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Nonlinear modeling of MDOF structures equipped with viscoelastic dampers with strain, temperature and frequency-dependent properties

机译:带有粘弹性阻尼器的MDOF结构的非线性建模,其具有应变,温度和频率相关的特性

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摘要

The main objective of this paper is to propose a numerical algorithm for modeling the nonlinear time-history seismic response of MDOF structures with frequency-,strain- and temperature-dependent viscoelastic (VE) dampers. An extended recursive parameter model based on Nakamura's method is established in order to simulate the frequency-, strain- and temperature-dependent properties of VE dampers in the time domain. The numerical stability of the extended model combined with a time-stepping method is studied and the model is verified against the exact solution for linear response as well as the experimental measurements for nonlinear response. A full-fledged nonlinear time-history analysis of a practical engineering problem is carried out and the results are compared with those calculated by traditional Kelvin-Voigt model which is commonly used in the practice as well as fractional derivative (FD) method. The advantages and robustness of the proposed method is then fully discussed.
机译:本文的主要目的是提出一种数值算法,用于建模具有频率,应变和温度相关的粘弹性(VE)阻尼器的MDOF结构的非线性时程地震响应。建立了基于Nakamura方法的扩展递归参数模型,以在时域中模拟VE阻尼器的频率,应变和温度相关特性。研究了扩展模型与时间步长方法相结合的数值稳定性,并针对线性响应的精确解以及非线性响应的实验测量对模型进行了验证。对实际工程问题进行了全面的非线性时程分析,并将结果与​​实践中常用的传统Kelvin-Voigt模型以及分数导数(FD)方法进行了比较。然后充分讨论了该方法的优点和鲁棒性。

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