Page 49 - Inorganic Mass Spectrometry - Fundamentals and Applications
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Glow ~ischar~e Mass Spectrometry                               39

          Most sputter yield data, involve tightly focused, highly energetic primary ion
     beams; this is the basis for secondary ion mass spectrometry (SIMS) (see Chapter
     4). Because the physical processes are identical in the two techniques, sputter
     yield data reported in the SMS literature are often used to explain the parameters
     influencing glow discharge sputtering. One should recognize, however, that inci-
     dent ion energies are much lower in the glow discharge than in SIMS, and that
     there is a significant amount of sample redeposition in the GD due to the ambient
     fill pressure. For a detailed discussion of  the influence of  these parameters the
     reader is referred elsewhere [22,36,37]. In general, the sputter yield increases as
     the ratio of the mass of the incident ion to the mass of the target atom (  ~  ~  /  ~  ~  )
      approaches unity, as the angle of incidence moves away from normal (up to 70°),
      and as the incident ion energy increases. The dependence of  sputtering on the
     target material is a slightly more complicated relationship. The yield is seen to
      increase going from left to right in any one row of the periodic table. Carter and
      Colligon  [38] and Wehner  [36] have  shown that,  with  minor exceptions, the
      sputter yield closely follows the state of the electron concentrations in the atoms’
      “d”  shells  (i.e.,  the  greater  d-shell  filling, the  great  the  sputter yield).  This
      phenomenon is believed to be related to the penetration depth of primary ions. In
      targets with more open electronic structures, ions penetrate to such depths that the
      transmission of energy back to the surface where sputtering occurs is less efficient.
      In filled d-shell atoms, the penetration of ions is relatively small and energy is
      more readily projected back toward the target surface, resulting in larger sputter
      yields.
          Besides the general sputtering theory that was developed to accompany
      experimental ion beam data [39], several mathematical models have been devel-
      oped [40-421.  The success of these models to the physicist is measured by how
      accurately they predict sputter yields; to the rest of the scientific community, the
      success of  these models is measured by  how  well they convey the sputtering
      theory  to their  audiences. Sophisticated computer programs, often employing
      Monte Car10 calculations and requiring large amounts of computer memory, have
      generated data about primary ion penetration depth, sampling depth, and colli-
      sional transfer of energy, as well as information about the nature of the ejected
      species. To  this author’s knowledge, however, no satisfactory model has been
      developed to explain glow discharge sputter/ato~zation.




      Once cathodic species are atomized, sufficient energy must be imparted to ionize
      them. Collisions occurring throughout the discharge volume are central to main-
      taining the stability of the discharge. However, only those collisions that occur
      in the negative glow region (less than one mean free path from the ion exit orifice)
      produce a significant enough population of ions to perrnit trace elemental analysis.
      Figure 2.4 illustrates the three principal types of collisions in the negative glow
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