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Reference Conditions and Substructuring Techniques in Flexible Multibody System Dynamics

机译:柔性多体系系统动态中的参考条件和子结构技术

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摘要

The floating frame of reference (FFR) formulation is widely used in multibody system (MBS) simulations for the deformation analysis. Nonetheless, the use of elastic degrees-of-freedom (DOF) in the deformation analysis can increase significantly the problem dimension. For this reason, modal reduction techniques have been proposed in order to define a proper set of assumed body deformation modes. Crucial to the proper definition of these modes when the finite element (FE) FFR formulation is used is the concept of the reference conditions, which define the nature of the deformable body coordinate system. Substructuring techniques, such as the Craig-Bampton (CB) method, on the other hand, have been proposed for developing efficient models using an assembly of their lower order substructure models. In this study, the appropriateness and generality of using the CB method in MBS algorithms are discussed. It is shown that, when a set of reference conditions are not applied, the CB transformation leads to the free-free deformation modes. Because a square CB transformation is equivalent to a similarity transformation that does not alter the problem to be solved, the motivation of using the CB method in MBS codes to improve the solution is examined. This paper demonstrates that free-free deformation modes cannot be used in all applications, shedding light on the importance of the concept of the FE/FFR reference conditions. It is demonstrated numerically that a unique model resonance frequency is achieved using different modes associated with different reference conditions if the shapes are similar.
机译:参考浮动框架(FFR)配方广泛用于多体系(MBS)模拟以进行变形分析。尽管如此,在变形分析中使用弹性自由度(DOF)可以显着增加问题尺寸。因此,已经提出了模态降低技术,以便定义适当的假定体变形模式。当使用有限元(Fe)FFR配方时,对这些模式的适当定义是关键的参考条件的概念,它限定了可变形体坐标系的性质。另一方面,已经提出了使用下订单子结构模型的组装来开发有效模型的诸如CRAIG-BAMPTON(CB)方法的子结构技术。在该研究中,讨论了使用MBS算法中使用CB方法的适当性和普及。结果表明,当不施加一组参考条件时,CB变换导致无自由变形模式。因为方形CB变换等同于不改变要解决的问题的相似性变换,所以检查使用MBS码中的CB方法以改善解决方案的动机。本文表明,所有应用中不能使用无可自由的变形模式,对FE / FFR参考条件的概念的重要性进行了脱落。在数字上,在数字上以数字方式演示,使用与不同参考条件相关的不同模式实现唯一的模型共振频率。

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