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Archive | 1990

Transport Properties of High-Tc Superconductors

Noriaki Hamada; S. Massidda; Jaejun Yu; Arthur J. Freeman

Transport properties of Ba1-xKxBiO3 and Nd2-xCexCuO4 are calculated using the electronic energy band structure obtained with the local-density full-potential linearized augmented-plane-wave method. For Ba1-xKxBiO3, the calculated Hall coefficient RH has the correct (negative) sign. For Nd2-xCexCuO4, on the other hand, a positive Hall coefficient for the magnetic field oriented perpendicular to the Cu-O planes contrasts with a negative experimental value. Recent experiments, however, show a change of sign of this Hall coefficient at x=0.18 from negative to positive with increasing x, indicating a trend towards a regime where the conventional band-theoretical discription becomes in better agreement with experiment.


MRS Proceedings | 1990

Structural and Electronic Properties of Narrow Gap Zincblende and Chalcopyrite Compounds

T.M. de Pascale; F. Meloni; M. Serra; S. Massidda; A. Continenza; A. J. Freeman

Indium compounds and corresponding epitaxially grown superlattices have provided good single crystals suitable for accurate experimental measurements and have added new interest to the study of the constituent bulk semiconductors and the II-IV-V 2 chalcopyrite crystal phases. This paper reports results of structural and electronic properties of narrow gap binary and ternary semiconductors determined selfconsistently from first principles using both the full potential linearized augmented plane wave (FLAPW) and norm-conserving pseudopotentials (PP) total-energy methods.


Superlattices and Microstructures | 1988

Local density valence band offset in GaAs/AlAs: Role of interface dipole

S. Massidda; B. I. Min; A. J. Freeman

Abstract The valence band offset, ΔEV ,at the lattice-matched GaAs/AlAs(001) interface is derived from highly precise self- consistent all-electron local density band structure calculations of the (GaAs)n(AlAs)n(001) superlattices (with n ⩽ 3). Using the core levels as reference energies, we find that ΔEV = 0.50 ± 0.05 eV, in very good agreement with recent experimental results (ΔEV = 0.45 − 0.55 eV). The dependence of ΔEV on the superlattice thickness is studied and related to the interface charge redistribution which produces an interface dipole potential estimated to be ∼ 0.14 eV.


Physical Review B | 1987

Interface phenomena at semiconductor heterojunctions: Local-Density valence-band offset in GaAs/AlAs

S. Massidda; B. I. Min; A. J. Freeman


Physical Review B | 1990

Structural and electronic properties of narrow-band-gap semiconductors: InP, InAs, and InSb.

S. Massidda; A. Continenza; A. J. Freeman; T.M. de Pascale; F. Meloni; M. Serra


Physical Review B | 1988

Electronic structure and properties of superconducting LiTi2O4

S. Massidda; Jaejun Yu; A. J. Freeman


Physical Review B | 1989

Electronic structure, photoemission, inverse photoemission, and x-ray emission spectra of superconducting Ba1−xKxBiO3

Noriaki Hamada; S. Massidda; Arthur J. Freeman; Joseph Redinger


Physical Review B | 1992

Structural and electronic properties of narrow-gap ABC2 chalcopyrite semiconductors.

A. Continenza; S. Massidda; A. J. Freeman; T.M. de Pascale; F. Meloni; M. Serra


Physical Review B | 1988

Calculated photoemission and x-ray emission spectra of Bi2Sr2CaCu2O8

P. Marksteiner; S. Massidda; Jaejun Yu; A. J. Freeman; Josef Redinger


Physical Review B | 1988

Structural and electronic properties of bulk GaAs, bulk AlAs, and the (GaAs)1(AlAs)1 superlattice.

B. I. Min; S. Massidda; A. J. Freeman

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Jaejun Yu

Seoul National University

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B. I. Min

Pohang University of Science and Technology

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F. Meloni

University of Cagliari

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M. Serra

University of Cagliari

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