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Improved factored modal combination method for evaluating in-plane seismic demands of latticed arches

机译:改进的模态模态组合法用于评估格拱的面内地震需求

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摘要

An improved factored modal combination method is developed for evaluating the in-plane seismic demands of latticed arches. In the method, an improved equivalent static earthquake load profile (ESELP) is proposed and expressed as a combination of several modal ESELPs. Two factors, an extended modal combination factor and a modal load modification factor, are proposed and used to establish the modal ESELPs, in which higher mode and geometrical nonlinear effects are taken into account. A set of improved ESELPs are established by combining the modal ESELPs of the selected modes that contribute significantly to the structural response. The structural demands are obtained from the envelope result of nonlinear pushover analyses using all the improved ESELPs. Three circular latticed arch models and two non-circular latticed arch models are built, and 30 seismic excitations are selected to investigate the applicability of the proposed method. The results show that, for latticed arches whose number of significant modes is less than or equal to three, the proposed method provides relatively high accuracy in the estimation of seismic demands. The mean errors of the seismic demands given by the proposed method are relatively low compared with those obtained from the factored modal combination method and the extended modal pushover analysis.
机译:提出了一种改进的因式模态组合方法,用于评估格形拱的面内地震需求。在该方法中,提出了一种改进的等效静地震荷载分布(ESELP),并表示为几种模态ESELP的组合。提出了两个因素,一个扩展的模态组合因子和一个模态载荷修正因子,并用于建立模态ESELP,其中考虑了较高的模态和几何非线性效应。通过组合对结构响应有重大贡献的所选模态的模态ESELP,可以建立一组改进的ESELP。结构要求是使用所有改进的ESELP从非线性推覆分析的包络结果得出的。建立了三个圆形格子拱模型和两个非圆形格子拱模型,并选择了30次地震激励来研究该方法的适用性。结果表明,对于显着模数小于或等于3的格子拱,该方法在地震需求估计中具有较高的精度。与从因子模态组合法和扩展模态推覆分析获得的平均误差相比,该方法给出的地震需求的平均误差相对较低。

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