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Shaking table test and analysis method on ultimate behavior of slender base-isolated structure supported by laminated rubber bearings

机译:叠层橡胶支座支撑的细长基础隔震结构极限性能的振动台试验及分析方法

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This paper describes the results of shaking table tests to ascertain the ultimate behavior of slender base-isolated buildings and proposes a time history response analysis method, which can predict the ultimate behavior of base-isolated buildings caused by buckling fracture in laminated rubber bearings. In the tests, a base-isolated structure model weighing 192 kN supported by four lead rubber bearings is used. The experimental parameters are the aspect ratio of height-to-distance between the bearings and the shape of and the axial stress on the bearings. The test results indicate that the motion types of the superstructure at large input levels can be classified into three types: the sinking type; the uplift type; and the mixed type. These behaviors depend on the relationship between the static ultimate lateral uplifting force on the superstructure and the lateral restoring characteristics of the base-isolated story. In the analysis method, bearing characteristics are represented by a macroscopic mechanical model that is expanded by adding an axial spring to an existing model. Nonlinear spring characteristics are used for its rotational, shear, and axial spring. The central difference method is applied to solve the equation of motion. To verify the validity of the method, simulation analysis of the shaking table tests are carried out. The results of the analysis agree well with the test results. The proposed model can express the buckling behavior of bearings in the large deformation range.
机译:本文介绍了振动台试验的结果,以确定细长的基础隔震建筑物的最终性能,并提出了一种时程响应分析方法,该方法可以预测层压橡胶轴承的屈曲断裂引起的基础隔震建筑物的最终性能。在测试中,使用了一个由四个铅橡胶轴承支撑的重192 kN的基础隔离结构模型。实验参数是轴承之间的高度与距离的长宽比以及轴承的形状和轴向应力。测试结果表明,在较大输入水平下,上部结构的运动类型可分为沉陷型,沉陷型和沉陷型。隆起类型和混合类型。这些行为取决于上部结构上的静态最终横向抬升力与基础隔离层的横向恢复特性之间的关系。在分析方法中,轴承特性由宏观机械模型表示,该模型通过在现有模型中添加轴向弹簧来扩展。非线性弹簧特性用于其旋转,剪切和轴向弹簧。应用中心差法求解运动方程。为了验证该方法的有效性,对振动台试验进行了仿真分析。分析结果与测试结果非常吻合。所提出的模型可以表达大变形范围内轴承的屈曲行为。

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