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The Fermi surfaces of niobium and tantalum have been investigated experimentally utilizing the techniques of the de Haas-van Alphen effect at magnetic fields up to 31 kOe and magnetothermal oscillations at magnetic fields up to 110 kOe. Oscillations associated with extremal orbits on two Fermi-surface sheets of each element have been observed. The Fermi surface is found to have qualitatively the same topology in both metals: a set of six closed surfaces substantially distorted from ellipsoidal shape and centered at N in the bcc Brillouin zone; and a multiply connected jungle-gym surface consisting of interconnecting arms along 〈100〉 directions with intersections at and H. The agreement between these data and recent augmented-plane-wave (APW) energy-band calculations is excellent. The minimum cross sections of the 〈100〉 arms of the jungle gym have areas of 0. 138 ^-2 in Nb and 0. 263 ^-2 in Ta; and the principal cross sections of the distorted ellipsoids are 0. 636, 0. 757, and 0. 857 ^-2 in Nb, and 0. 434, 0. 580, and 0. 59 ^-2 in Ta. A third surface of holes centered at is predicted by band-structure calculations, but has not been observed unambiguously in the present work. Effective masses have been measured at several orientations, and comparison with the APW calculations yield average mass-enhancement factors of 1. 75 for Nb and 1. 85 for Ta, in fair agreement with predictions based on phonon enhancement.
Halloran et al. (Thu,) studied this question.