Add to ORKGRelativistic effects on the Thomas-Fermi model for atoms in a very strong magnetic field are considered. A general calculation of the binding energy is given which does not refer to any specific solution of the equation governing the self-consistent electrostatic potential. © 1993 IOP Publishing Ltd
The most simple model of atoms is a spherical atom in which the charge due to electrons is uni-forml...
By introducing a modified Weizsacker correction, a relativistic Thomas-Fermi theory is developed wit...
We obtain the dimensions R, electron density distributions nA (r→), and total ground-state binding e...
Relativistic effects on the Thomas-Fermi model for atoms in a very strong magnetic field are conside...
Relativistic effects on the Thomas-Fermi model for atoms in a very strong magnetic field are conside...
Relativistic effects on the Thomas-Fermi model for atoms in a very strong magnetic field are conside...
Thermal effects on the Thomas-Fermi model for atoms in a very strong magnetic field are considered. ...
Thermal effects on the Thomas-Fermi model for atoms in a very strong magnetic field are considered. ...
Thermal effects on the Thomas-Fermi model for atoms in a very strong magnetic field are considered. ...
Thermal effects on the Thomas-Fermi model for atoms in a very strong magnetic field are considered. ...
Thermal effects on the Thomas-Fermi model for atoms in a very strong magnetic field are considered. ...
The empirical binding energy −16Z7/3eV of heavy atoms is computed herein by a Hartree-type correctio...
The structure of heavy atoms in strong magnetic fields of the order of 1012 G, such as are generally...
In this paper, unified relativistic formulations with thermal effects of the Thomas-Fermi model for ...
In this paper, unified relativistic formulations with thermal effects of the Thomas-Fermi model for ...
The most simple model of atoms is a spherical atom in which the charge due to electrons is uni-forml...
By introducing a modified Weizsacker correction, a relativistic Thomas-Fermi theory is developed wit...
We obtain the dimensions R, electron density distributions nA (r→), and total ground-state binding e...
Relativistic effects on the Thomas-Fermi model for atoms in a very strong magnetic field are conside...
Relativistic effects on the Thomas-Fermi model for atoms in a very strong magnetic field are conside...
Relativistic effects on the Thomas-Fermi model for atoms in a very strong magnetic field are conside...
Thermal effects on the Thomas-Fermi model for atoms in a very strong magnetic field are considered. ...
Thermal effects on the Thomas-Fermi model for atoms in a very strong magnetic field are considered. ...
Thermal effects on the Thomas-Fermi model for atoms in a very strong magnetic field are considered. ...
Thermal effects on the Thomas-Fermi model for atoms in a very strong magnetic field are considered. ...
Thermal effects on the Thomas-Fermi model for atoms in a very strong magnetic field are considered. ...
The empirical binding energy −16Z7/3eV of heavy atoms is computed herein by a Hartree-type correctio...
The structure of heavy atoms in strong magnetic fields of the order of 1012 G, such as are generally...
In this paper, unified relativistic formulations with thermal effects of the Thomas-Fermi model for ...
In this paper, unified relativistic formulations with thermal effects of the Thomas-Fermi model for ...
The most simple model of atoms is a spherical atom in which the charge due to electrons is uni-forml...
By introducing a modified Weizsacker correction, a relativistic Thomas-Fermi theory is developed wit...
We obtain the dimensions R, electron density distributions nA (r→), and total ground-state binding e...