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Average, variance, asymmetry, excess of a spectrum

The average energy of an atom or ion in a given configuration, being the first initial moment of the energy spectrum, is widely used as one of the main characteristics of the system considered. It may be defined as follows  [Pg.384]

Here I(nik) is given by (19.23), whereas Ee nilfi) and EfAnilf njl 1) are the average energies of electrostatic interactions in the itn shell as well as between the ith and jth shells. The latter have the following definitions  [Pg.384]

Radial integrals Fk(nih,n2l2) and Gk(nih,n2l2) are defined by (19.31) and (20.10), respectively. Let us recall that the average value of spin-orbit interaction equals zero. [Pg.384]

The variance of spectrum consists of the contributions of spin-orbit and electrostatic interactions [Pg.385]

The spin-orbit contribution simply equals the sum of the relevant interactions in each shell of equivalent electrons [Pg.385]


See other pages where Average, variance, asymmetry, excess of a spectrum is mentioned: [Pg.384]    [Pg.384]   


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A spectrum

Asymmetrie

Asymmetry

Averaging of spectra

Variance excess

Variance of spectrum

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