预制桩帷幕一体化支护齿墙减载作用计算与分析

李永辉, 于定江, 张鼎浩, 张祎凡, 张信

长江科学院院报 ›› 2026, Vol. 43 ›› Issue (4) : 129-137.

PDF(1512 KB)
PDF(1512 KB)
长江科学院院报 ›› 2026, Vol. 43 ›› Issue (4) : 129-137. DOI: 10.11988/ckyyb.20250177
岩土工程

预制桩帷幕一体化支护齿墙减载作用计算与分析

作者信息 +

Calculation and Analysis of Load-Reduction Effect of Integrated Support Structure of Precast Piles with Dentiform Curtains

Author information +
文章历史 +

摘要

为量化分析预制桩帷幕一体化支护齿墙减载作用特性,基于预制桩帷幕一体化支护齿墙减载机理,假定滑裂面为旋轮线型,采用水平薄层微分理论,提出墙后土体滑动条件下齿墙减载作用计算方法,在算例验证的基础上,进一步分析齿墙结构参数、土体强度参数、墙土界面强度参数的变化对土压力减载作用的影响。结果表明:提出的计算方法能有效解决预制桩帷幕一体化支护齿墙减载作用量化分析问题。齿墙在减小墙后滑动土体土压力方面效果显著,其减载比例可达50%;增大齿墙宽度可显著提升减载作用,减小齿墙间距亦有助于减载作用的发挥,而增加齿墙厚度的改善效果有限;土体强度较高时,增设齿墙对支护性能的提升更有利;墙土间作用强度增加也有助于增大齿墙的减载比例,但墙土间黏聚力的增大影响更为显著。研究成果可为该类新型复合支护技术的设计提供理论参考。

Abstract

[Objective] The integrated support structure of precast piles with dentiform curtains can effectively reduce the earth pressure acting on the support structure and enhance its overall performance. This study aims to quantitatively analyze the load-reduction characteristics of the dentiform walls in this structure, reveal the key mechanisms of load reduction, and provide a theoretical reference for the design and calculation of this novel composite support technology. [Methods] Based on the load-reduction mechanisms of the dentiform walls in an integrated support system of precast piles with curtains, a cycloidal slip surface conforming to the actual sliding failure mode of the soil behind the walls was introduced. A calculation method for the load-reduction effect of the dentiform walls under soil sliding conditions was developed using the horizontal thin-layer differential theory. Based on the validation through calculation examples, the impact of key parameters—including dentiform wall structural parameters (spacing, width, thickness), soil strength parameters (cohesion, internal friction angle), and soil-wall interface strength parameters (soil-wall cohesion, soil-wall external friction angle)—on the load-reduction effect of earth pressure was further analyzed. [Results] When the dentiform wall spacing decreased from 3 m to 1.2 m, the load-reduction ratio increased from 23.77% to 44.02%. When the dentiform wall width increased from 0.5 m to 3 m, the load-reduction ratio increased from 17.16% to 46.34%. When the dentiform wall thickness increased from 0.4 m to 1.0 m, the load-reduction ratio only increased from 32.66% to 36.66%. When soil cohesion (c) increased from 1 kPa to 16 kPa, the load-reduction ratio increased from 28.14% to 59.86%. When the soil internal friction angle increased from 16° to 31°, the load-reduction ratio increased from 20.43% to 42.68%. When the soil-wall interface cohesion (c1) increased from 0.6 kPa to 9.6 kPa, the load-reduction ratio increased from 27.41% to 50.41%. When the soil-wall interface external friction angle increased from 9.6° to 18.6°, the load-reduction ratio increased from 30.33% to 36.21%, with the rate of increase gradually slowing down. [Conclusion] The developed calculation method effectively solves the problem that earth pressure is difficult to quantitatively analyze when the integrated support system of precast piles with curtains has dentiform walls. The dentiform walls exhibit a significant load-reduction effect, with the load-reduction ratio of earth pressure from the sliding soil behind the walls reaching over 50%. Decreasing the dentiform wall spacing and increasing its width can both significantly enhance the load-reduction effect. Since the walls have a certain width, the contact area between the back of the dentiform walls and the sliding soil mass is limited, and increasing the wall thickness does not lead to a notable improvement in the load-reduction effect. Increases in both the cohesion and internal friction angle of the soil behind the walls can significantly raise the load-reduction ratio of the dentiform walls. Therefore, on sites with better soil conditions, adding dentiform walls is more beneficial for improving the performance of integrated support of precast piles with curtains. The increase in the strength of the soil-wall interface also contributes to a higher load-reduction ratio of the dentiform walls, but the increase in soil-wall cohesion has a relatively more significant impact.

