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The Dynamic Equation and Simulation of a Linkage Mechanism Fabricated from Three-Dimensional Braided Composite Materials

机译:三维编织复合材料连杆机构的动力学方程与仿真

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摘要

The work in this paper is concerned with a four-bar linkage mechanism with links fabricated from three-dimensional braided composite materials. The dynamic equation of the mechanism is established by finite element method (FEM), it includes composite materials parameters and structural parameters of the mechanism. The mass matrix of the beam element is obtained in light of the mass distribution characteristics of the composite materials. According to the 3-dimensional microstructure characters of the three-dimensional braided composite materials, the anisotropic beam element is considered to be made up of four parts, and then the stiffness matrix of the beam element is derived from the constitutive equations of each part and the relation between the strain distribution of each part and the node displacement of the beam element. Based on the damping element model and the expression of dissipation energy of the 3-dimentional braided composite materials, each modal damping value of the mechanism is calculated and the damping matrix of the mechanism is established. The dynamic responses and natural frequency of the mechanism are obtained by simulation, respectively. The work presented in the paper provides theoretical basis to a certain extent for the further research on nonlinear vibration characteristics and optimum design of this kind of mechanism.
机译:本文的工作涉及一种四连杆机构,其连杆由三维编织复合材料制成。通过有限元方法建立了机构的动力学方程,包括复合材料参数和机构的结构参数。根据复合材料的质量分布特性获得梁单元的质量矩阵。根据三维编织复合材料的三维微观结构特征,认为各向异性梁单元由四部分组成,然后根据各部分的本构方程推导出梁单元的刚度矩阵,各部分的应变分布与梁单元节点位移之间的关系。基于阻尼元模型和三维编织复合材料耗散能的表达式,计算出机构的各模态阻尼值,建立机构的阻尼矩阵。通过仿真分别获得了机构的动态响应和固有频率。本文的工作为进一步研究这种非线性机构的非线性振动特性和优化设计提供了一定的理论基础。

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