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首页> 外文期刊>Geosynthetics International >Stress distribution and development within geosynthetic-reinforced soil slopes
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Stress distribution and development within geosynthetic-reinforced soil slopes

机译:土工合成材料加筋土坡中的应力分布和发展

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摘要

Numerical methods combined with centrifuge tests are used to investigate the distribution and development of soil stresses and reinforcement tensile loads in geosynthetic-reinforced soil (GRS) structures. In this study, system stability indicated by the factor of safety (FS) of GRS slopes is calculated by limit equilibrium analysis. Stress information under various stress states is evaluated using finite element analysis. Advanced models and an integration algorithm are implemented in finite element code to enhance the simulation results. The proposed numerical models are validated by centrifuge tests of two GRS slopes with different backfill densities. Numerical results indicate that soil stress mobilisation can be described by the soil stress level S, which is defined as the ratio of the current stress status to peak failure criteria. For both slope models, as loading increases, backfill stresses develop and propagate along the potential failure surface. Mobilisation of soil stress was non-uniform along the failure surface. Immediately after the stress level reaches peak (S = 1), strength softening initiates at the top and toe of the slope at approximately FS = 1.2. The slope settlement rate and reinforcement tensile load increase significantly when soil softening begins. The softening occurs randomly and irregularly along the failure surface, and the formation of the soil-softening band completes at approximately FS = 1.1. The failure surface corresponds to the locus of intense soil strains and the maximum tensile loads at each reinforcement layer. Additionally, the numerical results show that the initiation of soil softening and the failure of the slope occurred earlier in the slope model with low backfill density. The numerical results support the view that peak shear strength, not residual shear strength, governs system stability. Last, the distribution of maximum reinforcement tensile loads with depth was highly uniform at low g-level and became trapezoidal at high g-level. The peak value was located at approximately mid-height of the reinforced slopes. This observation contradicted the triangular distribution with depth assumed in current design methodologies for geosynthetic structures.
机译:数值方法与离心试验相结合,用于研究土工合成材料加筋土壤(GRS)结构中土壤应力和加筋拉伸载荷的分布和发展。在这项研究中,通过极限平衡分析计算出由GRS斜率的安全系数(FS)表示的系统稳定性。使用有限元分析评估各种应力状态下的应力信息。在有限元代码中实现了高级模型和集成算法,以增强仿真结果。通过对两个具有不同回填密度的GRS斜坡进行离心测试,验证了所提出的数值模型。数值结果表明,土壤应力动员可以用土壤应力水平S来描述,其定义为当前应力状态与峰值破坏准则的比率。对于两个斜率模型,随着载荷的增加,回填应力会沿着潜在的破坏面发展并传播。沿破坏面土壤应力的移动是不均匀的。在应力水平达到峰值(S = 1)之后,立即在大约FS = 1.2处在斜坡的顶部和脚趾处开始强度软化。当土壤开始软化时,边坡沉降率和钢筋的拉伸负荷会明显增加。沿破坏面随机且不规则地发生软化,并且土壤软化带的形成在大约FS = 1.1时完成。破坏面对应于强烈的土壤应变和每个加强层处的最大拉伸载荷的位置。此外,数值结果表明,在低回填密度的边坡模型中,土壤软化的开始和边坡的破坏发生得较早。数值结果支持以下观点:峰值剪切强度而不是残余剪切强度决定了系统的稳定性。最后,最大补强拉伸载荷随深度的分布在低g水平高度均匀,在高g水平呈梯形。峰值位于加固边坡的大约中间高度。该观察结果与目前在土工合成结构设计方法中假定的深度的三角形分布相矛盾。

著录项

  • 来源
    《Geosynthetics International》 |2012年第1期|p.62-78|共17页
  • 作者单位

    1 Assistant Professor, Department of Construction Engineering, National Taiwan University of Science and Technology, 43, Sec. 4, Keelung Rd., Taipei 106, Taiwan,;

    2 Associate Professor, Department of Civil, Architectural and Environmental Engineering, University of Texas at Austin, 1 University Station C1792, Austin, TX 78712, USA,;

    3 Professor, Department of Civil Engineering, National Chi Nan University, No. 1, University Rd, Puli, Nantou County, 545 Taiwan;

    4 Professor, Department of Construction Engineering, National Taiwan University of Science and Technology, 43, Sec. 4, Keelung Rd., Taipei 106, Taiwan;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Geosynthetics; Geosynthetic-reinforced soil structures; Stress distribution and development; Finite element analysis; Centrifuge test;

    机译:土工合成材料;土工增强的土壤结构;压力分布与发展;有限元分析;离心机测试;

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