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@PHDTHESIS{Oelker:771048,
      author       = {Oelker, Anne},
      othercontributors = {Urai, Janos and Viggiani, Gioacchino},
      title        = {{D}eformation properties of {B}oom {C}lay :
                      {I}mplementation of a multi-scale concept},
      school       = {Rheinisch-Westfälische Technische Hochschule Aachen},
      type         = {Dissertation},
      address      = {Aachen},
      reportid     = {RWTH-2019-09913},
      pages        = {1 Online-Ressource (181, LXXL Seiten) : Illustrationen,
                      Diagramme, Karten},
      year         = {2019},
      note         = {Veröffentlicht auf dem Publikationsserver der RWTH Aachen
                      University 2020; Dissertation, Rheinisch-Westfälische
                      Technische Hochschule Aachen, 2019},
      abstract     = {The quantitative understanding of grain-scale deformation
                      mechanisms in clay is important in hydrocarbon and water
                      exploration as well as in the evaluation of clay formations
                      as potential host rock for long-term underground
                      repositories for high-level radioactive waste. Analyses on
                      the nano-scale allow understanding the underlying
                      microphysical processes and therefore form the basis for
                      microphysics based constitutive laws for transport and
                      deformation, which can be confidently extrapolated to
                      conditions outside those in experiments. A microphysical
                      understanding of the transport and deformation properties is
                      important, because the properties of Boom Clay are known to
                      be complex: deformation is anisotropic, after a certain
                      amount of strain deformation tends to localize, and the
                      transport properties are also expected to be dependent on
                      deformation. In addition, one of the favourable properties
                      of Boom Clay is that fractures have the tendency to
                      self-seal, but a microphysical understanding of this process
                      is so far not available. This study examines the development
                      of microstructure during triaxial tests on Boom Clay freshly
                      collected at HADES level with σ1 applied parallel and
                      perpendicular to the bedding, to various total axial
                      strains. We used a range of methods integrated in a
                      multi-scale analysis. First, the samples were saturated and
                      deformed in consolidated-undrained (CU) triaxial tests
                      starting at 2.2 MPa effective stress, combined with in-situ
                      micro computed tomography (μ-CT). The μ-CT data with a
                      resolution of 13.5 μm/pixel were analysed by 3D digital
                      image correlation (DIC) to compute the incremental
                      displacement fields, and the evolution of the strain field
                      in the sample. Deformed samples were slowly dried,
                      sectioned, and the microstructure studied by optical and
                      scanning electron microscopic (SEM) imaging with resolutions
                      down to a few nanometres. The stress-strain curves our
                      experiments are in good agreement with previous studies by
                      Coll (2005); Sultan et al. (2010); Deng et al. (2011b);
                      Bésuelle et al. (2014). The orientations of the shear zones
                      (SZ) with respect to the shortening direction are 40 to
                      45°, in reasonable agreement with published values of
                      friction angles. The behaviour is slightly anisotropic. The
                      initial pore water pressure increase Δu of samples
                      shortened perpendicular to the bedding (S⊥B) is higher
                      than the values measured in samples deformed with stress
                      parallel to the bedding (S ‖ B), which is in agreement
                      with what is expected from microstructure. DIC analysis
                      shows that the evolution of strain is also different in
                      S⊥B and S ‖ B samples, although most samples localize
                      the strain at about $2\%$ axial shortening. From this point
                      on, more and more of the axial shortening is taken up by
                      movements along the SZ and the distributed strain in the
                      sample decreases. Non-localized strain in samples S⊥B is
                      highest (up to 3 $\%)$ in cone shaped zones close to the top
                      and bottom of the samples. In samples S ‖ B, strain is
                      more homogeneously distributed prior to strain localization,
                      which occurs at slightly higher axial strain than in S⊥B.
                      Because of the prominence of the evolving SZ, the shear
                      strength at high shear strains of S⊥B and S ‖ B is
                      similar. Based on the DIC maps, we selected representative
                      regions with different styles of deformation for imaging at
                      high resolution to understand the evolution of
                      microstructure and porosity. We defined four different
                      structural domains:1. OSZ: shear strain < 3 $\%,$
                      non-localized deformation and a microstructure comparable to
                      undeformed samples;2. OSZ-HS: higher shear strain than in
                      OSZ (≥ 3 $\%),$ but still non-localized deformation, in
                      S⊥B: Microstructure comparable to undeformed samples, in S
                      ‖ B: Microstructure characterized by numerous micro-kinks
                      and -folds; in both, S⊥B and S k B, OSZ-HS are present in
                      significant parts of the samples more so in S ‖
                      B;3.OSZ-TZ: S k B at both boundaries of the SZ, shear strain
                      comparable to OSZ-HS (≥ 3 $\%),$ non-localized deformation
                      with a strongly altered microstructure characterized by
                      micro-kinks;4.ISZ: SZ with a shear strain between 5 and 50,
                      strongly localized deformation with a shape preferred
                      orientation (SPO) of elongated grains, reduction of porosity
                      and pores parallel to the shearing direction. Evolved SZ in
                      S ‖ B always have a kink-zone surrounding them. The
                      thickness of SZ varies between 20 and 200 μm, increasing
                      with increasing shear strain. The internal structure of ISZ
                      is similar in S ‖ B and S⊥B. Microstructures show
                      evidence for frictional/granular deformation mechanisms
                      (grain rotation, grain sliding, pore collapse and
                      reorientation, mica grain bending) and no evidences for
                      cataclastic processes. This is in agreement with
                      microstructure which contains about 20 $vol.\%$ silt-size
                      hard grains (calcite, feldspar and quartz) embedded in a
                      highly porous clay matrix. It is also generally observed
                      that quartz and feldspar grains in SZ are much smaller than
                      in the bulk of Boom Clay. This is not because they were
                      fragmented to smaller pieces, but because the SZ develop in
                      regions where are no large grains. This study provides a
                      microstructural basis for the construction of a
                      microphysics-based model for the deformation of Boom Clay,
                      which forms the basis for a microphysics based constitutive
                      law, which can be extrapolated to conditions outside those
                      used in our experiments.},
      cin          = {531220 / 530000},
      ddc          = {550},
      cid          = {$I:(DE-82)531220_20140620$ / $I:(DE-82)530000_20140620$},
      typ          = {PUB:(DE-HGF)11},
      doi          = {10.18154/RWTH-2019-09913},
      url          = {https://publications.rwth-aachen.de/record/771048},
}