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Dichroism in Valence Band X-Ray Photoemission Spectroscopy

As has been demonstrated by various authors an expression for the photo electron current intensity l E,k,ms uj,q, ) observed in VB-photo emission can be derived by [Pg.187]

Here the sum runs over all possible initial states and the operator describes the interaction of the electrons and the radiation field with wave vector q and polarization A. In Eq. (1) it has been assumed that the detector selectively counts photo electrons with energy E, wave vector k, and spin polarization The corresponding final [Pg.188]

If one is dealing with a randomly disordered alloy it is straightforward to perform the necessary configuration average [9]. In the case of one atom per unit cell one ends up with the following expression for the photo current [Pg.188]

Here is the concentration of component a, is the single site t-matrix, Af E) is the scattering path operator and is the matrix element with respect to Xqx- [Pg.188]

The approach presented above has been applied to the disordered alloy system Co,j,Pt], j,. Theoretical spectra for various concentrations are given in Fig. 1 for unpolarized radiation with huj = 1253.6eV. As can be seen, these spectra agree very well [Pg.188]




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Dichroism spectroscopy

Photoemission

Photoemission spectroscopy

Photoemission, x-ray

Spectroscopy valence

Valence band

Valence band spectroscopy

Valence photoemission

X-ray dichroism

X-ray photoemission spectroscopy

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