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Case Study of the Abrigo Ignimbrite, Tenerife, Canary Islands         101


                A variety of localised lithic bedforms, such as lithic trails, low- and high-profile
             bedforms, discontinuous lenses and stratification, are commonly documented
             within ignimbrite depositional units (e.g. Freundt and Schmincke, 1985; Bryan
             et al., 1998a; Allen and Cas, 1998; Pittari et al., 2006). These are generally the result
             of localised flow processes controlled by topographic features and/or changing flow
             regimes. Lithic clasts may also be concentrated into vertical gas escape pipes (Wilson,
             1980, 1984) immediately after emplacement (Druitt, 1995; Roche et al., 2002).


             2.2. Quantifying spatial variations in lithic assemblages
             Grainsize analysis techniques (e.g. sieve analysis, point counting) may be applied to
             pyroclastic deposits to estimate average grainsize, degree of sorting and the spatial
             variations in the grainsize and relative proportions of the major pyroclastic
             components (pumice, lithic clasts, free crystals, ash). The maximum lithic clast size
             (ML) of a particular pyroclastic unit, taken as the average of the length of the long
             axis of 3–7 largest lithic clasts within a sample area, is a useful quantity which can be
             related to the eruption intensity. Isopleth maps, which are contoured representa-
             tions of the spatial variation of ML, have been constructed for ignimbrite deposits
             to constrain vent locations (e.g. Aramaki, 1984; Smith and Houghton, 1995; Allen,
             2001) and to assess the effect of palaeotopography on lithic distributions in
             pyroclastic flows (e.g. Giordano, 1998). Similarly, isopleth maps of both maximum
             pumice and lithic clast sizes can be constructed for pyroclastic fall deposits to
             estimate mass eruption rates and eruption column heights (Carey and Sparks, 1986;
             Wilson and Walker, 1987; Fierstein and Hildreth, 1992; Bryan et al., 2000).
                Hand specimen identification, further constrained by detailed microscopic
             petrographic study, forms the basis for classifying the major lithic compositional
             types within pyroclastic units. Major- and trace-element geochemistry may further
             refine the classification criteria (e.g. Cole et al., 1998). To assess the relative
             proportions of the different lithic types, a variety of sampling methods have been
             used, including (a) field or laboratory grid and line point counting, or counting of
             only in situ or extracted lithic clasts within a specified sampling area (Heiken and
             McCoy, 1984; Druitt, 1985; Potter and Oberthal, 1987; Buesch, 1992; Suzuki-
             Kamata et al., 1993; Rosi et al., 1996), or (b) weighing clast populations from
             grainsize fractions (Hildreth and Mahood, 1986; Suzuki-Kamata, 1988; Druitt,
             1992; Calder et al., 2000). Individual samples generally contain 50 to over 300 lithic
             clasts, although desirable sampling statistics are only approached with the latter
             number (Suzuki-Kamata et al., 1993). Depending on the classification criteria,
             lithic analyses, especially in the field, are generally restricted to lapilli and block
             grainsize fractions, which could involve textures or fabrics visible to the naked eye.
             In some cases, only a specific grainsize fraction(s) is analysed.
                A popular way to visually represent spatial lithic component variations is to
             construct a series of pie charts assorted around a locality map, showing the relative
             proportion of lithic clast types at each sample site (Figure 1a; Heiken and McCoy,
             1984; Potter and Oberthal, 1987; Suzuki-Kamata, 1988; Suzuki-Kamata et al.,
             1993). Bar charts and histograms (Suzuki-Kamata et al., 1993; Calder et al., 2000)
             or ternary diagrams (Druitt, 1992) can be used to the same effect (Figure 1b).
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