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Hysteretic modelling of x-braced shear walls

机译:X形支撑剪力墙的滞回模拟

摘要

We present a differential model of the hysteretic behavior of unsheathed x-braced frames. The model includes all the relevant aspects (perfect or hardening plasticity of diagonal straps under tension, buckling of diagonal straps under compression). The frame is treated as a single-degree-of-freedom system, and the hysteretic model is written as a small system of ordinary differential equations. In spite of this simplified modelling approach, the proposed model captures the key features of hysteretic cycles of x-braced frames (extreme pinching and slackness) and can be used to obtain the q-factor for simplified seismic design based on the reduction of elastic spectra. The model also allows to couple several x-braced frames to obtain the response of more complex structures such as complete façades. In fact, the agreement with a more sophisticated approach, such as a finite element model of the frame, is excellent, but the computational cost is considerably lower. This point is illustrated by various numerical examples.
机译:我们提出了无护套x支撑框架的滞后行为的差分模型。该模型包括所有相关方面(对角带在张力下的完全或硬化可塑性,对角带在压缩下的屈曲)。框架被视为一个单自由度系统,而滞后模型则被写为一个常微分方程的小型系统。尽管采用了这种简化的建模方法,但所提出的模型仍捕获了x支撑框架的滞回周期的关键特征(极度收缩和松弛),并且可用于基于弹性谱的减少获得简化地震设计的q因子。 。该模型还允许耦合几个x支撑框架,以获得更复杂结构(如完整的外立面)的响应。实际上,与更复杂的方法(例如框架的有限元模型)的一致性非常好,但是计算成本却低得多。这一点通过各种数值示例来说明。

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