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OPTIMAL DAMPER DISTRIBUTIONS IN SHEAR FRAMES CONSIDERING SOIL CONDITIONS

机译:考虑土壤条件的剪切框架中的最佳阻尼分布

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When there is an optimal damper application issue, superstructure models are installed and strongly connected to the ground. However;;there is no consideration of the ground influences. Within this current research, the influence of sandy soil relative density upon damper issues has been analysed. Assessment has been carried out upon the optimal distribution of viscous dampers along with the influence of sandy soil relative density on the structural dynamic response for the n-storey shear building model. The soil-structure model governing equation has also been derived and the Fourier Transformation is used to present the frequency domain equations. An optimized procedure, which is the Steepest Direction Search Algorithm (SDSA), is applied. Minimization of the objective function, which is the base moment behaviour of structure stated within the frequency domain, is done. The fundamental mode response of structural model has been considered and the El Centro (NS) earthquake ground acceleration record is used to conduct the time history analyses. Investigation has been carried out for the sandy soil relative density influence upon the optimal design of structure responses along with the total damper capacity variation influence applied within the optimization level. Since the optimal design alters due to the base moment, the sandy soil influences have been assessed thoroughly. As compared to no damper at all case, the damped system has taken place with low base moment. At a rigid level, the structural response is lower as compared to a different sandy soil relative density. The structural response is enhanced after dampers are added based on proposed objective function. Furthermore, the damaging influence created by the poor ground conditions has also been reduced.
机译:当有最佳阻尼应用程序问题时,安装并强烈地连接到地面。然而;;​​没有考虑地面影响。在本前研究中,分析了沙土相对密度对阻尼器问题的影响。粘性阻尼器的最佳分布以及砂土相对密度对N层剪建建筑模型结构动力响应的影响,已经进行了评估。地区结构模型也得到得出,傅里叶变换用于呈现频域方程。应用了作为陡度搜索算法(SDSA)的优化过程。完成的目标函数最小化,即频域内陈述的结构的基片行为。已经考虑了结构模型的基本模式响应,并使用EL Centro(NS)地震地面加速度记录来进行时间历史分析。已经对沙土相对密度影响进行了调查,对结构响应的最佳设计以及在优化水平内应用的总阻尼能力变化影响。由于最佳设计改变由于基地时刻,彻底评估了砂土影响。与所有情况下没有阻尼器相比,阻尼系统已经达到了低基板。与不同的砂土相对密度相比,在刚性水平下,结构应答较低。基于所提出的目标函数加入阻尼器后,结构应答增强。此外,由差的地面条件产生的破坏性影响也降低了。

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