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Modelling and analysis framework for nonlinear dynamics of submerged tensioned cables

机译:埋埋电缆非线性动力学建模与分析框架

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摘要

We present a universal modelling approach and a unified analytical framework for nonlinear dynamics of the submerged tensioned anchor cable (STAC) considering the coupling effect of the parametric excitation and vortex-induced vibration (VIV). Through a self-consistent verification method, we demonstrate that only using the first few modal response for dynamic analysis will lead to great errors. In addition, our research shows that in order to ensure the accuracy of the results, at least the first nine-order modal information is required. Another major contribution of this article is to propose an improved Galerkin's discretization method and a standard analytical framework for stability analysis of the STAC. The entire analysis process is analytical, thus ensuring the accuracy and efficiency of the calculation, which can be used to investigate the internal mechanism of the steady-state solution transition from unstable to stable.
机译:考虑到参数激发和涡旋诱导的振动(VIV)的耦合效应,我们提出了一种通用的建模方法和统一的埋入锚固锚索(Stac)的非线性动力学的统一分析框架。 通过自我一致的验证方法,我们证明只有使用动态分析的前几种模态响应将导致巨大的错误。 此外,我们的研究表明,为了确保结果的准确性,至少需要前九阶的模态信息。 本文的另一个主要贡献是提出改进的Galerkin的离散方法和标准分析框架,用于Stac的稳定性分析。 整个分析过程是分析的,从而确保计算的准确性和效率,可用于研究稳态溶液过渡从不稳定到稳定的内部机制。

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