 
          1161
        
        
          Technical Committee 106 /
        
        
          
            Comité technique 106
          
        
        
          Figure 2. Design soil suction extremes for a site with a group of trees by
        
        
          AS2870-2011
        
        
          By AS2870-2011, the parameters
        
        
          
            H
          
        
        
          s
        
        
          ,
        
        
          
            H
          
        
        
          t
        
        
          , and Δu
        
        
          base
        
        
          increase
        
        
          with a decreasing Thornthwaite Moisture Index for the site as
        
        
          shown in Figure 3 for
        
        
          
            H
          
        
        
          s
        
        
          , and
        
        
          
            H
          
        
        
          t
        
        
          (
        
        
          
            H
          
        
        
          t
        
        
          is shown for a tree group)
        
        
          and in Figure 4 for Δu
        
        
          base
        
        
          (shown for a tree group). As the
        
        
          magnitude and depth of soil suction changes increase with
        
        
          decreasing TMI associated with a drying climate, by Equations
        
        
          (4) and (5), expansive soil movements will increase.
        
        
          Figure 3. Relationships between
        
        
          
            H
          
        
        
          s
        
        
          and
        
        
          
            H
          
        
        
          t
        
        
          and TMI by AS2870-2011
        
        
          Figure 4. Relationship between Δu
        
        
          base
        
        
          and TMI by AS2870-2011
        
        
          For the predicted future decrease in TMI of a location shown
        
        
          in Table 2, the increased depths of soil suction changes
        
        
          
            H
          
        
        
          s
        
        
          and
        
        
          
            H
          
        
        
          t
        
        
          and the increased soil suction change Δu
        
        
          base
        
        
          can be determined
        
        
          from Figures 3 and 4 respectively, and the predicted increase in
        
        
          soil movement can then be calculated from the soil suction
        
        
          changes by Equations (4) and (5).
        
        
          6 EXAMPLE
        
        
          The author (Mitchell 2011, 2012) has illustrated the implications
        
        
          of a predicted decrease in TMI by determining the soil
        
        
          movement at present, in 2030 and in 2070, for a site in
        
        
          Melbourne for a group of trees where
        
        
          
            y
          
        
        
          tmax
        
        
          from Equation (5) is
        
        
          equal to
        
        
          
            y
          
        
        
          t
        
        
          , for a soil profile assumed for simplicity to be uniform
        
        
          clay of
        
        
          
            I
          
        
        
          
            pt
          
        
        
          
            =
          
        
        
          2.5%
        
        
          
            .
          
        
        
          By Table 2, the TMI at present, and as predicted in 2030
        
        
          and 2070, are respectively -8, -14, and -24. By Figure 3, the
        
        
          values of
        
        
          
            H
          
        
        
          s
        
        
          corresponding to these TMI values are respectively
        
        
          2.3 m, 3.0 m and 4.0 m, and the
        
        
          
            H
          
        
        
          t
        
        
          values are respectively 3.6 m,
        
        
          4.1 m and 4.5 m, and by Figure 4, Δu
        
        
          base
        
        
          = 0.43, 0.46 and 0.55
        
        
          respectively.
        
        
          Table 3 summarises the results of the predicted soil
        
        
          movement by Equations (4) and (5) for the Melbourne site.
        
        
          Table 3: Predicted Soil Movement for a site in Melbourne
        
        
          
            y
          
        
        
          s
        
        
          (no trees)
        
        
          
            y
          
        
        
          s
        
        
          +
        
        
          
            y
          
        
        
          t
        
        
          (with trees)
        
        
          Present
        
        
          35 mm
        
        
          65 mm
        
        
          2030
        
        
          45 mm
        
        
          75 mm
        
        
          2070
        
        
          60 mm
        
        
          95 mm
        
        
          It can be seen from Table 1 that a significant increase in
        
        
          predicted soil movement is expected with climate change.
        
        
          Therefore a continuing revision of footing design standards
        
        
          would be required in order to cater for the effects of climate
        
        
          change.
        
        
          7 CONCLUSIONS
        
        
          This paper has shown how climate change effects on expansive
        
        
          soil movements can be quantified using the Thornthwaite
        
        
          Moisture Index (TMI). This is because the TMI is calculated
        
        
          from the moisture deficiency and surplus, both related to rainfall,
        
        
          and the potential evapotranspiration which is derived from
        
        
          temperature, so that predicted temperature increases and rainfall
        
        
          reductions in 2030 and 2070 can used to derive the future TMI
        
        
          of an area. Values of TMI at present, in 2030 and 2070 were
        
        
          derived for Adelaide, Melbourne, Perth and Sydney. Established
        
        
          relationships between TMI and the depth and magnitude of soil
        
        
          suction changes for sites with and without the presence of trees,
        
        
          and the relationships between soil movement and soil suction
        
        
          changes, are used to predict the increase in soil movement for a
        
        
          site. A specific example is given for Melbourne for a site without
        
        
          trees and with a group of trees. It is shown that a significant
        
        
          increase in predicted soil movement is expected with climate
        
        
          change. This implies that a continuing revision of expansive soil
        
        
          movement predictions and footing design standards would be
        
        
          required in order to cater for the effects of climate change.
        
        
          8 REFERENCES
        
        
          Stern, N. 2007. “The Economics of Climate Change – The Stern
        
        
          Review”. Cambridge University Press, 712 p., January.
        
        
          CSIRO (Commonwealth Scientific & Industrial Research Organisation),
        
        
          2007. “Climate Change in Australia”, Technical Report.
        
        
          Thornthwaite, C.W. 1948. “An Approach toward a Rational
        
        
          Classification of Climate”, Geographical Review, Vol. 38, 55-94.
        
        
          AS 2870 – 2011. “Residential Slabs and Footings – Construction”,
        
        
          Standards Australia, Homebush, NSW, Australia.
        
        
          Mitchell, P.W. 2011. “Climate Change and Challenges for Geotechnical
        
        
          Engineers”. Proceedings International Conference on Advances in
        
        
          Geotechnical Engineering, 21-29. Perth, Nov.
        
        
          Mitchell, P.W. 2012. “Footing Design for Tree Effects Considering
        
        
          Climate Change”. Proceedings 2012 ANZ Geomechanics
        
        
          Conference, Melbourne. Paper No. 1.3.11, 290-295, July.