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不规则布置塔吊基础桩桩顶作用效应计算方法

王帅 游建华 杨煜明 李东阳

王帅, 游建华, 杨煜明, 李东阳. 不规则布置塔吊基础桩桩顶作用效应计算方法[J]. 岩土工程技术, 2025, 39(3): 347-352. doi: 10.20265/j.cnki.issn.1007-2993.2024-0199
引用本文: 王帅, 游建华, 杨煜明, 李东阳. 不规则布置塔吊基础桩桩顶作用效应计算方法[J]. 岩土工程技术, 2025, 39(3): 347-352. doi: 10.20265/j.cnki.issn.1007-2993.2024-0199
Wang Shuai, You Jianhua, Yang Yuming, Li Dongyang. Calculation method for the effect of pile head action on foundation piles of irregularly arranged tower cranes[J]. GEOTECHNICAL ENGINEERING TECHNIQUE, 2025, 39(3): 347-352. doi: 10.20265/j.cnki.issn.1007-2993.2024-0199
Citation: Wang Shuai, You Jianhua, Yang Yuming, Li Dongyang. Calculation method for the effect of pile head action on foundation piles of irregularly arranged tower cranes[J]. GEOTECHNICAL ENGINEERING TECHNIQUE, 2025, 39(3): 347-352. doi: 10.20265/j.cnki.issn.1007-2993.2024-0199

不规则布置塔吊基础桩桩顶作用效应计算方法

doi: 10.20265/j.cnki.issn.1007-2993.2024-0199
基金项目: 湖北省建设科技计划项目(JK2024003);中建三局科技研发项目(CSCEC3B2024-08)
详细信息
    作者简介:

    王 帅,男,1998年生,硕士,主要从事岩土与基础工程研究。E-mail:2372988864@qq.com

  • 中图分类号: TU473

Calculation method for the effect of pile head action on foundation piles of irregularly arranged tower cranes

  • 摘要: 实际工程建设中塔吊基础有时会与主体基础结合,采用永临结合设计,此种情形下会出现多桩径不对称布置且荷载偏心的异形承台桩基础。针对此类桩基础,提出一种适用的桩顶作用效应的理论计算公式,应用ABAQUS对实际工程算例进行有限元仿真计算,验证所提理论公式的准确性和普适性。结果表明:现有规范中群桩基础桩顶作用效应的计算方法为本文所提出的计算方法的特殊形式,而本文所提出的公式具有更大的适用范围;对于规则布置的群桩基础桩顶效应,采用规范方法计算的平均误差为18.38%,采用本文提出的方法计算的平均误差为5.88%;通过误差分析,提出使用本文方法进行计算时,应根据工程重要程度和受力方向等综合确定一个安全系数,安全系数建议值为1.1~1.2,此区间具有较高的安全性和经济性,可避免不必要的设计浪费。

     

  • 图  1  异形塔吊基础

    图  2  某工程中的异形塔吊基础

    图  3  有限元计算模型示意图

    图  4  B型桩荷载的计算结果

    图  5  A型桩荷载的计算结果

    图  6  各桩的最不利荷载

    表  1  算例8#塔吊基础的基本计算参数

    ZiIy/mm4Ix/mm4Ixy/mm4xi/mmyi/mm
    Z11.79×10131.26×1013−2.15×1011−1982.6−2428.7
    Z21.79×10131.26×1013−2.15×1011−1982.61571.3
    Z31.79×10131.26×1013−2.15×1011−142.03499.4
    Z41.79×10131.26×1013−2.15×10112017.41571.3
    Z51.79×10131.26×1013−2.15×10112017.4−2428.7
    下载: 导出CSV

    表  2  三种计算方法的误差

    本文值 规范值 FEM值 误差/%
    F1/kN F2/kN F3/kN Δ1-2 Δ1-3 Δ2-3
    F1max8305.87138.48583.816.4−3.3−20.2
    F1min−3233.2−2584.1−3056.425.15.5−18.3
    F2max6742.86613.37164.72.0−6.3−8.3
    F2min−1670.2−2106.7−1533.6−20.78.227.2
    F3max4728.66212.65037.5−23.9−6.518.9
    F3min−2243.0−1653.8−2030.035.69.5−22.7
    F4max6901.56728.87534.22.6−9.2−12.0
    F4min−1828.9−2126.7−1737.8−14.05.018.3
    F5max8184.87199.48431.213.7−3.0−17.1
    F5min−3112.2−2639.8−3186.017.9−2.4−20.7
    误差绝对值的平均值17.185.8818.38
    下载: 导出CSV
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出版历程
  • 收稿日期:  2024-05-08
  • 修回日期:  2024-08-21
  • 录用日期:  2024-10-29
  • 刊出日期:  2025-06-09

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