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Multiple internal resonances and modal interaction processes of a cable-stayed bridge physical model subjected to an invariant single-excitation

机译:不变单激励作用下斜拉桥物理模型的多个内部共振和模态相互作用过程

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There exist complex internal resonances in cable-stayed bridges. In order to study multiple internal resonances under the excitation of an invariant single-excitation and to ascertain the modal interaction processes, a nonlinear dynamic experiment of cable-stayed bridge was carried out. The modal parameters of the experimental physical model were evaluated by two finite element models (the OECS and MECS). Mode shapes were classified and compared to distinguish the in-plane and out-of-plane as well as the global, local and hybrid modes. Potential internal resonances were recognized by investigate the ratios between cable frequencies and the OECS frequencies. Then, attention was paid not only to the steady-state responses but also the coupling processes. It was observed that multiple internal resonances could induce large amplitude vibrations of the entire bridge, including the “beat vibration” of long-cables. Moreover, the sum of the two beat frequencies was equal to the excitation frequency. These phenomena were also found in transient analysis by the MECS finite element model. The interaction processes of the multi-mode resonances were revealed by separating vibration signals using the zero-phase-shift filtering technology and by precisely linking the observed modes to the MECS modes with frequency relations. Research shows that: the forced vibration, 2:1 local-local internal resonance and combined internal resonance had occurred simultaneously in the physical model.
机译:斜拉桥存在复杂的内部共振。为了研究在不变单激励的激励下的多个内部共振,并确定模态相互作用过程,进行了斜拉桥的非线性动力实验。实验物理模型的模态参数由两个有限元模型(OECS和MECS)评估。对模式形状进行了分类和比较,以区分平面内和平面外以及全局,局部和混合模式。通过研究电缆频率与OECS频率之间的比率可以识别潜在的内部共振。然后,不仅关注稳态响应,而且关注耦合过程。观察到,多个内部共振会引起整个桥的大振幅振动,包括长电缆的“拍振动”。而且,两个拍频之和等于激励频率。在MECS有限元模型的瞬态分析中也发现了这些现象。通过使用零相移滤波技术分离振动信号,以及通过将观察到的模式与具有频率关系的MECS模式精确链接,揭示了多模式共振的相互作用过程。研究表明:物理模型中同时发生了强制振动,2:1局部-局部内部共振和组合内部共振。

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