Binding Energy Calculation of Electrons in Statistical Potentials for Arbitrary Temperature and Matter Density

Schroedinger's wave equation is solved in Thomas-Fermi potential including the self-interaction modification of elctrons for arbitrary matter density and temperature,In order to describe relativistic effects,the mass-velocity correction,the Darwin correction and the spin-orbit coupling terms are included in the wave equation.Calculations are presented for the Fe^26 and Rb^37 atoms at a few temperatures and matter densities.Comparisons of present results with other more accurate one^[9] are given in Table.The data obtained by the present method are not bad.

Schrodinger's wave equation is solved in Thomas-Fermi potential including the self-interaction modification of elctrons for arbitrary matter density and temperature. In order to describe rela-tivistic effects, the mass-velocity correction, the Darwin correction and the spin-orbit coupling terms are included in the wave equation. Calculations are presented for the Fe28 and Rb37 atoms at a few temperatures and matter densities. Comparisons of present results with other more accurate one[9] are given in Table. The data obtained by the present method are not bad.