Bernardo S. Mendoza
Centro de Investigaciones en Optica
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Publication
Featured researches published by Bernardo S. Mendoza.
Physical Review B | 1999
Maurizia Palummo; Giovanni Onida; R. Del Sole; Bernardo S. Mendoza
We compute the linear optical properties of different reconstructions of the clean and hydrogenated Si(100) surface within DFT-LDA, using norm-conserving pseudopotentials. The equilibrium atomic geometries of the surfaces, determined from self-consistent total-energy calculations within the Car-Parrinello scheme, strongly influence reflectance anisotropy spectra, showing differences between the
Journal of The Optical Society of America B-optical Physics | 1995
A. Guerrero; Bernardo S. Mendoza
p(2\ifmmode\times\else\texttimes\fi{}2)
Optics Express | 2010
Wl Mochan; Gp Ortiz; Bernardo S. Mendoza
and
Physical Review Letters | 2017
Tonatiuh Rangel; Benjamin M. Fregoso; Bernardo S. Mendoza; Takahiro Morimoto; Joel E. Moore; Jeffrey B. Neaton
c(4\ifmmode\times\else\texttimes\fi{}2)
Physical Review B | 2009
Guillermo P. Ortiz; Brenda E. Martínez-Zérega; Bernardo S. Mendoza; W. Luis Mochan
reconstructions. The differential reflectivity spectrum for the
Optics Letters | 2005
Liangfeng Sun; P. Figliozzi; Yong Q. An; M. C. Downer; W. L. Mochán; Bernardo S. Mendoza
c(4\ifmmode\times\else\texttimes\fi{}2)
New Journal of Physics | 2013
J S Pérez-Huerta; Guillermo P. Ortiz; Bernardo S. Mendoza; W. Luis Mochan
reconstruction shows a positive peak at
Journal of Physics: Condensed Matter | 2004
N. Arzate; Bernardo S. Mendoza; R. A. Vázquez‐Nava
\ensuremath{\Elzxh}\ensuremath{\omega}l1 \mathrm{eV}
New Journal of Physics | 2014
J. A. Berger; Pina Romaniello; Falk Tandetzky; Bernardo S. Mendoza; Christian Brouder; Lucia Reining
, in agreement with experimental results.
Applied Physics Letters | 2016
Yujin Cho; Farbod Shafiei; Bernardo S. Mendoza; Ming Lei; Tengfei Jiang; Paul S. Ho; M. C. Downer
We present a model for second-harmonic generation in a two-dimensional array of quantum dots. We show that the combined effect of the electromagnetic local field of the array and the intrinsic electronic resonances that arise from spatial confinement in the quantum dot produces great enhancements of the second-order nonlinear susceptibilities, hence giving a high efficiency of second-harmonic generation.