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FEM Analysis and Experimental Study on Monolayer Cable Net for Glass Facades: Dynamic Properties

机译:玻璃幕墙单层电缆网的有限元分析和实验研究:动力特性

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Study of the dynamic properties of a monolayer cable net is described in this part II of the paper. The linear vibration properties of a cable net are analyzed in the form of a lumped-mass system based on the assumption of small-amplitude vibration. The respective influence of two vital factors: geometric shape and cable pretension on the dynamic properties of cable nets at different deflected positions under load is especially focused upon. Results show that when the geometric shape has a small displacement, the displacement influence on frequencies of vibration is almost the same as that of pre-tension, otherwise, the influence of geometric shape is far greater than that of pre-tension. Dynamic tests on the cable net model mentioned in Part I were also carried out at each pre-stretching stage. The results of experiments agree well with those of finite element analysis (FEA). In addition, a modified method called "MML" based on Rayleigh's approach for the calculation of fundamental frequency is put forward in this paper, since it was found that Rayleigh's approach may sometimes introduce large errors. The nonlinear dynamic properties of the cable net were also analyzed. Different from the linear vibration case, nonlinear cases are to some extent amplitude-dependent. Thus explicitly approximate formulae for the first and second nonlinear modal frequencies are derived from continuous theory assuming the cable net to act as a continuous membrane. Transient dynamic analysis using the finite element software ANSYS was carried out to validate the formulae. The results given by the formulae and those via numerical analysis agree with each other well.
机译:本文的第二部分描述了单层电缆网的动态特性的研究。基于小振幅振动的假设,以集总质量系统的形式分析了电缆网的线性振动特性。特别关注两个重要因素:几何形状和电缆预紧力对载荷作用下不同偏转位置的电缆网动力特性的影响。结果表明,当几何形状的位移较小时,位移对振动频率的影响几乎与预张力相同,否则,几何形状的影响远大于预张力。在每个预拉伸阶段还对第一部分中提到的电缆网模型进行了动态测试。实验结果与有限元分析(FEA)的结果非常吻合。此外,由于发现瑞利的方法有时会引入较大的误差,因此本文提出了一种基于瑞利的方法来计算基频的改进方法“ MML”。还分析了电缆网的非线性动力特性。与线性振动情况不同,非线性情况在某种程度上取决于振幅。因此,第一和第二非线性模态频率的明确近似公式是从连续理论推导得出的,假设电缆网起着连续膜的作用。使用有限元软件ANSYS进行了瞬态动力学分析,以验证该公式。公式给出的结果与通过数值分析得出的结果非常吻合。

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