程的新方法，从而得出一维梁理论的方程。在书中（Hodges，2006）和其中引用的文献已经讨论了该主题。本主题文章未引用该大量文献中的大多数论文。

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《International Journal of Solids and Structures》 |2009年第6期|共1页
作者
Dewey H. Hodges;
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1. Comment on: On the geometrically exact beam model: A consistent, effective and simple derivation from three-dimensional finite-elasticity [J] . Dewey H. Hodges International Journal of Solids and Structures . 2009,第6期

机译：评论：关于几何精确的梁模型：三维有限弹性的一致，有效和简单推导
2. A fully consistent linearized model for vibration analysis of rotating beams in the framework of geometrically exact theory [J] . Invernizzi Davide, Dozio Lorenzo Journal of Sound and Vibration . 2016,第Null期

机译：几何精确理论框架下旋转梁振动分析的完全一致线性模型
3. A geometrically exact beam model with non-uniform warping coherently derived from the Saint Venant rod [J] . Andrea Genoese, Alessandra Genoese, Antonio Bilotta, Engineering Structures . 2014,第juna1期

机译：从Saint Venant杆连贯地得出具有不均匀翘曲的几何精确梁模型
4. A Geometrical Exact Three-Dimensional Beam Model including the Effects of Section Distortions [C] . D. Magisano, L. Leonetti, A. Bilotta, Proceedings of the Fifteenth international conference on civil, structural and environmental engineering computing . 2015

机译：包含截面变形影响的几何精确三维梁模型
5. Geometrically consistent coupling of beam and continuum models for studying collapse of structures. [D] . Pitandi, Hansen. 2011

机译：梁和连续体模型的几何一致性耦合，用于研究结构的倒塌。
6. On the geometrically exact low-order modelling of a flexible beam: formulation and numerical tests [O] . C. Howcroft, R. G. Cook, S. A. Neild, -1

机译：关于柔性梁的几何精确低阶建模：公式和数值测试
7. Comment on: On the geometrically exact beam model: A consistent, effective and simple derivation from three-dimensional finite-elasticity [O] . Hodges Dewey H. 2009

机译：评论：关于几何精确的梁模型：三维有限弹性的一致，有效和简单的推导
8. Exact Self-Consistent Equilibria of Relativistic Electron Beams. [R] . Diament, P. 1976

机译：相对论电子束的精确自洽平衡。

Comment on: On the geometrically exact beam model: A consistent, effective and simple derivation from three-dimensional finite-elasticity

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