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José Ortega

Researcher at Autonomous University of Madrid

Publications -  281
Citations -  8432

José Ortega is an academic researcher from Autonomous University of Madrid. The author has contributed to research in topics: Vicinal & Fermi level. The author has an hindex of 46, co-authored 274 publications receiving 8024 citations. Previous affiliations of José Ortega include West Virginia University & University of Cambridge.

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Quantum-well states and magnetic coupling between ferromagnets through a noble-metal layer.

TL;DR: Using inversephotoemission and photoemission it is found that the bulk bands become discretized in highly perfect layer structures, such as Cu on fcc Co(100) and Ag on bcc Fe(100).
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Electronic structure approach for complex silicas.

TL;DR: In this article, a theoretical electronic structure based approach suitable for the study of complex silicas, and apply it to three different silica polymorphs, was developed. But the method is first principles but simplified to cope with large systems.
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Fullerenes from aromatic precursors by surface-catalysed cyclodehydrogenation

TL;DR: This work reports the formation of C60 and the triazafullerene C57N3 from aromatic precursors using a highly efficient surface-catalysed cyclodehydrogenation process, and finds that after deposition onto a platinum (111) surface and heating to 750 K, the precursor molecules are transformed into the corresponding fullerene and triazaFULlerene molecules with about 100 per cent yield.
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Quantum well states as mediators of magnetic coupling in superlattices.

TL;DR: Quantum well states are found at the Fermi level in Cu on Co(100) and Ag on Fe( 100) and connect with minority-spin interface states observed below EF previously, providing a magnetic coupling channel through the noble metal.
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Further developments in the local-orbital density-functional-theory tight-binding method

TL;DR: In this paper, Sankey and Niklewskii improved the Sankey-Niklewaki method by using the separable pseudopotential (Hamann or Troullier) and allowing double numerical basis sets with the addition of polarization orbitals and d orbitals.