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Single variable shear deformation theory for free vibration and harmonic response of frames on flexible foundation

机译:柔性基础框架自由振动和谐波响应的单可变剪切变形理论

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摘要

A single variable shear deformation theory (SVSDT) is applied to free vibrations and harmonic response analysis of a multi-storey frame model considering flexibility of foundation. The column-foundation joints are modelled using three-spring approach instead of fixed support assumption to show the effects of soil-structure interaction (SSI) on the dynamic behaviour of frame model. The dynamic stiffness formulations are used for both free vibration and harmonic response analysis. The results that obtained using SVSDT and Timoshenko beam theory (TBT) are presented comparatively. The calculated natural frequencies are verified by finite element method (FEM). The convergence of FEM for the first three natural frequencies is presented for the fixed supported frame and frame considering SSI. The harmonic response curves are used to reveal the resonant and anti-resonant frequencies directly. It is seen that using a lateral displacement response for harmonic response curves may cause to miss natural frequencies of axial dominant modes of the frame model. However, all required natural frequency values of multi-storey frames considering foundation flexibility can be obtained via harmonic response curves that plotted by using a vertical displacement response of a node of model. Moreover, the proposed approach is validated by experimental data for scaled frame models, which are fixed supported and flexibly supported, respectively. The computation times for harmonic responses are tabulated for frame model on flexible foundation as well as fixed support assumption.
机译:考虑基础灵活性的多层框架模型的自由振动和谐波响应分析应用单一可变剪切变形理论(SVSDT)。柱基团接头采用三个弹簧方法建模,而不是固定的支持假设,以显示土 - 结构相互作用(SSI)对框架模型动态行为的影响。动态刚度配方用于自由振动和谐波响应分析。使用SVSDT和TIMOSHONKO波束理论(TBT)获得的结果相对呈现。通过有限元方法(FEM)验证计算的自然频率。考虑SSI的固定支持的框架和帧,呈现了前三个自然频率的FEM的收敛。谐波响应曲线用于直接露出谐振和防谐振频率。可以看出,使用对谐波响应曲线的横向位移响应可能导致错过帧模型的轴向主导模式的自然频率。然而,考虑基础灵活性的所有所需的自然频率值可以通过使用模型节点的节点的垂直位移响应绘制的谐波响应曲线来获得。此外,所提出的方法是通过用于缩放帧模型的实验数据验证,分别是固定的支持和灵活支持的。用于柔性基础的帧模型的谐波响应的计算时间以及固定支撑假设。

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