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Buch
Mädchen spielen Fussball
(Gesamthochschul-Bibliothek Kassel, 1988)
Teil eines Buches
Bericht aus der Fachgruppe Sport
(Zentralstelle für Umwelterziehung, Universität Essen, 1988)
Buch
Sport als Integrationsmöglichkeit ausländischer Mitbürger
(Gesamthochschul-Bibliothek Kassel, 1985)
Aufsatz
On the correlation between electric polarizabilities and the ionization potential of atoms
(1985)
It is found that the electric dipole polarizabilities of neutral atoms correlate very strongly with their first ionization potential within the groups of elements with the same angular momenta of the outermost electrons. As the latter values are known very accurately, this allows a very good
(<30%) prediction of various atomic polarizabilities.
Aufsatz
Relativistic calculations of super heavy quasi-molecules
(Malli, G. L. (Hrsg.), 1983)
Aufsatz
Quadrupole moments of radium isotopes from the 7p^2P_3/2 hyperfine structure in Ra II
(1989)
The hyperfine structure and isotope shift of ^{221- 226}Ra and ^{212, 214}Ra have been measured in the ionic (Ra 11) transition 7s^2 S_{1/2} - 7p ^2 P_{3/2} (\lamda = 381.4 nm). The method of on-line collinear fast-beam laser spectroscopy has been applied using frequency-doubling of cw dye laser radiation in an external ring cavity. The magnetic hyperfine fields are compared with semi-empirical and ab initio calculations. The analysis of the quadrupole splitting by the same method yields the following, improved values ...
Aufsatz
Solution of the Hartree-Fock-Slater equations for diatomic molecules by the finite-element method
(1988)
We present the finite-element method in its application to solving quantum-mechanical problems for diatomic molecules. Results for Hartree-Fock calculations of H_2 and Hartree-Fock-Slater calculations for molecules like N_2 and CO are presented. The accuracy achieved with fewer than 5000 grid points for the total energies of these systems is 10^-8 a.u., which is about two orders of magnitude better than the accuracy of any other available method.
Aufsatz
Finite element method for the accurate solution of diatomic molecules
(1989)
We present the Finite-Element-Method (FEM) in its application to quantum mechanical problems solving for diatomic molecules. Results for Hartree-Fock calculations of H_2 and Hartree-Fock-Slater calculations of molecules like N_2 and C0 have been obtained. The accuracy achieved with less then 5000 grid points for the total energies of these systems is 10_-8 a.u., which is demonstrated for N_2.
Aufsatz
H_2 solved by the finite element method
(1987)
We report on the solution of the Hartree-Fock equations for the ground state of the H_2 molecule using the finite element method. Both the Hartree-Fock and the Poisson equations are solved with this method to an accuracy of 10^-8 using only 26 x 11 grid points in two dimensions. A 41 x 16 grid gives a new Hartree-Fock benchmark to ten-figure accuracy.