Materials and Properties
Slurry walls primarily utilize bentonite, a montmorillonite clay, as the key component in the supporting slurry during construction, prized for its ability to form a viscous, thixotropic fluid that stabilizes trench excavations. This clay's swelling properties in water create a gel-like structure enabling it to exert hydrostatic pressure against trench walls and prevent collapse. Bentonite slurries also exhibit low permeability, often on the order of 10^{-7} cm/s, which minimizes groundwater inflow and supports the formation of a low-permeability filter cake on excavation surfaces.[50]
To enhance slurry performance, additives such as polymers are incorporated to improve stability, reduce filtration loss, and extend hydration time, particularly in challenging soil conditions or contaminated sites. These polymers increase the slurry's shear resistance and prevent premature settling of excavated materials, ensuring consistent trench support. For instance, biopolymers such as xanthan gum have been standard since the late 20th century, and environmental concerns have driven innovations toward more sustainable alternatives, such as starch-based or cellulose-derived polymers, which degrade naturally without long-term soil impact.[51][52][53]
In structural slurry walls, the permanent barrier consists of high-strength concrete with a compressive strength typically between 30 and 50 MPa, reinforced by steel rebar to provide tensile capacity and durability. Admixtures, including superplasticizers and accelerators, are added to the concrete mix to optimize workability in the confined slurry environment, allowing for proper placement and consolidation without segregation. Steel reinforcement is protected against corrosion through epoxy coatings, which form a barrier to moisture and chlorides, extending the wall's service life in aggressive subsurface conditions.[16][54]
Key properties of these materials ensure the wall's functionality as both a structural and impermeable element. The slurry develops gel strength providing temporary shear resistance during excavation. Once concreted, the resulting wall achieves an impermeability coefficient (k) less than 10^{-8} m/s, effectively containing groundwater and contaminants while maintaining structural integrity under load.[55][56]
Structural and Geotechnical Analysis
Geotechnical analysis of slurry walls primarily involves evaluating soil-structure interaction to ensure stability during and after construction. Finite element methods (FEM) are widely employed to model the complex interplay between the wall and surrounding soil, accounting for nonlinear soil behavior, excavation stages, and support conditions. These simulations predict deformations, stresses, and potential failure modes, such as basal heave or wall buckling, by incorporating soil parameters like modulus and shear strength.[57][58] A factor of safety typically ranging from 1.5 to 2.0 is applied to passive soil resistance and overall stability to address uncertainties in soil properties and loading.[59][60]
Structural design focuses on calculating internal forces in slurry walls, treated as cantilever or propped elements depending on embedment depth and bracing. For unpropped cantilever walls, the maximum bending moment at the point of rotation is approximated by M=KaγH36M = \frac{K_a \gamma H^3}{6}M=6KaγH3, where KaK_aKa is the active earth pressure coefficient, γ\gammaγ is the soil unit weight, and HHH is the wall height, derived from earth pressure distribution assuming active conditions above the dredge line.[10] Shear forces are determined from equilibrium, with design capacities verified using reinforced concrete principles, such as ϕVn=ϕ(Vc+Vs)\phi V_n = \phi (V_c + V_s)ϕVn=ϕ(Vc+Vs), ensuring the wall resists lateral earth pressures without excessive deflection.[10] Propped configurations reduce moments by up to 50% compared to cantilevers, but require iterative analysis for prop reactions.[57]
Permeability assessment verifies the wall's effectiveness in controlling seepage, particularly for cutoff applications. Darcy's law, q=kiAq = k i Aq=kiA, quantifies flow through the wall, where qqq is discharge, kkk is hydraulic conductivity (typically ≤10−6\leq 10^{-6}≤10−6 cm/s for soil-bentonite mixes), iii is the hydraulic gradient, and AAA is the cross-sectional area.[61] This equation integrates filter cake and backfill contributions to ensure minimal leakage, with lab tests confirming low permeability under imposed gradients.[61] Material properties, such as bentonite content, directly influence kkk values input into these models.[61]
Seismic design incorporates wall flexibility to mitigate dynamic loads, following standards like ASCE 7 in the United States or Eurocode 8 in Europe, which specify response spectra and ductility factors for retaining structures.[62][63] Simulations using software like PLAXIS model pseudostatic or dynamic responses, evaluating acceleration-induced pressures and wall cracking under events like the Northridge earthquake (magnitude 6.7).[64][62] These analyses ensure the wall maintains integrity with minimal lateral deformation, often less than 1.5 cm in flexible configurations.[62]