On-site polymeric strip installation examples: (a) back-to-back wall case, (b) longitudinal bar back anchorage and pegs, and (c) trench and triangle anchorage. (Photographs courtesy of VSL Construction Systems-VSoL ® Retained Earth System [11]).

On-site polymeric strip installation examples: (a) back-to-back wall case, (b) longitudinal bar back anchorage and pegs, and (c) trench and triangle anchorage. (Photographs courtesy of VSL Construction Systems-VSoL ® Retained Earth System [11]).

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This study describes the results of a series of 2D finite element method (FEM) numerical models of 6 m high back-to-back reinforced soil walls using the geotechnical software PLAXIS. These structures are used to support embankments, especially for bridge abutment approaches. The quantitative influence of problem geometry, strip pre-tensioning, stri...

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... polymeric strips are made from bundled high-tenacity polyester yarns (providing tensile strength) that are encased in a polyethylene sheath (providing interface frictional strength, alignment, and protection of the inner yarns). The strips may be placed in a continuous wrapped arrangement (loops) as in Figure 2a, or placed as single strips (free tail ends). The strips ending at the back of the reinforced backfill (i.e., at L distance from facing) are fixed to the ground using different methods such as rear anchorage bars for the case of continuous strip loops (Figure 2b), using trenches that provide tension during backfilling and compaction (Figure 2c), or single steel triangles or plates attached or clamped to the strips and pegs drilled or staked into the backfill (for continuous and single strips). ...
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... strips may be placed in a continuous wrapped arrangement (loops) as in Figure 2a, or placed as single strips (free tail ends). The strips ending at the back of the reinforced backfill (i.e., at L distance from facing) are fixed to the ground using different methods such as rear anchorage bars for the case of continuous strip loops (Figure 2b), using trenches that provide tension during backfilling and compaction (Figure 2c), or single steel triangles or plates attached or clamped to the strips and pegs drilled or staked into the backfill (for continuous and single strips). Prior to backfilling over each extensible reinforcement layer, the current construction practice is to apply some tension to the reinforcements with the purpose of removing any slack and to minimize any facing deformation during the mobilization of the reinforcement tensile forces [2,10]. ...
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... strips may be placed in a continuous wrapped arrangement (loops) as in Figure 2a, or placed as single strips (free tail ends). The strips ending at the back of the reinforced backfill (i.e., at L distance from facing) are fixed to the ground using different methods such as rear anchorage bars for the case of continuous strip loops (Figure 2b), using trenches that provide tension during backfilling and compaction (Figure 2c), or single steel triangles or plates attached or clamped to the strips and pegs drilled or staked into the backfill (for continuous and single strips). Prior to backfilling over each extensible reinforcement layer, the current construction practice is to apply some tension to the reinforcements with the purpose of removing any slack and to minimize any facing deformation during the mobilization of the reinforcement tensile forces [2,10]. ...
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... shear strain plots show that load transfer between the soil and reinforcement extends to the tail of the reinforcement layers for the pre-tension cases which is not the case for the no-tension case (see Figure 8a). Horizontal earth pressures acting at the back of the facing are presented in Figure 20. Sharp jumps can be observed in the pressure profiles against the facing with higher pretensioning load at the top of the wall and the opposite occurred at the bottom of the wall. ...
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... results assuming a variable and significantly higher soil-polymeric strength and stiffness interaction than for cases investigated thus far are shown in Figure 22. The data plots show that facing displacements are up to about 30% less when perforated reinforcement strips are used. ...
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... data plots show that facing displacements are up to about 30% less when perforated reinforcement strips are used. The computed plastic (failure) zones at the end of construction are presented in Figure 23. There is a detectable reduction in the size of the plastic zones for the case with larger R i values (i.e., greater interface of polymeric-soil strength and stiffness) compared with small and constant R i values (see Figure 23a). ...
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... computed plastic (failure) zones at the end of construction are presented in Figure 23. There is a detectable reduction in the size of the plastic zones for the case with larger R i values (i.e., greater interface of polymeric-soil strength and stiffness) compared with small and constant R i values (see Figure 23a). The horizontal earth pressure generated from the facings is presented in Figure 24. ...
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... is a detectable reduction in the size of the plastic zones for the case with larger R i values (i.e., greater interface of polymeric-soil strength and stiffness) compared with small and constant R i values (see Figure 23a). The horizontal earth pressure generated from the facings is presented in Figure 24. Record low values were observed when the perforated polymeric strips were used compared with the smooth strips case. ...
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... low values were observed when the perforated polymeric strips were used compared with the smooth strips case. Small but detectable reductions in reinforcement loads were also detectable for the perforated strips as shown in Figure 25 with the exception of the top layer where soil confining pressure is least. The computed maximum strain for both cases is about 1%, which is a typical maximum value observed in instrumented and monitored field walls under operational (EoC) conditions by Miyata et al. [26]. ...
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... horizontal earth pressure generated from the facings is presented in Figure 24. ...
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... low values were observed when the perforated polymeric strips were used compared with the smooth strips case. Small but detectable reductions in reinforcement loads were also detectable for the perforated strips as shown in Figure 25 with the exception of the top layer where soil confining pressure is least. The computed maximum strain for both cases is about 1%, which is a typical maximum value observed in instrumented and monitored field walls under operational (EoC) conditions by Miyata et al. [26]. . ...
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... results of the simulation show that back-to-back reinforced soil walls behave jointly when they are far apart, and also interact with each other when they are close and overlapping. The FEM results demonstrate that the length of the reinforcement (L = 0.7H) in the overlapping case Figure 25. Reinforcement loads at end of construction (EoC) using different polymeric-soil interface strengths and stiffness (R i -factor) for the D i = 0.6H case with no pre-tensioning. ...

