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Seismic response prediction of HDR bearings using fractional derivative Maxwell model

机译:基于分数阶导数麦克斯韦模型的HDR轴承地震响应预测

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Shaking table tests are conducted for one type of high damping rubber (HDR) bearing in this study. The bearing is strained up to a maximum shear strain of approximately 200/100. The equivalent linear characteristics are determined according to AASHTO speci- fications based on the steady-state responses of sinusoidal tests. An equivalent linear analysis is performed to predict the seismic responses of the test structure and the results are compared with the measured responses. Besides, the fractional derivative Maxwell model of the bearing is formulated and an explicit integration scheme is implemented for solving the equation of motion of the test structure subject to ground motions. Two sets of numerical parameters involved in the fractional derivative Maxwell model are identified with respect to the best fit to the dynamic amplification function and phase angle determined from the sinusoidal tests. According to the comparison of the predicted and measured seis- mic responses of the test structure, it is found that the parameters shouId be determined from the best fit to the phase angle rather than the dynamic amplification function. For practical applications, the fractional derivative Maxwell model is equipped with an iter- ation procedure.
机译:在本研究中,对一种高阻尼橡胶(HDR)轴承进行了振动台测试。轴承承受的最大剪切应变约为200/100。根据正弦测试的稳态响应,根据AASHTO规范确定等效线性特性。进行等效线性分析以预测测试结构的地震响应,并将结果与​​测得的响应进行比较。此外,建立了轴承的分数导数麦克斯韦模型,并采用了显式积分方案来求解受地震动影响的测试结构的运动方程。相对于最适合动态放大函数和由正弦测试确定的相位角,确定了分数导数麦克斯韦模型中涉及的两组数值参数。根据对测试结构的预测和测得的地震响应的比较,发现应根据与相位角的最佳拟合而非动态放大函数来确定参数。对于实际应用,分数导数麦克斯韦模型配备了迭代程序。

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