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Wavelet analysis of strong response records of building with bilinear restoring force

机译:双线性恢复力建设强大反应记录的小波分析

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It is very important to estimate the residual life of structures by analyzing a strong response quantitatively, because it is necessary to judge whether they can be used or not in the future, after they are damaged by earthquakes. During a strong earthquake, the jerk response of a structure with bilinear restoring force has discontinuity, just when the restoring force changes rapidly from the elastic region to the plastic region. Authors have tried to detect the discontinuity in the jerk by using wavelet analysis and reported a successful paper (Sone, et al., 1994). The final goal of study is to estimate the low cycle fatigue of structure by analyzing the observed records in a structure. For this object, the relationship between ductility factor; that is the ratio of peak relative displacement and yield relative displacement, and the number of discontinuity detection is needed. In this paper, the method is proposed to estimate the ductility factor of structure by the wavelet analysis of absolute acceleration response. Wavelet has the ability to detect discontinuity in acceleration response record; furthermore, it is found in this study that the wavelet coefficient is proportional to the velocity at the yield point. Besides, the ductility factor is estimated from the velocity at yield point by using the energy balance between kinetic energy at the yield point and strain energy from the yield point to the maximum relative displacement. Thus, using these relationships, the ductility factor is estimated from wavelet coefficient obtained by wavelet analysis of acceleration response. The applicability of this method is verified through some simulations.
机译:通过定量分析强烈的反应来估计结构的残留寿命非常重要,因为有必要判断他们是否可以在未来使用或不判断它们。在强烈的地震中,仅当恢复力从弹性区域迅速变化到塑料区域时,具有双线性恢复力的结构的混凝响应具有不连续性。作者试图通过使用小波分析并报告成功纸张(SONE,等,1994),检测混蛋中的不连续性。研究的最终目标是通过分析结构中观察到的记录来估计结构的低循环疲劳。对于这个目的,延展性因子之间的关系;这是峰相对位移和产量相对位移的比率,并且需要不连续性检测的数量。本文提出了该方法来估计绝对加速度响应的小波分析的延展性因子。小波有能力检测加速度响应记录中的不连续性;此外,在该研究中发现,小波系数与屈服点的速度成比例。此外,通过在屈服点处的动能之间的能量平衡和来自屈服点到最大相对位移的动能之间的能量平衡,从屈服点估计延展性因子。因此,使用这些关系,延展性因子由通过加速度响应的小波分析获得的小波系数估计。通过一些模拟验证了这种方法的适用性。

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