Page 16 - report P Lemoine feb 2013c
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               between  phases.  Due  to  the  topographic  inhomogeneties  and  brittleness  of  the

               samples, cracking during indentation affects the measured depth h, which affects in
               turn the contact depth h c and the contact area A (see annex B). This would affect

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               both the E and H value, but more so the H value (ie E varies as 1/A  whereas H
               varies  as 1/A),  as observed in  this  report.  Evidence  of  cracking  during indentation
               can be seen on figure 9c, but also on the AFM micrographs shown in figure 20 and

               21.


               Indentation cracking can also be seen in the load-displacement (L-d) and stiffness-
               displacement (S-d) curves for the Y asrec and Y fired samples in the matrix region,

               shown  in  figure  22.  The  important  data  scatter  is  again  expected  considering  the

               compositional  and  topographical  hetereogenity  of  the  matrix  regions.  For  an
               homogeneous  material  undergoing  an  elasto-plastic  indentation  by  a  Berkovitch

               diamond tip, one would expect a linear S-d curve. Pure cracking would give a zero S
               value while cracking with elasto-plastic deformation would simply give a reduction in

               the S value, which is observed more often for the Y asrec sample than for the Y fired
               sample. This observation would need to be corroborated by SEM micrographs of the

               indents,  nevertheless,  if  confirmed,  this  would  indicates  that  the  fire  treatment

               toughen the cement with the RoadCem additive.


               Finally, another observation can be put forward in favour of mechanical toughening

               mechanisms at interfacial regions, both for the effect of the Y additive on the cement
               properties and for the effect of the fire treatment on the properties of the cement with

               additive. Examining the two tables (figure 7 and 19), one can see;



                   · Much larger mean ratio for Y fired/Y asrec, in the case of random positioning (
                      1.61-3.44 for for random positioning, 1.2-1.5 for individually defined indents).


                   · Much  smaller  mean  ratio  for  no  Y  asrec/Y  asrec,  in  the  case  of  random
                      positioning (0.11-0.22 for random positioning, 0.3-0.8 for individually defined
                      indents)



               This  can  be  explained  if  one  considers  again  that  cracking  affects  the indentation


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