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Identification of the parameters of the Kelvin-Voigt and the Maxwell fractional models, used to modeling of viscoelastic dampers

机译:确定用于建模粘弹性阻尼器的Kelvin-Voigt和Maxwell分数模型的参数

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Fractional models are becoming more and more popular because their ability of describing the behaviour of viscoelastic dampers using a small number of parameters. An important difficulty, connected with these models, is the estimation of model parameters. A family of methods for identification of the parameters of both the Kelvin-Voigt fractional model and the Maxwell fractional model are presented in this paper. Moreover, the equations of hysteresis curves are derived for fractional models. One of the methods presented used the properties of hysteresis curves. The validity and effectiveness of procedures have been tested using artificial and real experimental data.
机译:分数模型正变得越来越流行,因为分数模型能够使用少量参数来描述粘弹性阻尼器的行为。与这些模型相关的一个重要困难是模型参数的估计。本文介绍了用于识别Kelvin-Voigt分数模型和Maxwell分数模型的参数的方法。此外,还针对分数模型导出了磁滞曲线方程。提出的一种方法使用了磁滞曲线的特性。该程序的有效性和有效性已使用人工和真实的实验数据进行了测试。

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