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Optimal placement of damping devices in buildings

机译:阻尼装置在建筑物中的最佳位置

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摘要

The appropriate use of energy dissipating devices improves the behavior of structures when subjected to external loads, defining the optimal location of the dampers; therefore, it is crucial to ensure their efficiency. In this work, the mathematical expressions of an efficient and systematic procedure proposed by Takewaki were adapted and detailed to find the optimum location of dampers when a structural damper is used. This procedure consists of minimizing the sum of the amplitudes of the transfer functions evaluated at the undamped fundamental frequency of a structural system subject to constraints on the sum of the damping coefficients of the added dampers. For instance, at the beginning and end of the calculation, the sum of the damping coefficients entered must be the same. A series of numerical examples on shear building models within a range of two to six stories are used to verify the efficiency of the systematic procedure. The results showed that the optimal placement method is efficient due to the amplitude reduction of the transfer function after the optimal distribution of the damping coefficients in the structure.
机译:适当使用耗能装置可以改善结构在承受外部载荷时的行为,从而确定阻尼器的最佳位置;因此,确保其效率至关重要。在这项工作中,对Takewaki提出的高效和系统程序的数学表达式进行了调整和详细化,以找到使用结构阻尼器时阻尼器的最佳位置。该过程包括最小化在结构系统的无阻尼基频下评估的传递函数的幅度之和,并受到所添加阻尼器阻尼系数之和的约束。例如,在计算的开始和结束时,输入的阻尼系数之和必须相同。通过一系列2至6层的剪切建筑模型的数值算例,验证了系统程序的有效性。结果表明,在结构中阻尼系数最优分布后,传递函数的幅度减小,最优贴装方法有效。

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