 
          1473
        
        
          Technical Committee 203 /
        
        
          
            Comité technique 203
          
        
        
          physical characteristics of the tailings are likely to be
        
        
          incremental, meaning that appropriate correlations can be
        
        
          regularly updated.
        
        
          Given that the maximum depth of testing achievable with the
        
        
          PANDA is about 7m, there is a question about the applicability
        
        
          of the method to large, deep tailings deposits. Although the 7m
        
        
          depth restriction is certainly a limiting factor for existing
        
        
          deposits deeper than 7m, the PANDA technique can be used in
        
        
          conjunction with conventional compression testing to predict
        
        
          the tailings state for future, deep deposits of tailings, as
        
        
          explained below.
        
        
          4 USING PANDA DATA TO PREDICT FUTURE
        
        
          INSTABILITY RISKS
        
        
          Aside from the material beneath the outer slopes, all the
        
        
          tailings in a TSF will be subjected to essentially one
        
        
          dimensional compression. Conventional oedometer tests can
        
        
          therefore be used to simulate the likely change in void ratio that
        
        
          will occur when a TSF is built to full height. If PANDA tests
        
        
          are carried out on the initial layers of tailings (before they reach
        
        
          a depth of 7m or more), the initial state will be well defined (as
        
        
          long as appropriate correlations have been established) and
        
        
          reasonable predictions may be made as to how the state will
        
        
          change as the TSF is constructed.
        
        
          This idea was argued in some detail by Park and Byrne
        
        
          (2004), who used data from compression tests on eight different
        
        
          sands and derived an expression relating relative density D
        
        
          r
        
        
          and
        
        
          vertical effective stress σ'
        
        
          v
        
        
          through:
        
        
          where P
        
        
          a
        
        
          is atmospheric pressure, D
        
        
          r0
        
        
          is the initial relative
        
        
          density and α is a parameter that is a function of the maximum
        
        
          and minimum void ratios and a sand stiffness number C that is
        
        
          independent of void ratio.
        
        
          As relative density is directly related to void ratio, the above
        
        
          equation makes it possible to predict the void ratio at any depth
        
        
          in a TSF profile at some time in the future, if accurate estimates
        
        
          of starting in-situ values are available. It is suggested that these
        
        
          initial values may be obtained using PANDA penetrometer
        
        
          tests. During the initial phases of tailings deposition, it should
        
        
          be possible to carry out a number of field testing campaigns at
        
        
          particular locations, obtaining information over a number of
        
        
          years. These data can be used to verify that the PANDA data
        
        
          from one campaign to another are consistent with the
        
        
          predictions made using oedometer data.
        
        
          These tests should be complemented with triaxial or simple
        
        
          shear tests to define the relationship between void ratio and
        
        
          effective stress (the Steady State Line discussed by Jefferies and
        
        
          Been (2006)), amongst others. Integration of these various data
        
        
          will provide a consistent methodology for estimating the
        
        
          liquefaction susceptibility of a TSF both at the time PANDA
        
        
          tests are undertaken, and in the future.
        
        
          The potential value of using conventional oedometer tests to
        
        
          predict future relative density values (knowing initial in-situ
        
        
          state) can be illustrated by consideration of data presented by
        
        
          Park and Byrne (2004). They showed that different sandy
        
        
          materials placed at the same initial relative density will not
        
        
          necessarily consolidate (compress) to the same relative density,
        
        
          even if subjected to the same overburden stress. This might be
        
        
          counter-intuitive, as it is commonly considered that tailings near
        
        
          the bottom of a TSF is much less prone to liquefaction than
        
        
          tailings near the top (where the confining stress is lower).
        
        
          However, data presented by Park and Byrne (2004) for Brasted
        
        
          sand placed at a relative density of 50% compressed to a final
        
        
          relative density value of only 57% under a vertical confining
        
        
          stress of 1000kPa. A relative density threshold of around 60% is
        
        
          often considered a reasonable first-pass estimate of the
        
        
          boundary between potentially liquefiable and non-liquefiable
        
        
          tailings, implying that the Brasted sand quoted above might still
        
        
          be susceptible to liquefaction at a depth of around 50m to 60m.
        
