Mihai Talu
University of Craiova
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Publication
Featured researches published by Mihai Talu.
Journal of Cataract and Refractive Surgery | 2010
Marco Lombardo; Stefan Talu; Mihai Talu; Sebastiano Serrao; Pietro Ducoli
PURPOSE: To analyze the optic surface roughness and morphology of 2 types of hydrophobic acrylic intraocular lenses (IOLs) with various dioptric powers using atomic force microscopy (AFM). SETTING: Technical University of Cluj‐Napoca, Faculty of Mechanics, Cluj‐Napoca, Romania. METHODS: Atomic force microscopy was used to characterize the topography of 2 types of hydrophobic acrylic IOLs from a single manufacturer (SN60AT and SA30AL) with dioptric powers ranging from 10.0 diopters (D) to 30.0 D. The AFM analysis was performed in contact mode using a V‐shaped silicon nitride cantilever with a pyramidal tip curvature of 15 nm and a nominal spring constant of 0.2 N/m. Detailed surface characterization of the IOL optic was obtained using 6 quantitative parameters provided by the AFM software. RESULTS: Five of 6 roughness parameters indicated statistically significant differences (P<.05) between IOLs with different dioptric powers, with the 10.0 D IOL in both models providing the smoothest optic surface. Between models with the same dioptric power, the SN60AT model had lower values of each surface roughness parameter than the SA30AL model. CONCLUSIONS: Atomic force microscopy was an accurate tool for assessing the surface properties of IOL optics. Manufacturing processes were responsible for introducing detectable differences in the topography of IOL biomaterials with identical copolymer constituents but different dioptric powers. Nanometric analysis may assist IOL manufacturers in developing IOLs with optimal surface characteristics. Financial Disclosure: No author has a financial or proprietary interest in any material or method mentioned.
international symposium on parallel and distributed processing and applications | 2013
Stefan Talu; Mihai Talu; Zoltan Fazekas; Stefano Giovanzana
Multifractal characteristics of the retinal vascular networks in healthy patients and patients with peripapillary atrophy (PPA) are compared in the paper. Segmented and skeletonized fundus images from the DRIVE database were analyzed over the image region corresponding to the macular area and over the whole image. The regional and overall multifractal characteristics of fundi could serve as further clues in detecting human PPA and for quantifying the pathological stages of PPA cases.
Archive | 2011
Stefan Talu; S. Giovanzana; S. D. Talu; Mihai Talu
To describe the human crystalline lens, mathematical models are required. Advanced mathematical models are applied for human vision studies and biomechanical behavior of the crystalline lens. The accurate modeling of the crystalline lens is important in the development of intraocular lenses. This paper presents an overview of researches for human crystalline lens modeling using mathematical models.
Archive | 2011
Stefan Talu; S. Giovanzana; Mihai Talu; S. D. Talu
The objective of this paper is to present a mathematical analysis of the human crystalline lens in Giovanzana parametric model. This model can serve to improve computational modeling, such as finite element modeling of the human crystalline lens.
Archive | 2013
Stefan Talu; Zoltán Fazekas; Mihai Talu; Stefano Giovanzana
international conference on information and automation | 2008
Mihai Talu; Dumitru Bolcu; Stefan Talu; Aurelian Sipos
EE'08 Proceedings of the 5th WSEAS/IASME international conference on Engineering education | 2008
Mihai Talu; Marin Bica; Emil Albota; Stefan Talu
MMES'10 Proceedings of the 2010 international conference on Mathematical models for engineering science | 2010
Madalina Calbureanu; Mihai Talu; Carlos M. Travieso-González; Stefan Talu; Mihai Lungu; Raluca Malciu
international conference on mathematical and computational methods in science and engineering | 2008
Mihai Talu; Marin Bica; Gheorghe Andrei Nanu; Emil Albota; Stefan Talu; Aurelian Sipos
annual conference on computers | 2007
Mihai Talu; Stefan Talu; Mihai Negru