Corrections to the wave functions of atomic electrons in hydrogen-like atom are calculated by using the Thomas - Fermi potential in the framework of perturbation theory. In this approach the interaction of electrons in atom is approximately taken into account. Corrections to wave functions are important for describing various processes involving electrons in multielectronic atoms. Cross sections of the photoelectric effect on the L-shell of the atom are calculated in the proposed approach with impurity for the admixture of K-shell states
Analytical expressions for non-relativistic values of the chemical μ( N, Z) and ionization I(N, Z) p...
Analytical expressions for non-relativistic values of the chemical μ( N, Z) and ionization I(N, Z) p...
Analytical expressions for non-relativistic values of the chemical μ( N, Z) and ionization I(N, Z) p...
Analytical expressions of for an atom. with arbitrary ionization degree are found within the Thomas...
Analytical expressions of for an atom. with arbitrary ionization degree are found within the Thomas...
A simple atomic model, with features characteristic of the screening-theory approach, is constructed...
A simple modification of the Thomas-Fermi (TF) theory is suggested by replacing rho5/3 with alpha (N...
The empirical binding energy −16Z7/3eV of heavy atoms is computed herein by a Hartree-type correctio...
This thesis consists of the development of a modified form of the Fermi-Thomas statistical atomic mo...
A fully analytical approximation for the observable characteristics of many-electron atoms is develo...
The most simple model of atoms is a spherical atom in which the charge due to electrons is uni-forml...
A WKB approximation to the Hartree equations for an atom, taking the 1 r singularity of the potentia...
The paper studies the correction to the Thomas-Fermi potential arising from the exchange, inhomogene...
A first order perturbation method is used for treating localized defects in metals in a self-consist...
A WKB approximation to the Hartree equations for an atom, taking the 1 r singularity of the potentia...
Analytical expressions for non-relativistic values of the chemical μ( N, Z) and ionization I(N, Z) p...
Analytical expressions for non-relativistic values of the chemical μ( N, Z) and ionization I(N, Z) p...
Analytical expressions for non-relativistic values of the chemical μ( N, Z) and ionization I(N, Z) p...
Analytical expressions of for an atom. with arbitrary ionization degree are found within the Thomas...
Analytical expressions of for an atom. with arbitrary ionization degree are found within the Thomas...
A simple atomic model, with features characteristic of the screening-theory approach, is constructed...
A simple modification of the Thomas-Fermi (TF) theory is suggested by replacing rho5/3 with alpha (N...
The empirical binding energy −16Z7/3eV of heavy atoms is computed herein by a Hartree-type correctio...
This thesis consists of the development of a modified form of the Fermi-Thomas statistical atomic mo...
A fully analytical approximation for the observable characteristics of many-electron atoms is develo...
The most simple model of atoms is a spherical atom in which the charge due to electrons is uni-forml...
A WKB approximation to the Hartree equations for an atom, taking the 1 r singularity of the potentia...
The paper studies the correction to the Thomas-Fermi potential arising from the exchange, inhomogene...
A first order perturbation method is used for treating localized defects in metals in a self-consist...
A WKB approximation to the Hartree equations for an atom, taking the 1 r singularity of the potentia...
Analytical expressions for non-relativistic values of the chemical μ( N, Z) and ionization I(N, Z) p...
Analytical expressions for non-relativistic values of the chemical μ( N, Z) and ionization I(N, Z) p...
Analytical expressions for non-relativistic values of the chemical μ( N, Z) and ionization I(N, Z) p...