Page 124 - Geochemical Remote Sensing of The Sub-Surface
P. 124

Spontaneous potentials and electrochemical cells                      101

           immersed in an electrolytic conductor.  In a voltaic cell,  electronic current is spontaneous
           and  therefore  to  induce  current  through  the  wire  joining  the  electrodes  there  must  be
           physical  separation  of oxidising  and  reducing  agents  in  the  solution.  The  redox  field  in
           the  Earth  represents  an electrolyte within  which  there  is vertical  separation  of oxidising
           and  reducing  agents.  For the  purpose  of the  following discussion,  an  SP  cell  is  defined
           here  as  a  natural  system  that  induces  the  spontaneous,  long-term  flow  of  electrical
           current in a focused area within the Earth,  i.e.,  the current flux has to be anomalous with
           respect to background current.
              Although there must be constant ionic current  in the  Earth's  redox  field,  cells  as just
           defined  can  only  develop  due  to  major  inhomogeneities  in  either  the  electrical
           conductivity  of  Earth  materials  or  the  SP  gradient  in  a  particular  area.  Indeed  the
           development of Earth cells of this type should be predictable by Ohm's  law.  If an area of
           increased electrical  conductivity occurs across an otherwise uniform voltage gradient,  an
           increase in current density in that zone must also occur. As discussed below, a vertically-
           oriented  geological  conductor  crossing  horizontal  redox  equipotential  lines  in  the  Earth
           is one example of such a system. Likewise if an area of increased voltage gradient occurs
           in a medium  of uniform  electrical  conductivity,  an  increase  in  current  density must also
           occur.  Examples of this type of cell are also discussed below.
              The  term  conductor,  when  used  in  a  geological  context,  usually  refers  to
           electronically-conductive  or  semi-conductive  materials  in  bedrock,  such  as  graphite  or
           metallic  sulphide  mineralisation.  These  substances  conduct  electricity  far  better  than
           low-porosity  silicate  or  carbonate  bedrock.  However,  they  are  typically  poorer
           conductors than most groundwater-saturated overburden.  Part of the reason why this  fact
           is  not  widely  recognised  among  geologists  is  that  the  electrically-conductive  properties
           of  groundwater  and  bedrock  have  typically  been  expressed  in  inverse  ways.  The
           electrical  conductivity  of groundwater  is  most commonly reported  in  conductivity  units
           whereas  the  conductive properties  of bedrock are  reported  in resistivity units.  Table  3-11
           shows  the  electrical  conductivities  of some typical  groundwaters  and  those  of a number
           of common  bedrock  materials  converted  from  their  usual  resistivity  units.  It  is  evident
           that very few common bedrock conductors begin to approach  the  electrical  conductivity
           of  most  groundwaters.  Overburden  is  usually  more  electrically  conductive  than  the
           groundwater  within  it because  of the  additional  conductivity  imparted  by clay  minerals
           and oxide surfaces  (Keller and Frischknecht,  1966). This demonstrates that the electrical
           conductivity  of overburden  far  exceeds  that  of  low-porosity  bedrock  and  usually  also
           exceeds that of most bedrock conductors.



           Cells associated with electronic conductors  in bedrock

              Geobatteries  centred  on  electronically  conductive,  steeply-dipping  mineralisation
           have  been  described  for  many  years  and  most  geologists  are  aware  of their  existence.
           However,  several  widely-referenced  geochemical  models  developed  to  account  for  SP
   119   120   121   122   123   124   125   126   127   128   129