C. C. Homes
Brookhaven National Laboratory
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Publication
Featured researches published by C. C. Homes.
Physical Review B | 2002
Lixin He; J. B. Neaton; Morrel H. Cohen; David Vanderbilt; C. C. Homes
Structural and electronic properties of
Nature | 2004
C. C. Homes; S. V. Dordevic; M. Strongin; D. A. Bonn; Ruixing Liang; W. N. Hardy; Seiki Komiya; Yoichi Ando; Guichuan Yu; Nobuhisa Kaneko; X. Zhao; M. Greven; D. N. Basov; T. Timusk
{\mathrm{CaCu}}_{3}{\mathrm{Ti}}_{4}{\mathrm{O}}_{12}
Physical Review B | 2003
C. C. Homes; Thomas Vogt; S. M. Shapiro; S. Wakimoto; M.A. Subramanian; A. P. Ramirez
are calculated using density-functional theory within the local spin-density approximation. After an analysis of structural stability, zone-center optical phonon frequencies are evaluated using the frozen-phonon method and mode effective charges are determined from computed Berry-phase polarizations. Excellent agreement between calculated and measured phonon frequencies is obtained. The calculated mode effective charges are in poorer agreement with experiment, although they are of the correct order of magnitude and the lattice contribution to the static dielectric constant is calculated to be
Solid State Communications | 2000
G. Cao; J. E. Crow; R.P. Guertin; P.F. Henning; C. C. Homes; Myron Strongin; D. N. Basov; E. Lochner
\ensuremath{\sim}40.
Applied Optics | 2007
C. C. Homes; G. Lawrence Carr; Ricardo P. S. M. Lobo; Joseph Donald Laveigne; D. B. Tanner
On the basis of these results, various mechanisms are considered for the enormous dielectric response reported in recent experiments. No direct evidence is found for intrinsic lattice or electronic mechanisms, suggesting that increased attention should be given to extrinsic effects.
Physical Review B | 2004
C. C. Homes; S. V. Dordevic; D. A. Bonn; Ruixing Liang; W. N. Hardy
Since the discovery of superconductivity at elevated temperatures in the copper oxide materials there has been a considerable effort to find universal trends and correlations amongst physical quantities, as a clue to the origin of the superconductivity. One of the earliest patterns that emerged was the linear scaling of the superfluid density (ρs) with the superconducting transition temperature (Tc), which marks the onset of phase coherence. This is referred to as the Uemura relation, and it works reasonably well for the underdoped materials. It does not, however, describe optimally doped (where Tc is a maximum) or overdoped materials. Similarly, an attempt to scale the superfluid density with the d.c. conductivity (σdc) was only partially successful. Here we report a simple scaling relation (ρs∝σdcTc, with σdc measured at approximately Tc) that holds for all tested high-Tc materials. It holds regardless of doping level, nature of dopant (electrons versus holes), crystal structure and type of disorder, and direction (parallel or perpendicular to the copper–oxygen planes).
Solid State Communications | 2002
C. Bernhard; Todd Holden; Josef Humlíček; Dominik Munzar; A. Golnik; M. Kläser; Th. Wolf; L. Carr; C. C. Homes; B. Keimer; M. Cardona
The cubic perovskite-related ceramic CaCu 3 Ti 4 O 1 2 has a very high static dielectric constant e 0 ≥10 000 at room temperature (RT), which drops to about 100 below ≃ 100 K. Substituting Cd for Ca reduces the RT value of e 0 by over an order of magnitude. The origin of the large e 0 is not fully understood, but may be due to an internal barrier layer capacitance (IBLC) effect. Infrared measurements on the Ca and Cd compounds show that low-frequency modes increase dramatically in strength at low temperature, suggesting a change in the effective charges and increasing electronic localization that may lead to a breakdown of the IBLC effect.
Physical Review B | 2010
C. C. Homes; A. Akrap; Jinsheng Wen; Z. J. Xu; Zhiwei Lin; Q. Li; G. D. Gu
The magnetic, transport, optical, and structural properties of quasi-one-dimensional BaIrO 3 show evidence for the simultaneous onset of electronic density wave formation and ferromagnetism at Tc3a 175 K: Two additional features in the chain direction dc conductivity show a sudden change to metallic behavior below Tc2a 80 K and then a Mott-like transition at Tc1a 26 K: Highly non-linear dc conductivity, optical gap formation at <9kBTc3, additional phonon modes, and emergent X-ray satellite structure support density wave formation. Even at very high (30 T) fields the saturation Ir moment is very small, <0.04mB/Ir. q 2000 Elsevier Science Ltd. All rights reserved.
Physical Review B | 2005
S. V. Dordevic; C. C. Homes; J. J. Tu; T. Valla; M. Strongin; P. D. Johnson; G. D. Gu; D. N. Basov
Silicon beam splitters several millimeters thick offer numerous advantages over thin freestanding dielectric beam splitters. For routine spectroscopy for which resolutions of better than 1 cm(-1) are not required, a silicon beam splitter can replace several Mylar beam splitters to span the entire far-infrared region. In addition to superior long-wavelength performance that extends well into the terahertz region, the silicon beam splitter has the additional advantage that its efficiency displays little polarization dependence.
Physical Review B | 2005
C. C. Homes
The Ferrell-Glover-Tinkham (FGT) sum rule has been applied to the temperature dependence of the in-plane optical conductivity of optimally doped