1996
DOI: 10.1002/(sici)1097-4539(199605)25:3<131::aid-xrs150>3.3.co;2-s
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Continuous Fluorescence Correction in Electron Probe Microanalysis Applying an Electron Scattering Model

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“…4 since the simulations underestimate the real -ratio. The continuum excited fluorescence appears for both A and B (and it can be clearly observed with a logarithmic scale on WDS measurements) and can be reasonably simulated by a point source approximation [20,22,24,27] or with a 2D distribution function based on the use of the depth distribution function for the continuous radiation [28,29]. Lastly, the continuum fluorescence is of the same order as the à ¬ characteristic fluorescence for diffusion couples such as Ni/Cu or Ni/Zn with ¼ ¾ Î [24].…”
Section: Simplified Concentration Gradient and Validationsmentioning
confidence: 99%
“…4 since the simulations underestimate the real -ratio. The continuum excited fluorescence appears for both A and B (and it can be clearly observed with a logarithmic scale on WDS measurements) and can be reasonably simulated by a point source approximation [20,22,24,27] or with a 2D distribution function based on the use of the depth distribution function for the continuous radiation [28,29]. Lastly, the continuum fluorescence is of the same order as the à ¬ characteristic fluorescence for diffusion couples such as Ni/Cu or Ni/Zn with ¼ ¾ Î [24].…”
Section: Simplified Concentration Gradient and Validationsmentioning
confidence: 99%