Page 249 - Radiochemistry and nuclear chemistry
P. 249

Detection and Measurement  Techniques              233

                                         8.10.  Sample preparation

                From the discussion of the factors that enter into the counting efficiency it is obvious that
               the preparation  of the counting  sample must  be  done with  care  and  must be  reproducible
               if several  samples  are  to  be  compared.  Counting  of a-  and/~-emitters  in solution  is  best
               achieved  by  means  of liquid  scintillation counting.  Because  in  this  technique  the  emitters
               are  included  in  the detection  system itself the efficiency  is very high and  reproducible.
                The advantage  of using solid samples for counting  is that the samples  can be made very
               robust  and  small,  allowing  the  use  of  either  very  simple  counting  systems  (e.g.  GM-
               counters),  or  the  use  of commercial  very  efficient  high-capacity  (>  1000  samples/hour)
               automatic  counting  systems.  Alpha-emitters  can only be counted  efficiently  if the  sample
               is very thin so that the self-absorbtion is eliminated.  For a-spectrometry the surface density
               should be  <  0.1  mg cm- 2. Preferably,  c~' s should be counted by surface barrier detectors,
               windowless  proportional  counters  or  internal  ion chambers.  Counting  of solid samples  of
               B-emitters  may  or  may  not  be  a  problem  depending  on  the  energy  of  the  /3-emission.
               Again,  care must be taken with uniform thickness of sample,  backscattering,  etc.  The use
               of  energy  sensitive  detectors  makes  possible  a  reliable  measurement  of  one  particular
               radioactive  nuclide  m  the presence  of other  radiation  of secondary  importance.
                Solid  samples  can  be  prepared  by  a  variety  of  techniques  such  as  precipitation,
               evaporation,  and  electrolysis  (Fig.  8.22).  When  the  precipitation  technique  is  used  the
               radioactive  material  must always  be  precipitated  for  comparative  counting  with  the  same
               amount  of carrier  and  all  samples  must  have  the  same  surface  density.  The  precipitate  is
               filtered  on  a  filter plate or  filter paper  of known reproducible  geometry  A.  If filtration  is
               not  feasible  the  precipitate  may be centrifuged  in  special  vials  C,  or  the  precipitate,  after
               centrifugation  and  decanting,  may  be  slurried  with  ether  or  alcohol,  and  the  slurry
               transferred  by  pipette  to  a  counting  disc  of  fixed  geometry;  when  the  organic  liquid
               evaporates,  it hopefully  leaves  a uniform deposit of the precipitate  slurry  D,  F.  Problems
               are  plentiful  in  obtaining  a  deposit  of  uniform  thickness  by  evaporation  of  a  solution.
               However,  an  arrangement  such  as  that  shown  in  Figure  8.22  E  has  been  found  to  be
               suitable;  slow and even evaporation of 0.1  -  1.0 ml samples result in an even deposit if the
               amount of solid material is small. More even deposits can be obtained by electro-deposition
               of  samples  from  solution  B.  This  method  can  be  used  also  for  nonaqueous  solutions
               provided that the organic solvents contain traces of water and a potential of several hundred
               volts  per  centimeter  is  used.  To  speed-up  sample  preparation,  different  types  of  semi-
               automatic  sample  preparation  systems  are  commercially  available.  They  are  particularly
               useful  in bio-medical  tracer research,  where often large numbers of samples are produced.


                               8. II.  Statistics  of counting  and associated error

                Even  if the  experimental  design and  execution  are  perfect  so  that  the  determinant  error
               is eliminated  in experiments  involving radioactivity there is always a random error due to
               the  statistical  nature of radioactive  decay.  Each radioactive atom has a  certain  probability
               of decay within any one time interval.  Consequently,  since this probability allows unlikely
              processes  to  occur  occasionally  and  likely  processes  not  to  occur  in  any  particular  time
               interval,  the  number  of decays  may  be  more  or  less  than  the  number  in  another  similar
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