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Typical dam geometry with cut-off wall (cross section). 

Typical dam geometry with cut-off wall (cross section). 

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This paper describes a series of laboratory tests performed to characterize the mechanical and hydraulic properties of plastic concrete (PL-C). PL-C is used in the construction of seepage cut-off walls in dams and it comprises cement, aggregate, and water mixed with sodium bentonite. The addition of sodium bentonite causes a reduction in strength a...

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... dams that require a foundation cut-off, the cut-off wall is typically constructed in the foundation by the slurry trench method, then the dam is built on top of the cut-off wall and foundation. Figure 2 shows the typical geometry. During embankment construction, both the foun- dation and PL-C compress under the weight of the earthfill structure. ...
Context 2
... PL-C, at least in compression. 5. Typical volume in and out during triaxial tests with per- meation: (a) full test; (b) response during compression from 1% to 2% axial strain, 3. 7. Stress-strain response of 0.95 MPa ( fcu) plastic concrete (sc = 400 kPa). The ratio of elastic modulus to unconfined compressive strength, E/f cu , is summarized in Fig. 12. Overall, the stiff- ness of the 0.6 MPa ( f cu ) and 0.95 MPa ( f cu ) PL-C is strongly influenced by s c as shown in this figure. The E/f cu ratio of both the 0.6 and 0.95 MPa specimens roughly dou- bles as s c is increased from the unconfined state to s c = 900 kPa. To put this into context, s c typically has a strong influence on ...
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... MPa PL-C specimens, however, there is a change in behaviour. The influence of s c on the E/f cu ratio of the 2.5 MPa PL-C is quite small and more comparable to that normally observed for conventional concrete (see Scott et al. 1982). It is noted that the Janbu (1963) parameters for the 0.6 and 0.95 MPa ( f cu ) PL-C mixes are also presented in Fig. ...
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... relaxation versus log-time response of 2.5 MPa ( fcu) plastic concrete (sc = 900 kPa). 12. Modulus ratio (E/fcu) of plastic concrete versus confine- ment pressure. ...
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... should be suitable for PL-C in compression. (3) The modulus of elasticity of PL-C is strongly influenced by s c for 0.6 and 0.95 MPa ( f cu ) mixes. Analogous beha- viour has been observed in soils and Janbu's equation (Janbu 1963) provides a reasonable fit for the observed behaviour. It is also noted that the Janbu parameters pro- vided in Fig. 12 of this paper could be considered when using numerical models to assess the effect of embank- ment construction on PL-C cut-off walls. (4) Variations in the modulus of 2.5 MPa ( f cu ) PL-C versus s c were more comparable to that observed for concrete (e.g., Scott et al. 1982) indicating that a pressure depen- dent elastic model may ...

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Citations

... Sivakumar et al. (2019) investigated the deformation behaviour of the cut-off wall for varying its location from the upstream end to the downstream end using a numerical model. Other literature has also investigated the effect of deformations and stresses in cut-off walls under various conditions (Alrowais et al. 2023;Hinchberger, Weck, and Newson 2010;Javanmard, Mottaghi, and Mir Mohammad Hosseinni 2018;Ostrowsky 2018). Long seepage barriers are sensitive to unbalanced deformations and settlements. ...
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... Similarly to ordinary concrete, the elastic modulus of Plastic Concrete increases with increasing compressive strength and thus with decreasing w/c-ratio or increasing cement content [1]. In literature, various studies have investigated the elastic modulus of Plastic Concrete [10,11,13,14,16,17,36]. Still, as reported by the authors in [1], the testing procedure used has a major influence on the test results. ...
... In Fig. 14, the results of the present study with the stabilised elastic modulus E C,S , the tangent elastic modulus E ci and the secant elastic modulus E c1 are shown against the corresponding compressive strength. In addition the available literature data reported in [1] and based on [10,11,13,14,16,17,36] is shown in grey. ...
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... Subsequently, the fine and coarse aggregates were mixed in a concrete mixer for 5 min and the obtained amount of cement with water was added to the mixture and mixed for 3 min. Then, the prepared bentonite slurry was added to the concrete and the batch was mixed until a homogeneous mixture was obtained (Hinchberger et al. 2010). In meantime, retarders and described different proportions of PRAH were added with the separate mixes. ...
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... Other construction techniques, such as diaphragm walls, pile walls and sheet piles, although made of reinforced concrete, may leak at the joints (interlocks) [1,5,7]. Some concrete cut-off walls have construction defects due to improper construction methods or material selection, resulting in the effective hydraulic conductivity of the wall being two to three orders of magnitude larger than the anticipated value [4,22]. The effective hydraulic conductivity of a cut-off wall refers to quantity of leakage through a unit area of the wall driven by a unit hydraulic gradient when considering the effects of wall materials, wall defects and cracks. ...
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... In geotechnical engineering, water seepage has become the main cause of the various engineering accidents [1][2][3][4][5]. e cut-off walls are the most commonly adopted antiseepage measurement [6][7][8]. e polymer cut-off wall technique is a newly proposed method that uses the two-component foaming polyurethane as an alternative to the traditional concretes to construct cut-off walls [9][10][11]. As shown in Figure 1, the two-component polymer (TFPU) cut-off wall is built in the soil using the grouting technology [9,10]. ...
... D l is derived from equation (7), and it represents the damage when the shear stress of the contact surface reaches the yield strength. e variation curves of D are drawn based on equation (6), and D l was calculated by (13). From Figure 7, one can see that D remains zero until c reaches a certain value, after which, it increases with the increasing c until up to 1. is observation corresponds well with the characteristics of the experimentally obtained τ-c curves ( Figure 2). ...
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The newly developed two-component polymer (TFPU) cut-off walls have great application potential in civil engineering for water-seepage prevention. Investigating the mechanical interactions between TFPU and soil from the theoretical perspective can provide a basis for furtherly evaluating the stability of TFPU cut-off walls, which, however, has not been conducted. In this study, based on the shear testing results, the shear damage model of the TFPU-bentonite contact surface was established. Studies show that the TFPU-bentonite contact surface performs strain-softening behavior under shear and that the strain-softening behavior becomes less and less obvious when the normal stress increases. The theoretical shear stress-strain curves are in good consistent with the experimental ones, and the maximum differences between the theoretical shear stress and shear strain at yield and the experimental ones are about 3.88% and 3.40%, respectively, indicating that the shear damage model can reflect the mechanical properties of the TFPU-bentonite contact surface. The critical damage of the contact surface increases from 0.05 to 0.50 in the power function way when normal stress increases from 75 to 1200 kPa, implying that the shear failure of the contact surfaces changes from brittleness to ductility. This study provides a theoretical base for evaluating the influences of the TFPU-soil contact surface on the stability of the TFPU cut-off wall structures.