The full-potential, linearized augmented, plane wave (FLAPW) method is used widely for accurate electronic structure calculations. For the electronic structure of solids with heavy elements, it is necessary to include spin-orbit coupling interactions. We present simple analytic formulae for calculat
Calculating Spin-Orbit Matrix Elements withracah
β Scribed by Hughan J. Ross; Luke F. McAven; Kiminari Shinagawa; Philip H. Butler
- Publisher
- Elsevier Science
- Year
- 1996
- Tongue
- English
- Weight
- 341 KB
- Volume
- 128
- Category
- Article
- ISSN
- 0021-9991
No coin nor oath required. For personal study only.
β¦ Synopsis
applied users. RACAH has been distributed to a number of such persons, who are finding it useful. Knowledge about RACAH is a computer program developed to simplify calculations involving generalized coupling coefficients. As a demonstration of what applications and capabilities users would like RACAH its usefulness in doing this, we apply it to calculating the spin-orbit to have would allow us to build into the core program the matrix elements of CrBr 3 . From those matrix elements we can derive appropriate calculations relevant to other applications and, the spin-orbit coupling coefficients, vital to discussing Kerr rotation. perhaps, to develop libraries for special one-off calcula-We base our calculations on a cluster consisting of a Cr 3Ο© ion, surtions. Details about obtaining RACAH are given after the rounded by six Br Οͺ ions in an octahedral configuration. The Racahsummary.
Wigner calculus, useful for doing such calculations, is built into RACAH in such a way as to provide a natural approach to choosing
The approach we take to the analysis of Kerr rotation between possible group chains.
π SIMILAR VOLUMES
In the present article, we outline a simple scheme for generating configuration interaction matrix elements for spinαorbit interactions in molecules. The procedure leads to a close parallelism with spin-free permutation-group approaches. Unitary shift operators were successfully used on the orbital