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A modal combination rule for ordered peak response under multi-component ground motion

机译:多分量地面运动下有序峰值响应的模态组合规则

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The traditional earthquake-resistant design philosophy involves estimation of the peak elastic response for the specified seismic hazard, which in turn requires a modal combination rule for the multidegree- of-freedom systems. The typically used rules estimate just the largest response peaks, while the second largest, third largest,... peaks are assumed to be of no significance. Considering the possibility that structural damage in the post-yield regime can be correlated with these higher-order peaks, a new modal combination rule is developed for the ordered peak response of multistoried buildings excited by the multi-component ground motions. The proposed rule is formulated by using the stationary random vibration theory and by making suitable approximations regarding the peak factors and nonstationarity factors. A numerical study shows that the proposed rule performs better than the CQC3 rule when the building is stiffer to the ground motion and that the level of accuracy for the higher-order peaks up to the 10th largest peak is comparable to that for the largest peak.
机译:传统的抗震设计理念包括估算特定地震危险的峰值弹性响应,这反过来又需要针对多自由度系统的模态组合规则。通常使用的规则仅估计最大的响应峰,而第二,第三,最大峰则无意义。考虑到屈服后结构破坏可能与这些高阶峰相关的可能性,针对由多分量地震动激发的多层建筑的有序峰响应,开发了一种新的模态组合规则。通过使用平稳随机振动理论并通过对峰值因子和非平稳性因子进行适当的近似来制定建议的规则。数值研究表明,当建筑物对地面运动较硬时,建议的规则比CQC3规则的性能更好,并且直到第10个最大峰的高阶峰的精确度与最大峰的精确度相当。

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