关键词

基坑支护 / 预制桩 / 土压力 / 减载作用 / 水平薄层微分理论

Key words

foundation pit support / precast pile / earth pressure / load-reduction effect / horizontal thin-layer differential theory

引用本文

导出引用
李永辉, 于定江, 张鼎浩, . 预制桩帷幕一体化支护齿墙减载作用计算与分析[J]. 长江科学院院报. 2026, 43(4): 129-137 https://doi.org/10.11988/ckyyb.20250177
LI Yong-hui, YU Ding-jiang, ZHANG Ding-hao, et al. Calculation and Analysis of Load-Reduction Effect of Integrated Support Structure of Precast Piles with Dentiform Curtains[J]. Journal of Changjiang River Scientific Research Institute. 2026, 43(4): 129-137 https://doi.org/10.11988/ckyyb.20250177
中图分类号: TU476.3   

参考文献

[1]
孙超, 郭浩天. 深基坑支护新技术现状及展望[J]. 建筑科学与工程学报, 2018, 35(3): 104-117.
(Sun Chao, Guo Hao-tian. Present Situation and Prospect of New Technology for Deep Foundation Pit Support[J]. Journal of Architecture and Civil Engineering, 2018, 35(3): 104-117. (in Chinese))
[2]
孙雅珍, 尹方东, 叶翔, 等. 基坑开挖对在建道路的影响及加固措施[J]. 沈阳建筑大学学报(自然科学版), 2024, 40(1):114-122.
(Sun Ya-zhen, Yin Fang-dong, Ye Xiang, et al. Study on Influence of Foundation Pit Excavation on Road under Construction and Reinforcement Measures[J]. Journal of Shenyang Jianzhu University (Natural Science), 2024, 40(1): 114-122. (in Chinese))
[3]
李兵, 刘阳, 李卓伦, 等. 锚杆参数对深基坑变形影响的有限元分析[J]. 沈阳建筑大学学报(自然科学版), 2020, 36(3):404-411.
(Li Bing, Liu Yang, Li Zhuo-lun, et al. Finite Element Analysis of Influence of Bolt Parameters on Deformation of Deep Foundation Pit[J]. Journal of Shenyang Jianzhu University (Natural Science), 2020, 36(3): 404-411. (in Chinese))
[4]
童怀峰, 锁利军. 复合桩墙锚支护技术在深基坑中的应用[J]. 水电能源科学, 2010, 28(10): 90-92.
(Tong Huai-feng, Suo Li-jun. Application of Compound Anchored Pile Wall Support Technique to Deep Foundation Pit[J]. Water Resources and Power, 2010, 28(10): 90-92. (in Chinese))
[5]
李永辉, 周同和, 邹会芳, 等. 一种齿形帷幕预制桩围护结构及施工方法:CN202310041240.5[P].2023-06-23.
(Li Yong-hui, Zhou Tong-he, Zou Hui-fang, et al. A kind of Dentiform Curtain Precast Pile Enclosure Structure and Construction Method: CN202310041240.5[P]. 2023-06-23. (in Chinese))
[6]
顾慰慈. 挡土墙土压力计算[M]. 北京: 中国建材工业出版社, 2001: 167-378.
(Gu Wei-ci. Earth Pressure Calculation of Retaining Wall[M]. Beijing: China Building Materials Industy Press, 2001: 167-378. (in Chinese))
[7]
涂兵雄, 贾金青. 考虑土拱效应的黏性填土挡土墙主动土压力研究[J]. 岩石力学与工程学报, 2012, 31(5):1064-1070.
(Tu Bing-xiong, Jia Jin-qing. Research on Active Earth Pressure Behind Rigid Retaining Wall from Clayey Backfill Considering Soil Arching Effects[J]. Chinese Journal of Rock Mechanics and Engineering, 2012, 31(5): 1064-1070. (in Chinese))
[8]
刘忠玉, 陈捷, 李东阳. 考虑剪应力作用的刚性挡土墙主动土压力分析[J]. 岩土力学, 2016, 37(9): 2443-2450.
(Liu Zhong-yu, Chen Jie, Li Dong-yang. Calculation of Active Earth Pressure Against Rigid Retaining Wall Considering Shear Stress[J]. Rock and Soil Mechanics, 2016, 37(9): 2443-2450. (in Chinese))
[9]
Wang Z Z, Kou R C, Zhou Y, et al. Simplified Calculation Method for Seismic Active Earth Pressure of Translational Retaining Wall Considering Soil Arching Effect[J]. Shock and Vibration, 2021, 2021: 6713032.
[10]
蒋峻峰, 赵其华, 喻小, 等. 挡土结构墙后黏土主动土压力改进计算[J]. 长江科学院院报, 2021, 38(2):80-85,91.
