Fernando Rojas

Dr. Fernando Rojas

orcid

Research Focus & Metrics

Academic Career Length

42Years (1985-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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30 April 2002 in Physical Chemistry Chemical Physics
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Journal Article
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FRFernando Rojas
Fernando Rojas
IKI. Kornhauser
I. Kornhauser
CFCarlos Felipe
Carlos Felipe
JEJ. M. Esparza
J. M. Esparza
SCS. Cordero
S. Cordero
JRJ. L. Riccardo
J. L. Riccardo
Heterogeneous three-dimensional mesoporous networks (A. J. Ramírez-Cuesta, S. Cordero, F. Rojas, R. J. Faccio and J. L. Riccardo, J. Porous Mater., 2001, 8, 61, ) constructed under the premises of the dual site–bond model have been used as probe substrates to study the effects of variable connectivity and pore-size correlation on the aspects of both hysteresis loops and primary sorption scanning curves. The shapes of the hysteresis loops obtained from sorption simulation in networks of diverse morphologies are compared and discussed. It is found that the precursor structural parameters of the Monte Carlo simulated networks together with the sorption algorithm used in this work, can lead to IUPAC types H1, H2 and H3-like hysteresis loops, depending on the values chosen for the pore-size distribution parameters and mean connectivity. Network morphology also influences greatly the mechanisms of sorption processes in poorly or highly size correlated porous substrates. Sorption results on these 3-D porous specimens help to visualize the extents of pore blocking (vapour percolation) and delayed adsorption (liquid percolation) phenomena and also to foresee the most appropriate methods to ascertain the structure of porous materials.

3 April 2003 in Physical Chemistry Chemical Physics
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Journal Article
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MOMaría Luisa Ojeda
María Luisa Ojeda
JEJuan Marcos Esparza
Juan Marcos Esparza
ACAntonio Campero
Antonio Campero
SCSalomón Cordero
Salomón Cordero
IKIsaac Kornhauser
Isaac Kornhauser
FRFernando Rojas
Fernando Rojas
SBA-15 silica materials consisting of a collection of non-intersecting cylindrical pores of varying diameters have been utilized to try to reconcile the pore-size distribution results proceeding from the classical Barrett–Joyner–Halenda (BJH) and modern non-local density functional theory (NLDFT) approaches. To assess such pretended concordance, it is necessary to perform BJH pore-size estimates on the basis of a modified Kelvin equation that makes allowance for the adsorption potential field emanating from the solid walls of the adsorbent towards the adsorbate molecules. Under this context, critical conditions for capillary condensation and evaporation to happen in cylindrical pores have been specifically calculated via a treatment previously developed by Broekhoff and de Boer (BdB). In this way, BJH-BdB pore-size distribution results, obtained from the analyses of both ascending and descending boundary curves of N2 sorption isotherms at 76 K on a series of model SBA-15 substrata that have been synthesized in this work, are compared with homologous curves proceeding from a NLDFT treatment performed on the descending boundary curve and very reasonable agreement has been found.

1 August 2003 in Fuel
Verified
Journal Article
Closed access
LMLaura Meraz
Laura Meraz
ADArmando Domı́nguez
Armando Domı́nguez
IKIsaac Kornhauser
Isaac Kornhauser
FRFernando Rojas
Fernando Rojas

1 July 2004 in Colloids and Surfaces A: Physicochemical and Engineering Aspects
Verified
Journal Article
Closed access
JEJ.M Esparza
J.M Esparza
MOM.L Ojeda
M.L Ojeda
ACA Campero
A Campero
ADA Domı́nguez
A Domı́nguez
IKI Kornhauser
I Kornhauser
GZG Zgrablich
G Zgrablich

1 June 2000 in Journal of Porous Materials
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Journal Article
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MHM.A. Hernández
M.A. Hernández
FRFernando Rojas
Fernando Rojas
VLV.H. Lara
V.H. Lara

26 February 2004 in Industrial & Engineering Chemistry Research
Verified
Journal Article
Closed access
MHM. A. Hernández
M. A. Hernández
JVJ. A. Velasco
J. A. Velasco
MAM. Asomoza
M. Asomoza
SSS. Solís
S. Solís
FRFernando Rojas
Fernando Rojas
VLV. H. Lara
V. H. Lara