Citations

... Nowadays, polymeric geostrips are often preferred as reinforcement due to their ease of installation, high tensile strength and pullout capacity, cost efficiency, low creep properties, high resistance to hydrolysis, chemicals, ultraviolet radiation, attack by microorganisms, and mechanical damage Yünkül and Gürbüz, 2022). A limited number of studies (Panah et al., 2015;Eftekhari and Panah, 2021;Panah and Eftekhari, 2021;Gürbüz, 2022, 2023a) have been conducted on the seismic behavior of walls reinforced with polymeric geostrips, although several researchers have investigated static behavior of polymeric geostrip reinforced MSE walls (Luo et al., 2015;Allen and Bathurst 2018;Miyata et al., 2018;Capilleri et al., 2019;Miyata et al., 2019;Bathurst et al., 2020;Bathurst and Naftchali, 2021;Damians et al., 2021;Kahyaoglu and Ş ahin, 2021;Brouthen et al., 2022). Additionally, many studies have been reported on the seismic behavior of other MSE walls reinforced with geosynthetic or metallic materials. ...
Article
In this paper, the shear strain-dependent dynamic response properties of a retaining wall model made of mechanically stabilized earth (MSE) with polymeric geostrip material are investigated in a 1-g shaking table test. The values of lateral displacements and accelerations measured at different points along the MSE wall surface were used to evaluate the equivalent hysteris loops. The effect of reinforcement stiffness and backfill slope angle on the equivalent shear stiffness modulus (Ge) and damping ratio (D) were investigated. The experimental results show that the variation of shear stiffness modulus and damping ratio as a function of shear strain (γ) is affected by vertical pressure (σv), but the effect of the stiffness of the polymeric geostrip on the damping ratio is negligible.The variations of the Ge, Ge/σv, Ge/Gmax, and D as a function of γ are expressed in exponential equations with high least squares values in this study
... If serviceability limit states can be prescribed with specific maximum strains of 1.0 or 0.5% (which depends on the type of structure and loading (as per Code BS 8006-1 [6]) it may be not trivial to directly assume the most accurate stiffness for modelling purposes (although this may not affect the final overall numerical results). [19,20]. ...
Article
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This document provides a summary of the different topics presented at the Special Session organized by the International Geosynthetics Society (IGS) Technical Committee on Soil Reinforcement (TC-R). This Special Session brings together very interesting studies regarding soil reinforcement in the field of geosynthetics. Studies presented include topics both from theoretical and practical points of view of reinforcement geosynthetics including general products and applications, cases studies on road embankments under challenging site boundary conditions, research on deterministic and probabilistic design of reinforced fills over voids, numerical analysis of reinforced soil wall structures, encased granular column technique, and geosynthetic-reinforced bridge abutment behavior.
... Tang et al. used numerical approaches and large-scale model tests to investigate the law of evolution of stress and deformation and proposed a prediction method of earth pressure on the backs of existing support piles [12]. Jacazz et al. used Finite element software to calculate the earth pressure for the retaining wall near the bedrock and analyzed the stress and deformation laws of the earth fill behind the wall [13][14][15][16][17]. Liu et al. and Fang et al. proposed theoretical models based on the characteristics of the soil pressure distribution of double-row piles [18,19]. ...
Article
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A double-row pile support system combined with existing and additional support piles offers an effective solution for further excavation beneath existing underground space. A large-scale test chamber was therefore built to simulate the whole construction process of underground space extension. Several parallel tests are conducted through observation, data monitoring, and analysis to study the influence of several parameters on an h-type support system containing double-row piles. The relevant parameters include pile row spacing, pile length ratio, pile-head constraint, and in-service foundation pile. The tests reveal that a significant load-transfer effect is generated between the pile rows, and increasing the spacing between pile rows within a certain range can lead to a more reasonable distribution of bending moments and pile force. The displacement of the pile top and its rate of increase are directly proportional to excavation depth, and additional excavation to the bottom of the back-row piles tends to be a critical point, after which the deformation will be significant. The stability of the system varies inversely with the reduction in pile length ratio, but is positively related to the existing pile-head constraint. Furthermore, in-service foundation piles can result in increased bending moments and reduced displacement of the pile top. Finally, the rationality of the model test results was verified according to the numerical simulation and the stability of the double-row piles support system was calculated.
Article
This paper presents a comparison between the two-dimensional finite element and experimental results of shaking table tests on six one-third-scale polymeric strap or polymeric geostrip reinforced walls performed under seismic excitation at given peak ground accelerations [Formula: see text]. The effects of initial tangent stiffness or the stiffness of polymeric strap material [Formula: see text] and the slope angle of the cohesionless backfill material [Formula: see text] on the maximum relative displacement, [Formula: see text], of the reinforced earth wall, the values of the horizontal incremental dynamic earth pressure [Formula: see text] with distributions, acceleration responses, horizontal dynamic active earth pressure coefficient [Formula: see text] and maximum dynamic tensile forces [Formula: see text] were assessed in this study. Moreover, the vertical dynamic active earth pressure coefficients [Formula: see text] and the angles of the resulting dynamic active force with horizontal [Formula: see text] were predicted from the numerical analysis. Closely matched responses between the experimental and numerical studies were attained. Data obtained from experimental and numerical studies illustrated that increasing the slope angle of the cohesionless backfill material resulted in an increase in the values of horizontal displacement in the walls, and in dynamic earth pressure and root mean square acceleration [Formula: see text]. Increasing the stiffness of the reinforcement material caused a decrease in horizontal reinforced earth wall displacement and increases in dynamic earth pressure. In addition, the conventional pseudostatic limit equilibrium methods overestimated [Formula: see text] values, whereas they underestimated [Formula: see text] values, and the recommended [Formula: see text] values by current design codes were not found to be compatible with the numerical and experimental results.