Page 77 - Numerical Analysis and Modelling in Geomechanics
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58 A.A.JAVADI
              Parameters  A  and  B  in  the  proposed  equation  (2.8)  are  related  to  a  specific
            make  of  shotcrete  used  in  the  Feldmoching  tunnel  in  Germany.  However,  the
            proposed  procedure  is  generic  and  can  be  used  for  any  tunnel  driven  under
            compressed air with shotcrete as a temporary or permanent lining.
              In this study, an existing theoretical relationship between the permeability of
            soil to air and water has been used in the numerical model. This relationship does
            not address all the parameters affecting the air permeability of partially saturated
            soils.  This  needs  further  investigation.  A  study  on  the  air  permeability  of
            partially  saturated  soils  is  the  subject  of  current  research.  However,  again,  the
            presented  procedure  is  generic  and  should  an  improved  relationship  emerge,  it
            can easily be incorporated in the numerical procedure.
              The change in the shear strength of the soil in compressed air tunnelling has
            been  studied  qualitatively  and  quantitatively.  A  method  has  been  presented  to
            quantify  the  change  in  shear  strength  of  the  soil  due  to  the  flow  of  the
            compressed air through the ground. The method is based on the integration of the
            results of the testing procedure and the numerical analysis described above. The
            numerical  model  can  predict  the  change  in  the  pore-air  pressure  in  the  ground
            due  to  the  air  flow  through  the  ground,  from  which  the  change  in  the  state  of
            stress in the soil (represented by the stress state variables) can be calculated. A
            series of tests can be carried out on the soil samples representative of the in situ
            soil  to  study  the  shear  strength  behaviour  of  the  ground  qualitatively.  The
            equation for the failure envelope of the soil, which describes the change in the shear
            strength of the soil with the change in the stress state of the soil, can be obtained
            from results of the tests. By integration of the results of the numerical model with
            the  laboratory  test  results  within  the  established  procedure,  the  effects  of  the
            change in the internal air pressure in the tunnel on the shear strength of the soil
            can be estimated. This is particularly useful if a laboratory testing programme is
            required for the investigation of a site for tunnelling under compressed air.
              The  results  of  the  tests  indicate  that  the  application  of  internal  air  pressure
            during  the  excavation  of  a  tunnel,  besides  being  an  internal  support  to  the
            excavation, leads to an increase in the strength of the soil. However, increasing
            the air pressure beyond a certain limit could lead to a decrease in soil strength
            and  cause  a  stability  problem  for  the  excavation.  This  is  consistent  with
            tunnelling practice and is commonly referred to as a blow-out.
              The  method  proposed  in  this  study  can  be  used  to  provide  a  more  realistic
            estimation  of  air  losses  during  compressed  air  tunnelling.  This  is  critical
            information  for  planning  and  design  of  underground  construction  when
            compressed  air  is  considered  as  a  method  of  controlling  groundwater.  The
            proposed method can also be used to assess the risk of tunnel collapse and blow-
            out. It improves current understanding of the interaction between this tunnelling
            method and the ground.
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