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Coupled aeroelastic and aerodynamic response analysis of long-span bridges

机译:大跨度桥梁的空气弹性和空气动力耦合分析

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摘要

Multi-mode responses of suspended-span bridges to turbulent wind excitation have been estimated in the past by considering the response of each mode and then taking the root-sum-square for the total response. Other procedures, mainly in the time domain, also exist but they have certain simplifying assumptions that limit the complete analysis of the system as well as the estimation of certain important criteria, e.g., flutter speed. A more comprehensive procedure, in the frequency domain, has been developed to capture the full bridge aerodynamics by considering simultaneously the effect of more than one mode. Frequency-domain functions (flutter derivatives) are preferred by most bridge dynamists because they are easier to obtain experimentally. The determination of multi-mode response is especially important for longer-span bridges since their increased flexibility is more likely to elicit a coupled response. In this paper, the fundamental single-mode frequency-domain formulation is extended into the multi-modal domain and a detailed example is presented to highlight the importance of using a coupled analysis procedure for suspended bridges with longer spans.
机译:过去已经通过考虑每种模式的响应,然后对总响应采用平方根和平方根,来估算吊桥对湍流风激励的多模式响应。还存在主要在时域中的其他过程,但是它们具有某些简化的假设,这些假设限制了系统的完整分析以及某些重要标准(例如颤振速度)的估计。通过同时考虑多种模式的影响,已经开发出一种在频域中更全面的方法来捕获整个桥梁的空气动力学特性。大多数桥式动力学专家都喜欢频域函数(颤振导数),因为它们更容易通过实验获得。多模响应的确定对于大跨度的桥梁尤其重要,因为它们增加的灵活性更可能引起耦合响应。在本文中,基本的单模频域公式扩展到了多模态域,并给出了一个详细的示例,以突出说明对跨度较大的悬索桥使用耦合分析程序的重要性。

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