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A spectral load model for pedestrian excitation including vertical human-structure interaction

机译:包含垂直人机交互作用的行人激励的频谱负载模型

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This paper is focused on the evaluation of the structural response to vertical pedestrian excitation for a wide range of footbridge and crowd parameters. A spectral load model for pedestrian-induced forces proposed in literature is adopted. The model accounts for the randomness in the human excitation as well as the increased correlation among pedestrians with pedestrian density. Therefore, it can be applied for the vibration serviceability analysis of footbridges in unrestricted and crowded traffic conditions. With the purpose of predicting the structural response for a wide range of natural frequencies, an extension of the model to account for the contribution of the first three harmonics of the walking load is proposed. To allow for a more accurate prediction of the maximum response, the present study in addition accounts for the vertical mechanical interaction between pedestrians and the supporting structure. Finally, the impact of human-structure interaction (HSI) on the structural response is investigated. By applying the methods of linear random dynamics, the maximum dynamic response of the footbridge is evaluated based on an analytical formulation of the load and the frequency response function (FRF) of the coupled crowd-structure system. The most significant HSI-effect is in the increase of the effective damping ratio of the coupled crowd-structure system that leads to a reduction of the structural response. However, in some cases the shift in frequency of the coupled crowd-structure system results into a higher structural response when HSI-effects are accounted for.
机译:本文的重点是评估各种行人天桥和人群参数对垂直行人激励的结构响应。采用了文献中提出的行人感应力的频谱载荷模型。该模型考虑了人类兴奋性的随机性以及行人密度与行人之间增加的相关性。因此,可将其应用于无限制和拥挤的交通条件下的人行天桥的振动可服务性分析。为了预测大范围固有频率的结构响应,提出了模型的扩展,以考虑行走载荷的前三个谐波的贡献。为了更准确地预测最大响应,本研究还考虑了行人与支撑结构之间的垂直机械相互作用。最后,研究了人与结构相互作用(HSI)对结构响应的影响。通过应用线性随机动力学方法,基于荷载和耦合人群结构系统的频率响应函数(FRF)的解析公式来评估人行桥的最大动态响应。最显着的HSI效果是耦合的人群结构系统的有效阻尼比增加,这导致结构响应降低。但是,在某些情况下,考虑到HSI效应,耦合的人群结构系统的频率变化会导致更高的结构响应。

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