• 제목/요약/키워드: Anchored earth retaining wall

검색결과 13건 처리시간 0.016초

Pullout resistance of concrete anchor block embedded in cohesionless soil

  • Khan, Abdul J.;Mostofa, Golam;Jadid, Rowshon
    • Geomechanics and Engineering
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    • 제12권4호
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    • pp.675-688
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    • 2017
  • The anchor block is a specially designed concrete member intended to withstand pullout or thrust forces from backfill material of an internally stabilized anchored earth retaining wall by passive resistance of soil in front of the block. This study presents small-scale laboratory experimental works to investigate the pullout capacity of a concrete anchor block embedded in air dry sand and located at different distances from yielding boundary wall. The experimental setup consists of a large tank made of fiberglass sheets and steel framing system. A series of tests was carried out in the tank to investigate the load-displacement behavior of anchor block. Experimental results are then compared with the theoretical approaches suggested by different researchers and codes. The appropriate placement of an anchor block and the passive resistance coefficient, which is multiplied by the passive resistance in front of the anchor block to obtain the pullout capacity of the anchor, were also studied.

앵커토류벽의 탄소성보 해석에 관한 연구 (Beam on Elasto-Plastic Foundation Modeling of Tieback Walls)

  • 김낙경
    • 한국지반공학회지:지반
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    • 제14권6호
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    • pp.81-92
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    • 1998
  • 앵커로 지지된 토류벽의 거동 해석기법에는 한계평형이론해석 (Limit Equilibrium Analysis), 유한요소해석(Finite Element Analysis), 그리고 탄소성보 해석법(Beam on Elasto-Plastic Foundation) 등이 있다. 이 중에서 탄소성보 해석법은 토류벽체의 변위, 휨모멘트, 토압분포 등을 구할 수 있고 유한요소해석에 비해 입력자료가 간편한 장점으로 인하여 널리 사용되어 왔다 (Haliburton. 1968.; Pfister등.. 1982: Briaud와 김 낙경, 1998), 탄소성보 해석법은 토류벽체를 탄성보로 모델링하고 지반을 탄소성 토압-변위 곡선 (Elasto-Plastic p-y Curve)으로 표시되는 스프링으로 모델링 하여 지반-토류벽 상호작용을 해석하는 기법이다. 그러므로 앵커토류벽의 탄소성보 해석법은 실제 거동을 모사할 수 있는 토압-변위 곡선의 구성 여부에 따라 그 해석 결과가 좌우된다. 본 논문에서는 미 국립토질시험장(U.S. National Geotechnical experimentation Site)에서 시공된 앵커토류벽의 변위,휨모멘트 계측자료로부터 Cubic Spline 함수를 이용하여 시공단계별로 토류벽에 작용하는 토압을 산정함으로서 토압-변위 곡선을 구성하였다. 구성된 토압-변위 곡선을 이용하여 탄소성 보해석을 실시하여 실측된 변위 및 휨모멘트와 비교함으로서 실험적인 토압-변위 곡선을 평가하고 시공단계를 적절히 고려할 수 있는 탄소성보 해석기법을 제안하였다.

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Experimental evaluation of back-to-back anchored walls by double-plates anchors

  • Amir, Najafizadeh;AmirAli, Zad
    • Geomechanics and Engineering
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    • 제31권6호
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    • pp.599-614
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    • 2022
  • One of the methods of stabilizing retaining walls, embankments, and deep excavations is the implementation of plate anchors (like the Geolock wall anchor systems). Back-to-back Mechanically Stabilized Earth (BBMSE) walls are common stabilized earth structures that can be used for bridge ramps. But so far, the analysis of the interactive behavior of two back-to-back anchored walls (BBAW) by double-plates anchors (constructed closely from each other and subjected to the limited-breadth vertical loading) including interference of their failure and sliding surfaces has not been the subject of comprehensive studies. Indeed, in this compound system, the interaction of sliding wedges of these two back-to-back walls considering the shear failure wedge of the foundation, significantly impresses on the foundation bearing capacity, adjacent walls displacements and deformations, and their stability. In this study, the effect of horizontal distance between two walls (W), breadth of loading plate (B), and position of vertical loading was investigated experimentally. In addition, the comparison of using single and equivalent double-plate anchors was evaluated. The loading plate bearing capacity and displacements, and deformations of BBAW were measured and the results are presented. To evaluate the shape, form, and how the critical failure surfaces of the soil behind the walls and beneath the foundation intersect with one another, the Particle Image Velocimetry (PIV) technique was applied. The experimental tests results showed that in this composite system (two adjacent-loaded BBAW) the effective distance of walls is about W = 2.5*H (H: height of walls) and the foundation effective breadth is about B = H, concerning foundation bearing capacity, walls horizontal displacements and their deformations. For more amounts of W and B, the foundation and walls can be designed and analyzed individually. Besides, in this compound system, the foundation bearing capacity is an exponential function of the System Geometry Variable (SGV) whereas walls displacements are a quadratic function of it. Finally, as an important achievement, doubling the plates of anchors can facilitate using concrete walls, which have limitations in tolerating curvature.