A Z-transition state (ZTS) method based on nonintegral nuclear charges is tested numerically for calculating isoelectronic energy differences and electrostatic potentials. A self-interaction-corrected local spin density functional approximation is used for atoms, and an ab initio SCF-MO procedure with a modified STO-5G basis set for molecules. It is shown that the ZTS method permits accurate isoelectronic energy differences to be obtained through a single computation at an intermediate nuclear charge. The electrostatic potentials are found to vary nearly linearly with nuclear charge over small intervals
Andrae D. Finite nuclear charge density distributions in electronic structure calculations for atoms...
Using the available energy-density relationships for atomic systems, it is hown that within an isoel...
This thesis examines some properties of atoms and molecules using one-electron self-interaction-corr...
Z-transition state calculations based on the Levy equation suggest that the isoelectronic changes in...
Using a simple geometrical interpretation based on the Z-perturbation theory and the Hellman-Feynman...
The calculations of electronegativity, absolute hardness, and their variation with nuclear charge, Z...
A relativistic self-consistent-field self-interaction-corrected local-spin-density functional, with ...
A new transition state (ZTS) based on intermediate atomic numbers is proposed for the calculation of...
Energy difference predictions for multi-electron atoms: for the basis set def2-TZVP and the basis fu...
The electrostatic potential at the nucleus is here calculated using the quantum Monte Carlo method. ...
It is shown numerically that to a reasonably good accuracy, the isolectronic changes in total Hartre...
The consistency of the energy levels published for configurations 4p2, 5p2 and 5s5f belonging to Zn ...
The work of Banyard and Shull on a series of two-electron pseudomolecular ions ZHZ+2Z-1 has been ext...
The present work reports results from systematic multiconfiguration Dirac-Hartree-Fock calculations ...
The method of coherent structures has been used to determine the one-electron energies of a neutral ...
Andrae D. Finite nuclear charge density distributions in electronic structure calculations for atoms...
Using the available energy-density relationships for atomic systems, it is hown that within an isoel...
This thesis examines some properties of atoms and molecules using one-electron self-interaction-corr...
Z-transition state calculations based on the Levy equation suggest that the isoelectronic changes in...
Using a simple geometrical interpretation based on the Z-perturbation theory and the Hellman-Feynman...
The calculations of electronegativity, absolute hardness, and their variation with nuclear charge, Z...
A relativistic self-consistent-field self-interaction-corrected local-spin-density functional, with ...
A new transition state (ZTS) based on intermediate atomic numbers is proposed for the calculation of...
Energy difference predictions for multi-electron atoms: for the basis set def2-TZVP and the basis fu...
The electrostatic potential at the nucleus is here calculated using the quantum Monte Carlo method. ...
It is shown numerically that to a reasonably good accuracy, the isolectronic changes in total Hartre...
The consistency of the energy levels published for configurations 4p2, 5p2 and 5s5f belonging to Zn ...
The work of Banyard and Shull on a series of two-electron pseudomolecular ions ZHZ+2Z-1 has been ext...
The present work reports results from systematic multiconfiguration Dirac-Hartree-Fock calculations ...
The method of coherent structures has been used to determine the one-electron energies of a neutral ...
Andrae D. Finite nuclear charge density distributions in electronic structure calculations for atoms...
Using the available energy-density relationships for atomic systems, it is hown that within an isoel...
This thesis examines some properties of atoms and molecules using one-electron self-interaction-corr...