摘要
经典的朗肯土压力理论忽略了墙土内摩擦角与挡墙倾角对土压力的影响,计算模型简便,而库伦土压力理论虽考虑因素较多,但没有考虑黏聚力对土压力的影响。为更好地反映挡墙墙后黏性土土压力的变化规律,在库伦土压力理论基础上,推导了一种能考虑墙土摩擦角、墙顶张拉裂缝高度、墙体位移状态及折线滑移面的黏性土主动土压力计算方法,采用其他常用理论与模型实测值对比验证,证明了该方法对计算墙后黏性土主动土压力计算的有效性。与其他类似方法相比,该方法计算的墙后黏性主动土压力与模型实测值更为接近,且计算过程更为简便;当黏聚力为0时,该方法可直接化简为库伦主动土压力公式。因此,该法对实际支挡工程具有一定的理论指导意义。
(Jiang Jun-feng, Zhao Qi-hua, Yu Xiao, et al. An Improvement on Calculating Active Earth Pressure of Cohesive Soil Behind Retaining Structure[J]. Journal of Changjiang River Scientific Research Institute, 2021, 38(2): 80-85, 91. (in Chinese))
[11]
陈建旭, 钱波, 郭宁, 等. 倾斜挡墙黏性填土非极限主动土压力计算[J]. 长江科学院院报, 2021, 38(12):137-145.
摘要
朗肯理论局限于求解墙背铅直且光滑,墙后填土位移达到极限状态的土压力,因而开展倾斜粗糙墙背的非极限主动土压力的理论研究具有重大意义。将墙后黏性填土滑裂体分为弹性区和塑性区两部分,并基于非极限状态下的虚功原理,建立了能量守恒方程,推导了张拉裂缝深度及潜在滑裂面的解析式。在此基础上,考虑了土拱效应,并通过摩尔应力圆,得到了水平应力、竖向应力的表达式,由水平层分析法建立受力平衡方程,推求了倾斜挡墙黏性填土非极限主动土压力分布、合力大小、合力作用点深度的理论表达式。当满足朗肯假设时,朗肯裂缝深度、滑裂面倾角、合力值为其特解。由两例模型试验验证了公式的合理性。研究表明:张拉裂缝深度与填土内摩擦角φ<sub>m</sub>、填土黏聚力c<sub>m</sub>、墙土摩擦角δ<sub>m</sub>、墙土黏聚力c<sub>w</sub><sub>m</sub>、墙体位移比η呈正相关,与墙背倾角ε呈负相关。潜在滑裂面倾角大小与c<sub>m</sub>无关,随ε、φ<sub>m</sub>、η的增大而增大,而δ<sub>m</sub>、c<sub>m</sub>对其影响则相反。墙背光滑时,土压力近似呈线性分布,合力作用点深度与朗肯解接近;墙背粗糙时,土压力则呈凸曲线分布,上部本文解大于朗肯解,下部反之,其大小随η、φ<sub>m</sub>、c<sub>m</sub>的增加而减小,峰值随ε的减小而有所提高,c<sub>w</sub><sub>m</sub>对其影响甚微,合力作用点深度仅在俯斜式挡墙发生较大位移时才可能低于朗肯解。
(Chen Jian-xu, Qian Bo, Guo Ning, et al. Calculation of Non-limit Active Earth Pressure on Cohesive Backfill of Inclined Retaining Wall[J]. Journal of Yangtze River Scientific Research Institute, 2021, 38(12): 137-145. (in Chinese))
Rankine’s theory is limited to solving the earth pressure where the wall back is vertical and smooth and the displacement of the fill behind the wall reaches the limit state. It is of great significance to carry out theoretical research for non-limit active earth pressure on inclined rough wall backs. The viscous fill slipper behind the wall is divided into two parts, the elastic region and the plastic region. Based on the principle of virtual work in the non-limit state, an energy conservation equation is established, and the formulas for tension crack depth and potential slip surface are derived. On this basis, the expressions for horizontal stress and vertical stress are obtained through the Mohr stress circle in consideration of the soil arch effect. Moreover, the theoretical expressions for the non-limiting active earth pressure distribution,the magnitude of the resultant force,and the position of the resultant force’s action point are derived by establishing the force balance equation using the horizontal layer analysis method. When the Rankine’s hypothesis is met, the Rankine’s crack depth, slip surface inclination, and resultant force values are special solutions. The validity of the formulas is verified by two model tests. The research manifests that the tensile crack depth is positively correlated with the internal friction angle <i>φ</i><sub>m</sub> of the fill, the cohesion <i>c</i><sub>m</sub> of the fill, the wall-soil friction angle <i>δ</i><sub>m</sub>, the