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Inelastic responses of wind-excited tall buildings: Improved estimation and understanding by statistical linearization approaches

机译:受风激励的高层建筑的非弹性响应:通过统计线性化方法改进的估计和理解

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Two statistical linearization approaches are used to determine the inelastic response statistics of wind-excited tall buildings with bilinear hysteretic restoring force character. Their accuracy and effectiveness are illustrated though the comparison with the predictions from response time history simulations. The statistical linearization approaches give good estimations of response standard deviation (STD), extreme value distribution and fatigue damage, while discrepancies are observed when the inelastic behaviour is significant that leads to hardening non-Gaussian response distribution. The results demonstrate that the inelastic response with zero mean component is lower than that of corresponding elastic system attributed to the increase in system damping resulted from the hysteretic restoring force. The ductility factor and reduction in response increase with the decrease in yield displacement, especially, for flexible tall buildings. On the other hand, when response has non-zero mean component under static load, the yielding results in displacement drift and the inelastic displacement is featured by stochastic drift and fluctuating components. The time-varying mean response can be calculated from state space equation of motion, and its steady-state value is determined by the mean load and second stiffness. While the hysteretic damping results in reduction of the fluctuating response, the increase in the mean component can lead to total inelastic response noticeably higher than that of the corresponding elastic system. The results of this study help in developing improved understanding of inelastic building response under ultimate wind loads, contributing to achieve safer and more economical performance-based design of buildings beyond the current linear elastic framework.
机译:两种统计线性化方法用于确定具有双线性滞后恢复力特征的风激励高层建筑的非弹性响应统计。通过与响应时间历史模拟的预测进行比较,说明了它们的准确性和有效性。统计线性化方法可以很好地估计响应标准偏差(STD),极值分布和疲劳损伤,而当非弹性行为显着导致非高斯响应分布变硬时,会观察到差异。结果表明,由于滞后恢复力引起的系统阻尼的增加,平均零分量的非弹性响应低于相应的弹性系统。延性因子和响应的减少随着屈服位移的减小而增加,尤其是对于柔性高层建筑。另一方面,当响应在静载荷下具有非零均值分量时,屈服导致位移漂移,而非弹性位移的特征在于随机漂移和波动分量。时变平均响应可以从运动的状态空间方程计算得出,其稳态值由平均负载和第二刚度确定。滞后阻尼会导致波动响应降低,但平均分量的增加会导致总的非弹性响应明显高于相应的弹性系统。这项研究的结果有助于加深对极限风荷载下非弹性建筑响应的理解,有助于实现超越当前线性弹性框架的,更安全,更经济的基于性能的建筑设计。

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