As mentioned above, the first part of this study was the characterization of the three fine-grained soils chosen for this experimental analysis: London (which is well-known to be challenging for TBM excavation, e.g. Spagnoli et al. 2012), Malnome and Viterbo clays.
The grain size distribution of London clay, Malnome and Viterbo, shown in Fig. 3, was obtained from the granulometric analysis. As it can be seen, London clay is made up of 48% silt, 27% sand, 18% clay and the remaining 7% gravel. The uniformity coefficient Cu is equal to 33 and classifies this soil as well graded. From Malnome grain size distribution it can be seen that this fine-grained soil is made up of 49% clay, 47% silt and the remaining 4% sand. Viterbo, instead, is made up of 69% silt, 25% clay and the remaining 6% sand.
In the following Table 1 are listed the Atterberg limits (liquid limit \({w}_{l}\) and plastic limit \({w}_{p}\)), the plasticity index (\({I}_{p}\)), the Activity (A) and the specific gravity of soil (\({G}_{s}\)) of the three soil samples mentioned. The results show similar \({I}_{p}\) and Activity values for London and Malnome samples while a very lower \({I}_{p}\) with the same Activity for Viterbo samples.

The results, plotted in the Casagrande plasticity chart shown in Fig. 4, highlight the differences of the three samples: Viterbo samples could be classified as low plasticity clay, on the opposite Malnome samples is classified as high plasticity clay and London sample has an intermediate position. It is worth mentioning that the three clay samples fall between the A-line and the U-line. The latter represents the upper limit for natural soils (Carter and Bentley 2016).
Table 2shows the results of the analysis of the mineralogical composition of the three soils obtained through the X-ray diffractometer (XRD) following the Rietveld method. Particularly, and coherent with its grain size distribution, the London sample has an higher quartz content, mainly due to the sand particles, high amount of illite/smectite and kaolinite and low amount of calcite; Malnome, as Viterbo, has low amount of quartz (14%-16%) and high amount of calcite (22%-23%) and while Malnome has 15% of illite/smectite Viterbo has 4%.
Table 2
Mineralogical composition of the three fine-grained soil samples tested.
|
London
|
Malnome
|
Viterbo
|
Quartz
|
26%
|
14%
|
16%
|
Illite/smectite
|
15%
|
15%
|
4%
|
Kaolinite
|
12%
|
7%
|
6%
|
Mica/illite
|
10%
|
13%
|
16%
|
Calcite
|
8%
|
23%
|
22%
|
K-feldspar
|
8%
|
4%
|
4%
|
Chlorite
|
8%
|
10%
|
12%
|
Plagioclase
|
6%
|
8%
|
10%
|
Others
|
7%
|
6%
|
10%
|
The samples used to perform direct shear tests and oedometer tests were prepared according with the reconstituted soil preparation methods of slurry consolidation, reaching 98 kPa of vertical stress. In Table 3 the results of the direct shear tests and ring shear tests are presented, while in Fig. 5 the compressibility curves, as a result of the oedometer tests performed, are shown. The three soils seem to be quite similar in terms of critical state shear behaviour considering the difference in consistency index \({I}_{c}\) (higher for Viterbo and lower for London) and the difference in grain size distribution (30% for London and 0% for Malnome and Viterbo). Values of residual friction angle, \({\varphi }_{res.}\), are somehow comparable with those reported by Kenney (1967) although values of the Viterbo clays are slightly lower if the mineralogy is considered. On the opposite, very relevant differences were recorded between London/Malnome soils and Viterbo soil in terms of compressibility (oedometer test) due to the differences in terms of plasticity.

Figure 6 shows the correlation between liquidity index \({I}_{L}\), which is the inverse of the consistency index (and it used for scaling the natural water content of a soil sample to its limits) and undrained shear strength values \({c}_{u}\), measured by the fall cone test. Data are plotted following the range of results presented by Mitchell (1976). Apart of four points falling outside the range (likely due to the very low \({c}_{u}\) values not well detectable by the apparatus), all the data follow the range suggested by Mitchell (1976). The results show that high \({c}_{u}\) values are obtained for low \({I}_{L}\) values (hence high \({I}_{C}\)values).
Considering the Hobart mixing test, the results of experiments performed on London, Malnome and Viterbo clays samples at different water content \(w\) (a) and consistency index \({I}_{c}\) (b) are reported in Fig. 7, along the clogging potential fields proposed by Thewes (1999).
The theoretical normal distributions of the three soils, derived from the punctual results measured at different water contents, are necessary to understand how the clogging risk is affected by water contents. For the London clay it can be observed that the maximum adherence is measured for values of water content approximately between 42% and 52% and the mean of the distribution is equal to 47.5%. For Malnome clay the high clogging risk area is achieved by a larger range of water content: from 35–58% and the mean of the distribution is equal to 47.0%. These results show a natural higher clogging tendency if compared to London and Viterbo clays. Furthermore, between all the three soils, even if the peak values reach similar values, Malnome achieves the highest values in terms of adherence. The results obtained for Viterbo clay, instead, show that the maximum adherence is measured for values of water content between 30% and 37%, with the mean of the distribution equal to 33%, much lower than the other two soils examined.
However, if the water content is scaled to the limits and the adherence is plotted against \({I}_{C}\), it is possible to observe that the peak is between 0.3 and 0.7, which is comparable with data provided, among the others, by Spagnoli (2011) and Kang et al. (2020). London clay shows the highest adherence for \({I}_{C}\) values of about 0.3, which is comparable with a set of London clay samples tested by Spagnoli et al. (2019) whereby the highest peak in terms of g/m2 was also about 0.3.
The results obtained through the plate pull-out test performed on London, Malnome and Viterbo clays samples at different water content \(w\) are shown in Fig. 8.
As expected, these results provide information about the soils adherence substantially in line with those of the mixing test in terms of the range of water contents in which the pull-out forces are higher: wider for Malnome clay and smaller for London clay and Viterbo. Tests scaled against \({I}_{C}\) also provide similar results compared with the Hobart mixing method, however, the pull-out test amplifies the differences between the three soils: for London clay the maximum pull-out force is approximately equal to 50 N, for Malnome 250 N and for Viterbo 170 N. The presence in London clay of about 30% of sand leads to much lower pull-out force values than the other two soils, in which the fine graine parts play a key role.