Abstract
The total energy of the 3d transition metals is calculated as a function of volume in each of six different crystal structures. The calculations employ the local-density-functional scheme and the full-potential linear muffin-tin orbitals method. Both self-consistent and non-self-consistent Harris-Foulkes calculations are shown and the connection is made between these and simpler tight-binding and classical models of interatomic forces. The energy-volume relations may serve as a database in the construction of such empirical schemes.
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