193
        
        
          Technical Committee 101 - Session I /
        
        
          
            Comité technique 101 - Session I
          
        
        
          
            Proceedings of the 18
          
        
        
          
            th
          
        
        
          
            International Conference on Soil Mechanics and Geotechnical Engineering, Paris 2013
          
        
        
          Figure 5. Top: Rate effect against normalised velocity at peak strength
        
        
          experimental data and model by Randolph and Hope (2004) using a
        
        
          shear strain rate of 100%/hr as the reference rate; bottom: variation of
        
        
          G
        
        
          0
        
        
          against shear strain rate (Robinson and Brown 2013).
        
        
          Characterisation in one-dimensional loading and undrained
        
        
          triaxial compression of a bentonite mixed with different
        
        
          amounts of silicon sand performed by Yin and Tong (2013)
        
        
          showed creep, swelling and strain rates effects dependent on the
        
        
          amount of sand. Zhakulin et al. (2013) present results of long-
        
        
          term observations (over 50 years) of settlements of some
        
        
          industrial structures in Kazakhstan founded in clayey soils.
        
        
          Laboratory investigation of the volumetric creep behaviour of
        
        
          the clayey soils is also studied in laboratory on undisturbed
        
        
          samples. Interestingly, it is also shown that the settlements
        
        
          calculated by two different design methods are much higher
        
        
          than the settlements experienced by the real structures.
        
        
          The settlement behaviour of clay soils, including the effects
        
        
          of time and timescale effects between a thin laboratory
        
        
          specimen and a thick in situ soil layer is not a new research
        
        
          topic, yet still very open as the interpretation of different results
        
        
          remains controversial and does not appear to converge towards
        
        
          a clear and unique framework. The work of Degago et al.
        
        
          (2013) goes at the heart of these controversies by analyzing the
        
        
          validity of creep hypothesis A in open conflict with creep
        
        
          hypothesis B (as previously defined by Ladd et al. 1977).
        
        
          Based on a critical review of relevant experimental
        
        
          investigations from the literature, the main misconceptions
        
        
          around the hypothesis A are discussed and detailed
        
        
          argumentation is advanced.  It is also emphasized that the creep
        
        
          hypothesis B agrees well with the measured behaviour of
        
        
          cohesive soils, the experimental results can be consistently
        
        
          explained using a model based on the isotache concept.
        
        
          The performance of one-dimensional (1D) formulations of
        
        
          two elasto-viscoplastic models for normally consolidated clays,
        
        
          one based on non-stationary flow surface type (Sekiguchi 1977)
        
        
          and the other one over-stress type (Perzna 1963) is assessed
        
        
          Nakai et al. (2013) against a new model that describes the time-
        
        
          dependency based on the normal consolidation line (NCL) on
        
        
          
            e
          
        
        
          –
        
        
          ln
        
        
          
        
        
          plane strain rate dependent shift and using the subloading
        
        
          surface concept by Hashiguchi (1980). The new model is
        
        
          extended for over-consolidated clay cases, by introducing a new
        
        
          state parameter - the difference between the current void ratio
        
        
          and the void ratio on the NCL. The introduction in the model of
        
        
          another state variable, linked to an imaginary increase of density
        
        
          due to bonding effect, successfully captures the response of
        
        
          structured clays as well.
        
        
          3 EXPANSIVE SOILS
        
        
          Expansive soils are soils that undergo significant volume
        
        
          change associated with variations in water content. These
        
        
          volume changes can either be in the form of swell or in the form
        
        
          shrinkage and they are derived from clay minerals that undergo
        
        
          hydration due to rainfall and dehydration due to evaporation.
        
        
          However, water access to individual clay particles depends on,
        
        
          and The shrink-swell potential of expansive soils is determined
        
        
          by the soil state (void ratio, the initial water content), internal
        
        
          structure (micropores within soil peds and macropores between
        
        
          the soil peds), vertical stresses, as well as the type and amount
        
        
          of clay minerals like smectite, montmorillonite, nontronite,
        
        
          vermiculite, illite, and chlorite in the soil (Jones and Jefferson
        
        
          2012).
        
        
          Maison et al. (2013) present a new experimental device
        
        
          incorporated into an Environmental Scanning Electron
        
        
          Microscope (ESEM). This new apparatus allows the
        
        
          simultaneous measurements of both surface area of clay
        
        
          minerals and water content evolution. The latter is deduced
        
        
          from the sample weighting, while the former is based on the
        
        
          image analysis technique. A complete wetting-dry cycle can be
        
        
          performed in less than 24 hours, faster than the classic tests on
        
        
          representative soil element samples. Figure 6 shows the
        
        
          evolution of the surface strain,
        
        
          
        
        
          s
        
        
          , with the moisture content for
        
        
          several homogenous and heterogeneous natural clays.
        
        
          
        
        
          s
        
        
          represents the relative change of the surface area S
        
        
          i
        
        
          of the clay
        
        
          minerals at time t
        
        
          i
        
        
          in respect with the initial area S
        
        
          o
        
        
          :
        
        
          (2)
        
        
          Figure 6. Variation of the surface strain with moisture content measured
        
        
          with the new experimental device developed by Maison et al. (2013).
        
        
          Internal structure evolution of undisturbed and remoulded
        
        
          expansive soils during triaxial loading conditions and with the
        
        
          application of several wet-dry cycles is studied by Chen (2013)
        
        
          on a CT scanning device. Both loading conditions accelerate the
        
        
          development of the initial structural cracks and fissures (Figure
        
        
          7). The process of shrinkage causes structural cracks, which on
        
        
          re-wetting, do not close-up and facilitates the access of the
        
        
          water.
        
        
          
            Normalised Velocity, V
          
        
        
          
            o
          
        
        
          
            o
          
        
        
          
            i
          
        
        
          
            s
          
        
        
          
            S
          
        
        
          
            S S