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An improved multidimensional modal pushover analysis procedure for seismic evaluation of latticed arch‐type structures under lateral and vertical earthquakes

机译:改进的多维模态推覆分析程序,用于横向和竖向地震作用下格形拱形结构的地震评估

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摘要

Pushover methods for seismic assessment of buildings under multidimensional earthquakes have been studied and retrofitted. However, these current methods are not suitable when applied to widely adopted arch-type structures characterized by strong geometrical nonlinearity and coupling effects. An improved multidimensional modal pushover procedure with two-stage analyses is proposed for seismic evaluation of latticed arches. Taking overall multidimensional response into consideration, modal stiffness of the equivalent single-degree-of-freedom system is derived, and its capacity curve is determined during the first-stage analysis. To provide a deformation profile with algebraic signs of response retained, the second-stage analysis is conducted using the pushover load pattern derived from modal displacement superposition. The objective of the improved procedure is to overcome the drawback of the conventional modal pushover method, which describes the capacity curve resorting to base shear and roof displacement, and that of quadratic combination rules which eliminate the sign reversals of response. To validate its serviceability, nodal displacements and element stresses, as well as the yielding members, of two typical latticed arches are calculated. Through comparative analysis, the results by the improved procedure exhibit good agreement with those by response history analysis. Additionally, this procedure demonstrates great superiority over the conventional method for its satisfying accuracy.
机译:研究并改进了用于多维地震下建筑物抗震评估的推覆方法。但是,这些当前方法不适用于以几何非线性和耦合效应为特征的广泛采用的拱形结构。提出了一种改进的具有两阶段分析的多维模态推覆方法,用于格形拱的抗震评估。考虑到整体多维响应,得出等效单自由度系统的模态刚度,并在第一阶段分析中确定其能力曲线。为了提供具有响应的代数符号的变形轮廓,使用从模态位移叠加获得的推覆载荷模式进行第二阶段分析。改进程序的目的是克服传统模态推覆方法的缺点,该方法描述了依靠基础剪力和屋顶位移的承载力曲线,以及消除了响应符号反转的二次组合规则的缺点。为了验证其适用性,计算了两个典型格子拱的节点位移和单元应力以及屈服构件。通过比较分析,改进程序的结果与响应历史分析的结果显示出良好的一致性。另外,该程序由于其令人满意的准确性而显示出优于常规方法的巨大优势。

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