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SEISMIC DESIGN OF MASONRY BUILDINGS:CURRENT PROCEDURES AND NEW PERSPECTIVES

机译:砌体房屋的抗震设计:现行程序和新观点

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The application of parametric linear and nonlinear analyses on regular structural configurations of masonry buildings has showed how the procedures of seismic safety checks based on linear analyses can lead to inconsistent results if the q-factor values recommended in some seismic codes (i.e. EC8) are used. The need for the consideration of an appropriate overstrength ratio (OSR) is demonstrated for masonry buildings. However,the choice of a single conservative value of OSR for a given building typology does not completely overcome the intrinsic limitations of a linear analysis, given the high variability of OSR from structure to structure. On the basis of comparison between the force distribution in linear and nonlinear analysis two simplified design linear procedures are proposed, solving the high variability of OSR. The first method is based on a traditional linear elastic analysis followed by a suitable redistribution of the internal forces (shear and bending moments). The second method is characterized by a preliminary estimation of the distribution of the internal forces based on the strength of the masonry piers. This estimation is evaluated trough the results of an elastic analysis. The safety checks are then carried out comparing the total base shear of the structure with the base shear strength. Both methods have shown to give good results in comparison with full nonlinear static procedures, when applied to regular building configurations. The second method can be very useful also as a simplified method to check the results of the nonlinear static analyses in terms of base shear-top displacement capacity curve.
机译:将参数线性和非线性分析应用于砌筑结构的常规结构表明,如果使用某些地震法规(例如EC8)中建议的q因子值,基于线性分析的地震安全检查程序如何导致不一致的结果。对于砖石建筑,已证明需要考虑适当的超强度比(OSR)。但是,鉴于OSR在不同结构之间的高度可变性,对于给定的建筑类型,选择OSR的单个保守值并不能完全克服线性分析的固有局限性。在比较线性分析和非线性分析中的力分布的基础上,提出了两种简化的设计线性程序,以解决OSR的高可变性。第一种方法基于传统的线性弹性分析,然后适当重新分配内力(剪切力和弯矩)。第二种方法的特点是根据砌体墩的强度对内力的分布进行初步估计。通过弹性分析的结果评估此估计。然后进行安全检查,将结构的总基础剪切强度与基础剪切强度进行比较。当应用于常规建筑配置时,与完全非线性静态程序相比,这两种方法均显示出良好的效果。第二种方法也可以用作简化方法,以根据基础剪力-顶部位移能力曲线检查非线性静力分析的结果。

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