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The Plastic Yield Loci of a Shallow VLA in Clay

机译:粘土中浅层VLA的塑性屈服点

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According to the theory of plasticity, plastic flow develops normal tornthe yield surface. During penetration a VLA (Vertically Loaded Anchor)rnmoves ahead when the soil around it yields. The plastic yield locus of arnparticular anchor expresses the combination of vertical (V), horizontalrn(H) and moment (M) loads that result in failure in clay. Apart fromrndetermining the ultimate holding capacity, the locus can also be used tornpredict the relative magnitudes of the resulting plastic horizontal andrnvertical displacements respectively during penetration. Since the failurernmechanisms are quite different for shallow and deep anchors, the yieldrnloci would be different for an anchor at different dragging stages. It isrnreasonable to predict the entire penetrating trajectory by therncorresponding loci. The general aim of the current paper was torninvestigate the failure behavior of a shallow square anchor and, morernspecifically, to deduce the shape and nature of the yield locus in H-V-Mrnspace for the anchor at early dragging stage. The finite element (FE)rnanalyses were utilized to calculate the load combinations that result inrnfailure of the anchor. Load-controlled analyses were adopted. In eachrnanalysis a gradually increased couple and a dragging force pointing in arncertain direction were applied. When the soil around the anchor yielded,rnthe anchor moved significantly and the couple as well as the draggingrnforce approached to their limiting values, resulting in failure of thernanchor. A series of such analyses had been conducted. The results arernpresented in the form of plastic failure locus in H-V-M space. The studyrnshows that in the combinations of loads that result in failure of thernanchor coupling is evident among horizontal, vertical and rotationalrnload components. The strongest interaction exists between vertical andrnmoment loads. The study also indicates that the ultimate holdingrncapacities given by the three dimensional model are much bigger thanrnthat given by the plane strain model.
机译:根据可塑性理论,塑性流向屈服面发展正常。在穿透过程中,当周围的土壤屈服时,VLA(垂直锚固)会向前移动。轴状锚固的塑性屈服轨迹表示垂直荷载(V),水平荷载(H)和弯矩荷载(M)的组合,导致粘土破坏。除了确定最终的保持能力外,该轨迹还可以用于分别预测穿透过程中产生的塑性水平和垂直位移的相对大小。由于浅锚和深锚的破坏机理大不相同,因此在不同拖曳阶段锚的屈服力会有所不同。通过相应的基因座来预测整个穿透轨迹是不合理的。本文的总体目的是撕裂浅方形锚的失效行为,更具体地说,是推导早期拖动阶段锚在H-V-Mrnspace中的屈服轨迹的形状和性质。利用有限元(FE)分析来计算导致锚固件失效的荷载组合。采用负荷控制分析。在每个分析中,应用逐渐增加的耦合和指向特定方向的拖曳力。当锚固件周围的土壤屈服时,锚固件会显着移动,并且偶对以及拖曳力都接近其极限值,从而导致弹簧失灵。已经进行了一系列此类分析。结果以H-V-M空间中的塑性破坏轨迹的形式表示。研究表明,在水平,垂直和旋转载荷分量中,在导致热敏耦合失效的载荷组合中很明显。垂直荷载和弯矩荷载之间存在最强的相互作用。研究还表明,三维模型给出的极限承载力比平面应变模型给出的极限承载力大得多。

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