双向非均质黏性阻尼土中桩基扭转振动频域阻抗解答与分析
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TU473.1

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国家自然科学基金面上项目(51878109,51722801,51578100);中央高校基本科研业务费专项资金资助项目(3132019601);“双一流”建设专项资金资助项目(BSCXXM022)


Frequency-domain analysis and solution of torsional impedance of piles in viscous damping soil with both radial and longtudinal inhomogeinety
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    摘要:

    基于三维连续黏性阻尼介质理论和径向多圈层复刚度传递模型,综合考虑桩周土径向非均质效应和纵向成层性,建立双向非均质土体中桩基扭转振动简化分析模型。采用拉普拉斯变换和复刚度传递法求解得出土体位移形式解,进而利用桩?土耦合条件将该形式解耦合进桩身动力平衡方程中,并通过扭转阻抗传递法推导得出桩顶扭转阻抗解析解答。将该解退化并分别与均质土及径向非均质土中的解答进行对比验证其合理性。在此基础上,通过参数化分析探讨了桩周土施工扰动程度和扰动范围、扩颈及缩颈缺陷对桩顶扭转阻抗的影响规律,可为具体工程实践提供理论指导和参考作用。

    Abstract:

    Based on the three-dimensional continuum theory of viscous damping soil and the radial annular complex stiffness transfer model,a simplified analytical model for torsional vibration of piles in viscoelastic soil is established by considering the effects of both radial and longtudinal inhomogeinety of surrounding soil. The solution of torsional vibration displacement of surrounding soil is obtained by using Laplace transform and complex stiffness transfer method,then the form is coupled into the dynamic balance equation of the pile by using the complete coupling condition of pile-soil,and the analytical solution of torsion impedance of pile top is derived by the method of torsional impedance transfer. Furthermore,the obtained analytical solution for torsional impedance at the top of pile is degraded and compared with the existing solutions to verify its rationality. Based on that,an extensive parametric analysis is also conducted to discuss the influence of the disturbance degree,disturbance range of surrounding soil,necking and expanding of pile on the torsional impedance at the top of pile,which can provide reference and guide to related engineering practice.

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崔春义,梁志孟,王本龙,许成顺,姚怡亦.双向非均质黏性阻尼土中桩基扭转振动频域阻抗解答与分析[J].振动工程学报,2021,34(2):301~310.[CUI Chun-yi, LIANG Zhi-meng, WANG Ben-long, XU Cheng-shun, YAO Yi-yi. Frequency-domain analysis and solution of torsional impedance of piles in viscous damping soil with both radial and longtudinal inhomogeinety[J]. Journal of Vibration Engineering,2021,34(2):301~310.]

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  • 在线发布日期: 2022-09-21
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