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Limitations on linear elastic procedures in performance assessment of regular frames

机译:线性弹性程序在常规框架性能评估中的局限性

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Linear elastic analysis procedures are employed exclusively in the traditional seismic design of new structures and widely employed in the seismic assessment of existing structures. It is also a convenient tool for the initial checking of deformations in displacement-based design. The limitations that should be imposed on linear elastic procedures have been evaluated in this study by comparing the deformation-based response quantities obtained from response spectrum analysis with those from the nonlinear time history analysis. Both procedures were applied to different design variants of 5, 8, and 12 story moment frames, subjected to 20 strong motion components exhibiting a variety of intensities. Member plastic rotations and interstory drift ratios were employed as the basic response parameter in performance assessment. It has been found that average column demand to capacity ratio (DCR) (the ratio of flexural demand from linear elastic analysis to flexural capacity) and average beam DCR at the critical story are the most effective parameters in determining the validity range of linear elastic procedures in regular moment frames. Limiting values for these response parameters are proposed. Furthermore, amplification factors for member rotation demands predicted by the linear procedures are suggested for moment frames when these limiting values are exceeded. These factors ensure that the amplified linear elastic rotations are not smaller than 84 percentile (mean - 1sigma) of the rotations obtained from nonlinear time history analysis. Copyright (c) 2015 John Wiley & Sons, Ltd.
机译:线性弹性分析程序专门用于新结构的传统抗震设计中,并广泛用于现有结构的抗震评估中。它也是基于位移的设计中初始检查变形的便捷工具。通过比较从响应频谱分析获得的基于变形的响应量与从非线性时程分析获得的基于变形的响应量,在本研究中评估了应该对线性弹性程序施加的限制。两种程序都分别应用于5、8和12个故事瞬间框架的不同设计变体,这些框架经受20种表现出不同强度的强运动分量。构件塑性旋转和层间漂移比被用作性能评估中的基本响应参数。已经发现,关键层的平均柱需求与承载力之比(DCR)(线性弹性分析的弯曲需求与弯曲承载力之比)和平均梁DCR是确定线性弹性程序有效性范围的最有效参数。以固定的时间帧。提出了这些响应参数的极限值。此外,当超过这些极限值时,对于弯矩框架,建议采用线性程序预测的构件旋转需求的放大系数。这些因素确保放大的线性弹性旋转不小于从非线性时程分析获得的旋转的84个百分位(均值-1sigma)。版权所有(c)2015 John Wiley&Sons,Ltd.

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