Relativistic Self-Consistent Solutions for Atoms of Large Atomic Number

Relativistic self-consistent solutions, without exchange, have been obtained for several atoms of large atomic number by use of a general program for a high speed computing machine. A short description of this program and of the self-consistent calculation is given. Eigenvalues for the individual electron subshells of the self-consistent mercury, tungsten, platinum, and uranium atoms are presented. A comparison of the calculation with previous results for the mercury atom is also included.