        
          Other data presented by Park and Byrne (2004) showed results
        
        
          that are more consistent with current expectations. Tests on
        
        
          Quiou sand placed at a relative density of 50% compressed to a
        
        
          value of 80% under a vertical effective stress of 1000kpa. This
        
        
          value of relative density is highly likely to render the Quiou
        
        
          sand non-liquefiable at higher confining stresses, as is expected
        
        
          using current concepts.
        
        
          A key factor in the above discussion is the relative slopes of
        
        
          the oedometer compression line and the Steady State Line for a
        
        
          particular tailings. If they are equal for example, then tailings
        
        
          placed at low relative density (which renders it susceptible to
        
        
          liquefaction) would remain so, even under high confining
        
        
          stresses. Unfortunately the work of Park and Byrne (2004) did
        
        
          not investigate the response of the sands to shear (they utilised
        
        
          data from the literature), so it is not possible to make these
        
        
          comparisons for their data. However, data of this type is likely
        
        
          available in many consultants’ internal databases, and
        
        
          interogation of this data could prove extremely valuable.
        
        
          5 POTENTIAL LIMITATIONS TO USE OF PANDA
        
        
          PENETROMETER TESTING
        
        
          Use of the PANDA penetrometer for routine testing of the state
        
        
          of tailings is now commonplace in Chile, where it has in fact
        
        
          effectively been written into legislastion. Recently revised
        
        
          Chilean legislation governing the construction and operation of
        
        
          TSFs specifically mentions the PANDA technique as one of the
        
        
          preferred approaches for density control on TSFs. Given the
        
        
          increasing awareness of the critical importance of correctly
        
        
          controlling density, and the increasing acceptance by regulators
        
        
          of the approach, it is important to consider potential limitations
        
        
          of the technique before advocating its widespread adoption.
        
        
          
            5.1 Site-specific correlations
          
        
        
          As shown in Figure 1, the relationship between relative density
        
        
          and penetration resistance varies with the material tested. This
        
        
          in itself is not a major problem; it simply requires that adequate
        
        
          correlations be established, with the obvious techniques being
        
        
          calibration chambers or in-situ correlations in which the field
        
        
          density is measured using techniques such as the sand
        
        
          replacement method. A potential limitation is that the tailings
        
        
          produced by a particular mine may change with time, as milling
        
        
          rates change or the nature of the ore being mined changes.
        
        
          Established correlations might then no longer be valid.
        
        
          However, through index tests such as particle size distribution
        
        
          tests, it is possible to monitor such changes in the nature of
        
        
          tailings being produced, and simply carry out new correlation
        
        
          studies. It will only be once experience is gained at a particular
        
        
          operation that the required frequency of these re-calibrations
        
        
          will become apparent.
        
        
          5.2
        
        
          
            Effect of moisture content
          
        
        
          Results from a preliminary set of tests using a 0.5m diameter,
        
        
          0.75m deep calibration chamber are summarised in Table 1. The
        
        
          tests were carried out on a medium sand having a d
        
        
          50
        
        
          of 280μm.
        
        
          Table 1. Relationship between water content and PANDA resistance for
        
        
          medium sand prepared at 60% relative density.
        
        
          a
        
        
          Water content (%)
        
        
          0
        
        
          4
        
        
          8
        
        
          12
        
        
          25
        
        
          Resistance (MPa)
        
        
          0.66
        
        
          3.56
        
        
          2.37
        
        
          1.77
        
        
          1.34
        
        
          The very low resistance at zero water content is essentially
        
        
          irrelevant for the application under discussion, as all tailings are
        
        
          placed in either a fully saturated, or a moist state. All large
        
        
          mining operations in Chile now utilise the downstream method
        
        
          of construction, in which the tailings stream is split into a
        
        
          coarser fraction (the underflow), used for construction of a