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Improved response-spectrum analysis of base-isolated buildings: A substructure-based response spectrum method

机译:基础隔震建筑物的改进响应谱分析:基于子结构的响应谱方法

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Unsatisfactory numerical predictions may result from applying the classical modal analysis in conjunction with the response-spectrum-method (RSM) to nonclassically-damped systems such as base-isolated buildings. This inaccuracy is highlighted by comparing the conventional RSM outcomes with results from nonlinear time-history analyses consistent with that given spectrum. Indeed, some underlying assumptions of the conventional RSM are not really appropriate for base-isolated buildings, thus only approximate results are obtained, whereas either a complex-value modal analysis or the direct integration of the equations of motion should be undertaken to follow an exact approach to this problem. In an attempt to overcome the limitations of the conventional RSM as well as the mathematical difficulties and computational cost of the exact approach, in this paper an improved response-spectrum analysis procedure for base-isolated buildings is elaborated. Based upon the substructure approach, this procedure makes use of novel response spectra that quantify the effects of the base-isolation system (BIS) to the superstructure while accounting for the dynamic interaction between BIS and superstructure. The developed procedure improves the conventional RSM in two aspects: (1) the seismic response of the base isolated building is computed by applying the modal analysis to the superstructure only, which is typically considered as a classically damped system, rather than to the overall structure having nonclassical damping; (2) the BIS can potentially be modeled as a nonlinear subsystem with its actual hysteretic characteristics. The effectiveness of the proposed procedure and the improvements over the conventional RSM are scrutinized against time-history analyses with Monte Carlo simulated spectrum-compatible accelerograms.
机译:将经典模态分析与响应频谱方法(RSM)一起应用于非经典阻尼系统(例如,基础隔离建筑物)可能会导致数值预测不理想。通过将常规RSM结果与与给定频谱一致的非线性时间历史分析的结果进行比较,可以突出这种不准确性。确实,常规RSM的一些基本假设并不真正适用于基础隔震的建筑物,因此只能获得近似结果,而应采用复数值模态分析或运动方程式的直接积分来遵循精确的方法。解决这个问题的方法。为了克服常规RSM的局限性,以及精确方法的数学困难和计算成本,本文提出了一种针对基础隔离建筑物的改进的响应频谱分析程序。基于子结构方法,此过程利用新颖的响应光谱来量化基础隔离系统(BIS)对上部结构的影响,同时考虑BIS与上部结构之间的动态相互作用。所开发的程序从两个方面改进了传统的RSM:(1)仅通过对上部结构(通常被认为是经典阻尼系统)而不是整体结构进行模态分析来计算基础隔震建筑物的地震响应。具有非经典的阻尼; (2)BIS可以潜在地建模为具有实际滞后特性的非线性子系统。提出的程序的有效性和对传统RSM的改进通过蒙特卡罗模拟频谱兼容加速度图对时程分析进行了审查。

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