Octavio Novaro
National Autonomous University of Mexico
168 Papers
2.5K Citations
Octavio Novaro is an academic researcher from National Autonomous University of Mexico. The author has contributed to research in topics: Catalysis & Excited state. The author has an hindex of 35, co-authored 168 publications. Previous affiliations of Octavio Novaro include Universidad Autónoma del Estado de Morelos.
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Papers
Tetragonal Nanophase Stabilization in Nondoped Sol–Gel Zirconia Prepared with Different Hydrolysis Catalysts
Xim Bokhimi,A. Morales,Octavio Novaro,M. Portilla,Tessy Lopez,Francisco Tzompantzi,Ricardo Gómez +6 more
TL;DR: In this paper, the structure of the crystalline phases was refined by the Rietveld method, and it was shown that the amorphous phase was similar to the local order in the tetragonal phase, which was probably caused by the presence of SOxions in the structure.
107
Effects of structural defects and acid–basic properties on the activity and selectivity of isopropanol decomposition on nanocrystallite sol–gel alumina catalyst
Jin An Wang,Xim Bokhimi,Octavio Novaro,Tessy Lopez,Francisco Tzompantzi,Ricardo Gómez,Juan Navarrete,M. E. Llanos,Esteban López-Salinas +8 more
TL;DR: In this paper, the surface acid-basic properties of sol-gel alumina catalysts were studied by Fourier transform infrared FTIR spectroscopy of pyridine adsorption and temperature-programmed desorption of CO and NH.
99
Non-additive effects in small gold clusters
TL;DR: In this paper, a post-Hartree-Fock second-order perturbational Moller-Plesset method was used to determine the many-body contributions in the interaction energy of Au n ǫ (n = 3-6), clusters.
77
Effect of Copper Precursor on the Stabilization of Titania Phases, and the Optical Properties of Cu/TiO2 Prepared with the Sol−Gel Technique
TL;DR: In the sol−gel Cu/TiO2 system, nanocrystalline brookite, which was stable even after annealing the sample at 400 °C, was generated in high concentrations as discussed by the authors.
72
Non-additive forces in atomic clusters
TL;DR: In this article, the closed recurrence formula which expresses the energy of m-body interactions through the energies of 2-, 3- and (m - 1)-body ones is obtained.
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