Abstract
Density-of-states curves for chromium, iron, nickel and copper are calculated using the band-structure scheme of Hubbard and Dalton and the Gilat- Raubenheimer (1966) method. In each case estimates are given for the Fermi energy and the density of states at the Fermi energy. The accuracy of the Gilat-Raubenheimer method is investigated by calculating the density-of-states for copper and iron using varying numbers of k-points in the Brillouin zone. It is concluded that the main features of the density-of-states function are accurately determined with the use of only 200-300 k-points in the 1/48 section of the Brillouin zone.