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A wavenumber domain boundary element method model for the simulation of vibration isolation by periodic pile rows

机译:波数域边界元方法模型用于周期性桩排隔振的仿真

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摘要

The wavenumber domain boundary element method (WDBEM) for the interaction between the half-space soil and periodic structures is important for the design of various periodic structures in civil engineering. In this study, a WDBEM model for the half-space soil and periodic pile rows is developed and used in the analysis of the vibration isolation via pile rows. To establish the model, the rigid-body-motion method for the estimation of the Cauchy type singular integrals involved in the WDBEM is established for the first time. In the proposed model, the half-space soil and periodic pile rows are treated as elastic media. Employing the spatial domain boundary integral equations for the half-space soil and pile rows as well as the sequence Fourier transform method, the wavenumber domain boundary integral equations for the soil and pile rows are derived. By using the obtained wavenumber domain boundary integral equations, WDBEM formulations for the half-space soil and periodic pile rows are established. Using the WDBEM formulations as well as the continuity conditions at the pile-soil interfaces, a coupled WDBEM model for the pile-soil system is derived. With the proposed WDBEM model, the influences of the pile length and the shear modulus of the half-space soil on the vibration isolation effect of pile rows are examined; Presented numerical results show that the isolation vibration effect of pile rows is enhanced considerably with increasing length of the piles. Besides, the isolation vibration effect of pile rows is weakened considerably with increasing shear modulus of the half-space soil. Moreover, as expected, multiple pile rows usually produce a better isolation vibration effect than a single pile row.
机译:半空间土壤与周期结构相互作用的波数域边界元方法(WDBEM)对于土木工程中各种周期结构的设计很重要。在这项研究中,建立了半空间土壤和周期性桩排的WDBEM模型,并将其用于通过桩排的隔振分析。为了建立模型,首次建立了刚体运动方法来估计WDBEM中涉及的柯西型奇异积分。在提出的模型中,将半空间土壤和周期桩排视为弹性介质。利用半空间土排桩的空间域边界积分方程和序列傅里叶变换法,推导了土排桩的波数域边界积分方程。通过使用获得的波数域边界积分方程,建立了半空间土壤和周期性桩排的WDBEM公式。使用WDBEM公式以及桩-土界面处的连续性条件,得出了桩-土系统的耦合WDBEM模型。利用提出的WDBEM模型,研究了桩长和半空间土的剪切模量对桩排隔振效果的影响。数值结果表明,随着桩长的增加,桩排的隔振效果得到了明显增强。此外,随着半空间土壤剪切模量的增加,桩排的隔振效果大大减弱。而且,正如预期的那样,多排桩通常比单排桩产生更好的隔离振动效果。

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