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Enhanced 3D solid finite element formulation for rotor dynamics simulation

机译:转子动力学模拟增强型3D实体有限元配方

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In this paper, an enhanced solid finite element formulation for rotor dynamics analysis is presented. The element kinematics is first defined with a Total Lagrangian formulation in order to account for possible centrifugal stiffening effect and its associated pre-stress deformation. The novelty of the three-dimensional element proposed in this study is then to correctly consider the effect of inertia due to small rotational deformation occurring around the pre-stressed equilibrium position. The rotational motion is characterized by interpolation of the translational degrees of freedom of the element. The accuracy and convergence of the proposed finite element are tested on several numerical examples consisting of a rotating rigid disk and a rotating Timoshenko beam with different slenderness ratios. All results agree well with analytical solutions excerpted from literature and demonstrate the usefulness and applicability of the proposed finite element formulation.
机译:本文提出了一种增强的转子动力学分析的固体有限元制剂。 首先用总拉格朗日配方定义元素运动学,以考虑可能的离心加强效果及其相关的预应力变形。 然后,在本研究中提出的三维元素的新颖性是在预应力平衡位置周围发生的小的旋转变形来正确考虑惯性的效果。 旋转运动的特征在于元件的平移自由度的插值。 所提出的有限元的准确性和收敛在几个数值示例上测试,该数值示例由旋转刚性盘和具有不同细长比的旋转TIMOSHKO光束。 所有结果都与文献中摘录的分析解决方案吻合,并证明了所提出的有限元制剂的有用性和适用性。

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