1985Physical review. B, Condensed matterRequires access

Fermi velocities in silver: Surface Landau-level resonances

John W. Mitchell, R. G. Goodrich

Open publisher page 13 citations

Abstract

Local values of the Fermi velocity of Ag are determined along the central zones of the (100) and (110) sample planes and at the neck in the (111) plane. Resonance spectra of magnetic-field-induced quantum-surface states, known as surface Landau-level resonances (SLLR), are used along with geometric factors calculated from analytical expressions for the Fermi surface to determine the location and Fermi velocity of the resonant electrons by an iterative process. These velocities are compared to those previously derived from inversions of cyclotron mass data.

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Local values of the Fermi velocity of Ag are determined along the central zones of the (100) and (110) sample planes and at the neck in the (111) plane. Resonance spectra of magnetic-field-induced quantum-surface states, known as surface Landau-level resonances (SLLR), are used along with geometric factors calculated from analytical expressions for the Fermi surface to determine the location and Fermi velocity of the resonant electrons by an iterative process. These velocities are compared to those previously derived from inversions of cyclotron mass data.

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Available abstract

Local values of the Fermi velocity of Ag are determined along the central zones of the (100) and (110) sample planes and at the neck in the (111) plane. Resonance spectra of magnetic-field-induced quantum-surface states, known as surface Landau-level resonances (SLLR), are used along with geometric factors calculated from analytical expressions for the Fermi surface to determine the location and Fermi velocity of the resonant electrons by an iterative process. These velocities are compared to those previously derived from inversions of cyclotron mass data.

Key concepts: Quantum oscillations, Shubnikov–de Haas effect, Landau quantization, Physics, Fermi surface, Condensed matter physics, Electron, Magnetic field

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