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Present in ESCA Spectra

The resolution of overlapping spectral peaks depends on their separations, intensities, and widths. Whereas separation and intensity are predominantly functions of the sample, peak width is strongly influenced by the instrument s design. The observed line is a convolution of the natural line, a function characteristic of inelastically scattered electrons that produces a skewed base line, and the instrument function. The instrument function is, in turn, the convolution of the x-ray excitation line shape, the broadening inherent in the electron energy analyzer, and the effect of electrical filtering. This description is summarized in Table I. [Pg.138]

The kernel of this equation may be identified by the characteristic base-line response function [Pg.139]

The Lorentzian shape of x-ray emission lines is well founded in quantum theory and has been substantiated experimentally (Hoyt, 1932). Siegbahn et al. (1967) discuss the aluminum anode x-ray source as applied to ESCA. Beatham and Orchard (1976) list doublet separations and half-widths derived from the literature and optimized by computer simulation. Kallne and Aberg (1975) and Senemaud (1968) also provide values. [Pg.140]

We may write the spread-function contribution due to the x-ray source as the following Lorentzian doublet  [Pg.140]

In this expression the Aj are the relative intensities and the Xj the relative energy coordinates of the components. The quantity Axx is the component half-width at half maximum (HWHM). [Pg.140]


See other pages where Present in ESCA Spectra is mentioned: [Pg.135]    [Pg.138]   


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