Page 17 - Geochemical Anomaly and Mineral Prospectivity Mapping in GIS
P. 17

12                                                              Chapter 1

             2007) and sometimes with topographic elevation (Grunsky and Smee, 1999; Grunsky,
             2006). Subtle but significant geochemical anomalies can also  be  enhanced and
             recognised by applications of selective or partial extraction geo-analytical techniques to
             measure element concentrations (e.g., Smee, 1998); however, geo-analysis of element
             contents in geochemical samples is a topic that is beyond the scope of this volume. We
             now turn to modeling of mineral prospectivity by integrating mapped evidential features
             such as significant geochemical anomalies.

             PREDICTIVE MODELING OF MINERAL PROSPECTIVITY

                The term  mineral prospectivity refers to the chance or likelihood  that  mineral
             deposits of the type sought can be found in a piece of land. It is similar to the terms
             mineral potential and mineral favourability, which refer to the chance or likelihood that
             mineral deposits of the type sought are contained in a piece of land. The terms mineral
             prospectivity, mineral potential and mineral favourability are therefore synonymous and
             can be used interchangeably. For consistency, the term mineral prospectivity is used in
             this volume. Because the presence of mineral deposits of the type sought is betrayed by
             the presence  of certain evidential features (e.g., significant geochemical anomalies),
             mineral prospectivity is thus related to the  degree of  presence of evidential features.
             Thus, modeling mineral prospectivity intrinsically assumes, as illustrated in Fig. 1-2, that
             (a) a specific location is prospective if it  is characterised by the same or similar
             evidential features as known locations of mineral deposits of the type sought and (b) if
             more important evidential features are present in one location than in another location in
             a mineralised landscape, then the former has higher mineral prospectivity than the latter..
                Modeling of mineral prospectivity is involved at every scale, from regional-scale to
             local-scale,  of exploration target  generation  (cf. Hronsky and Groves, 2008).  It is
             concerned with the analysis and integration of evidential features derived from multi-
             source geoscience spatial data sets in order to delineate and rank prospective areas for
             further exploration of undiscovered mineral deposits of the type sought. In regional-scale
             target generation, modeling of mineral  prospectivity aims to delineate the most
             prospective areas within large permissive regions. In district- to local-scale target
             generation, modeling of mineral prospectivity aims to define the most prospective zones
             or sites within regional-scale prospective areas. This means that from regional-scale to
             local-scale mineral exploration, geoscience data sets used in modeling  of mineral
             prospectivity should have increasing  detail and accuracy both in terms of spatial
             resolution and information content.
                A predictive model of mineral prospectivity must pertain to just one type of mineral
             deposit. Thus, a mineral prospectivity model for epithermal Au deposits is not applicable
             to guide exploration  for  porphyry Cu deposits, and  vice versa. In any scale of target
             generation, however, modeling of mineral prospectivity follows specific steps starting
             with the definition of a conceptual model of mineral prospectivity for mineral deposits of
             the type sought (Fig. 1-3). Such a conceptual model is prescriptive rather than predictive,
             as it specifies in words and/or  diagrams the theoretical relationships between  various
   12   13   14   15   16   17   18   19   20   21   22