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Stability analysis and non-linear behaviour of structural systems using the complex non-linear modal analysis (CNLMA)

机译:使用复杂非线性模态分析(CNLMA)的结构系统的稳定性分析和非线性行为

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摘要

Herein, a novel non-linear procedure for producing non-linear behaviour and stable limit cycle amplitudes of non-linear systems subjected to super-critical Hopf bifurcation point is presented. This approach, called Complex Non-Linear Modal Analysis (CNLMA), makes use of the non-linear unstable mode which governs the non-linear dynamic of structural systems in unstable areas. In this study, the computational methodology of CNLMA is presented for the systematic estimation of the non-linear behavior of structural system, and it is applied to a complex system with quadratic and cubic non-linearities. Results from this non-linear method are compared with results obtained by integrating the full original non-linear system. This procedure appears very interesting in regard to computational time, formulation, and also necessitates very few computer resources. Thus the CNLMA is suited to computational implementation for various complex non-linear system with many degrees-of-freedom.
机译:在此,提出了一种新的非线性程序,用于产生遭受超临界Hopf分叉点的非线性系统的非线性行为和稳定的极限环振幅。这种方法称为复杂非线性模态分析(CNLMA),它利用非线性不稳定模式来控制不稳定区域中结构系统的非线性动力学。在这项研究中,提出了CNLMA的计算方法,用于系统地估计结构系统的非线性行为,并将其应用于具有二次和三次非线性的复杂系统。将这种非线性方法的结果与通过集成完整的原始非线性系统获得的结果进行比较。该过程在计算时间,公式化方面显得非常有趣,并且也需要很少的计算机资源。因此,CNLMA适合于具有许多自由度的各种复杂非线性系统的计算实现。

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