Study on non-buckling steel plate shear walls with corrugated core panel

Jin Huajian, Guoqiang Li, F. Sun
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引用次数: 1

Abstract

In this paper, a non-buckling steel plate shear wall with corrugated core panel was introduced, which keeps itself from premature buckling by fully taking advantage of extra-large flexural stiffness of corrugated core panel and enables to yield before buckling. Most importantly, the optimal corrugation configuration of corrugated core panel was obtained by parametric investigation into detailed dimensions of single wave such as thickness, depth of corrugation, angle of corrugation and so on, which was hereafter validated by numerical simulation. Non-dimensional parameters such as height-to-thickness ratio, width-to-thickness ratio and aspect ratio have also been taken into consideration, all of which turn out to be the most decisive factors of guaranteeing the “non-buckling”. The parametric analysis proves that as long as the former two factors are below the critical values recommended in this paper, unexpected buckling is not going to happen. On the other hand, theoretical approaches to calculate the yielding strength and initial stiffness were derived, as well as a theoretical design method for boundary elements. Meanwhile, a simplified model was concluded. Formulas to determine the cross-section of cross braces and boundary elements were given based on the principle of equivalent yielding strength and initial stiffness. Finally, four specimens were resorted to testify above theory and parametric study. Two specimens with larger height-to-thickness ratio that exceeds the recommended limit exhibit inevitable buckling, while the others with smaller height-to-thickness ratio show ideal energy-absorbing capability and no evident buckling is observed even under an inter-story drift of 2%.
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波纹芯板无屈曲钢板剪力墙研究
本文介绍了一种带波纹芯板的无屈曲钢板剪力墙,该剪力墙充分利用波纹芯板的特大抗弯刚度,避免了其过早屈曲,实现了屈曲前屈服。最重要的是,通过对波纹厚度、波纹深度、波纹角度等单波细节尺寸的参数化研究,得到了波纹芯板的最佳波纹构型,并通过数值模拟进行了验证。同时还考虑了高厚比、宽厚比、长径比等非量纲参数,这些参数是保证“不屈曲”的最决定性因素。参数分析证明,只要前两个因素低于本文推荐的临界值,就不会发生意外屈曲。另一方面,导出了计算屈服强度和初始刚度的理论方法,以及边界单元的理论设计方法。同时,建立了简化模型。根据等效屈服强度和初始刚度原理,给出了确定横撑截面和边界单元截面的计算公式。最后,采用4个试件对上述理论和参数研究进行验证。高厚比较大的两个试件在超过推荐极限时出现了不可避免的屈曲,而高厚比较小的两个试件在2%的层间位移下也表现出理想的吸能能力,没有出现明显的屈曲。
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