Abstract
A systematic study of the ground state geometries, electronic structure, and stability of the metal (M) encapsulated (, , , , , , , ) clusters has been carried out within a gradient-corrected density functional formalism. It is shown that the ground state of most clusters has the lowest spin multiplicity as opposed to the high spin multiplicity in free transition metal atoms. Consequently, a proper inclusion of the spin conservation rules is needed to understand the variation of the binding energy of to clusters. Using such rules, and are found to exhibit the highest binding energy across the neutral while has the highest binding energy across the anionic series. It is shown that the variations in binding energy, electron affinity, and ionization potential can be rationalized within an 18-electron sum rule commonly used to understand the stability of chemical complexes and shell filling in a confined free-electron gas.
- Received 20 April 2005
DOI:https://doi.org/10.1103/PhysRevB.72.165413
©2005 American Physical Society