wall-soil cohesion <i>c</i><sub>wm</sub>, and the wall displacement ratio <i>η</i>, while negatively correlated with wall back inclination <i>ε</i>. The inclination angle of the potential slip surface has nothing to do with <i>c</i><sub>m</sub>, but increases with the growth of <i>ε, φ</i><sub>m</sub>, and <i>η</i>, while the influence of <i>δ</i><sub>m</sub> and <i>c</i><sub>m</sub> is opposite. When the wall back is smooth, the earth pressure is approximately linearly distributed, and the position of the resultant force is close to that obtained from the Rankine’s solution; when the wall back is rough, the earth pressure distributes in a convex curve, with the upper part larger than the Rankine’s solution, and the lower part smaller than the Rankine’s solution. Earth pressure declines with the increase of <i>η, φ</i><sub>m</sub>, and <i>c</i><sub>m</sub>, and its peak value increases with the shrinkage of <i>ε</i>, but is rarely affected by <i>c</i><sub>wm</sub>. The position of the resultant force acting point can only be lower than the Rankine’s solution in the presence of large displacement of the inclined retaining wall.
[12]
Ellis H B. Use of Cycloidal Arcs for Estimating Ditch Safety[J]. Journal of the Soil Mechanics and Foundations Division, 1973, 99(2): 165-179.
[13]
曹振民. 挡土墙填土曲线破裂面主动土压力分析[J]. 中国公路学报, 1995, 8(增刊1): 7-14.
(Cao Zhen-min. Analysis of Active Earth Pressure of back Fill on Retaining Wall with Curved Rupture Surface[J]. China Journal of Highway and Transport, 1995, 8(Supp.1):7-14. (in Chinese))
[14]
徐杨, 阎长虹, 姜玉平, 等. 滑裂面形状对挡土墙主动土压力的影响[J]. 煤田地质与勘探, 2015, 43(4):69-74.
(Xu Yang, Yan Chang-hong, Jiang Yu-ping, et al. Effect of Slip Surface Shape on Active Earth Pressure Upon Retaining Wall[J]. Coal Geology & Exploration, 2015, 43(4): 69-74. (in Chinese))
[15]
杨和平, 林琳. 黏性填土重力式路堤墙曲线破裂面主动土压力分析[J]. 长沙理工大学学报(自然科学版), 2019, 16(1):1-9,57.
(Yang He-ping, Lin Lin. Analysis on Active Earth Pressure of Gravity Embankment Wall of Cohesive Backfill with Curved Failure Surface[J]. Journal of Changsha University of Science and Technology (Natural Science), 2019, 16(1): 1-9, 57. (in Chinese))
[16]
王恩钰, 周海祚, 郑刚, 等. 基坑倾斜桩支护的变形数值分析[J]. 岩土工程学报, 2019, 41(增刊1): 73-76.
(Wang En-yu, Zhou Hai-zuo, Zheng Gang, et al. Numerical Analyses of Deformation of Inclined Pile-retained Excavations[J]. Chinese Journal of Geotechnical Engineering, 2019, 41(Supp.1): 73-76. (in Chinese))
[17]
杨贵, 王阳阳, 刘彦辰. 基于曲线滑裂面的挡墙主动土压力分析[J]. 岩土力学, 2017, 38(8): 2182-2188.
(Yang Gui, Wang Yang-yang, Liu Yan-chen. Analysis of Active Earth Pressure on Retaining Walls Based on Curved Sliding Surface[J]. Rock and Soil Mechanics, 2017, 38(8): 2182-2188. (in Chinese))
[18]
JGJ120—2012,建筑基坑支护技术规程[S]. 北京: 中国建筑工业出版社, 2012.
(JGJ 120—2012,Technical Specification for Retaining and Protection of Building Foundation Excavations[S]. Beijing: China Architecture and Building Press, 2012. (in Chinese))

基金

河南省自然科学基金面上项目(252300421855)
河南省重点研发专项(231111322100)
河南省中央引导地方科技发展资金项目(Z20231811149)

编辑: 罗娟
PDF(1512 KB)

Accesses

Citation

Detail

段落导航
相关文章

/