About an approximation of the Fermi distribution function.

[1] BAKER EB, 1931, PHYS REV, V36, P630

[2] BRILLOUIN L, 1931, QUANTENSTATISTIK, P419

[3] Thomas-Fermi equation solution by the differential analyzer [J]. PHYSICAL REVIEW, 1931, 38 (10): : 1898 - 1902

[4] A statistical Method for Determining some Properties of the Atoms and its Application to the Theory of the periodic Table of Elements [J]. ZEITSCHRIFT FUR PHYSIK, 1928, 48 (1-2): : 73 - 79

[5] Asymptotic Integration of the Differential Equation of the Thomas-Fermi's Atom [J]. ZEITSCHRIFT FUR PHYSIK, 1932, 78 (5-6): : 283 - 308

[1] BAKER EB, 1931, PHYS REV, V36, P630

[2] BRILLOUIN L, 1931, QUANTENSTATISTIK, P419

[3] Thomas-Fermi equation solution by the differential analyzer [J]. PHYSICAL REVIEW, 1931, 38 (10): : 1898 - 1902

[4] A statistical Method for Determining some Properties of the Atoms and its Application to the Theory of the periodic Table of Elements [J]. ZEITSCHRIFT FUR PHYSIK, 1928, 48 (1-2): : 73 - 79

[5] Asymptotic Integration of the Differential Equation of the Thomas-Fermi's Atom [J]. ZEITSCHRIFT FUR PHYSIK, 1932, 78 (5-6): : 283 - 308