V. S. Amaral
University of Aveiro
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Publication
Featured researches published by V. S. Amaral.
Advanced Materials | 2010
Carlos D. S. Brites; Patrícia P. Lima; Nuno J. O. Silva; Ángel Millán; V. S. Amaral; Fernando Palacio; Luís D. Carlos
Temperature is a fundamental thermodynamic variable, the measurement of which is crucial in countless scientific investigations and technological developments, accounting at present for 75%–80% of the sensor market throughout the world.[1] Traditional liquid-filled and bimetallic thermometers, thermocouples, pyrometers, and thermistors are generally not suitable for temperature measurements at scales below 10 μm. This intrinsic limitation has encouraged the development of new non-contact accurate thermometers with micrometric and nanometric precision, a challenging research topic increasingly hankered for [1–2].
Journal of Colloid and Interface Science | 2010
Penka I. Girginova; Ana L. Daniel-da-Silva; Cláudia B. Lopes; Paula Figueira; Marta Otero; V. S. Amaral; Eduarda Pereira; Tito Trindade
The magnetic removal of Hg(2+) from water has been assessed using silica coated magnetite particles. The magnetite particles were first prepared by hydrolysis of FeSO(4) and their surfaces were modified with amorphous silica shells that were then functionalized with organic moieties containing terminal dithiocarbamate groups. Under the experimental conditions used, the materials reported here displayed high efficiency for Hg(2+) uptake (74%) even at contaminant levels as low as 50 μg l(-1). Therefore these eco-nanomagnets show great potential for the removal of heavy metal ions of polluted water, via magnetic separation.
New Journal of Chemistry | 2011
Carlos D. S. Brites; Patrícia P. Lima; Nuno J. O. Silva; Ángel Millán; V. S. Amaral; Fernando Palacio; Luís D. Carlos
Non-invasive accurate thermometers with high spatial resolution and operating at sub-micron scales, where the conventional methods are ineffective, are currently a very active field of research strongly stimulated in the last couple of years by the challenging demands of nanotechnology and biomedicine. This perspective offers a general overview of recent examples of accurate luminescent thermometers working at micrometric and nanometric scales, particularly those involving advanced Ln3+-based functional organic–inorganic hybrid materials.
Applied Physics Letters | 2009
J. S. Amaral; V. S. Amaral
We found that the anomalous magnetic entropy change peak obtained from magnetization measurements in some first-order magnetic phase transition materials may result from the usual data analysis procedure, which does not take into account magnetic irreversibility or mixed-phase regime. The deviations produced are comparable to anomalous effects discussed in the literature and may even exceed the theoretical limit. Our results show that this anomalous magnetic entropy change peak should not necessarily be interpreted as a consequence of the particular physics of the studied system. This also explains its absence in specific heat measurements.
Physical Review B | 2005
Nuno J. O. Silva; V. S. Amaral; Luís D. Carlos
The analysis of magnetization of antiferromagnetic nanoparticles is not straightforward due to the presence of a linear component,
Physical Review Letters | 2008
A. M. L. Lopes; J. P. Araújo; V. S. Amaral; J. G. Correia; Y. Tomioka; Y. Tokura
{\ensuremath{\chi}}_{\mathit{AF}}H
Journal of Materials Chemistry | 2013
Daniela S. Tavares; Ana L. Daniel-da-Silva; Cláudia B. Lopes; Nuno J. O. Silva; V. S. Amaral; João Rocha; Eduarda Pereira; Tito Trindade
superimposed on the saturation and the inexistence of a simple relation between size and magnetic moment
Applied Physics Letters | 2012
J. H. Belo; J. S. Amaral; A. M. Pereira; V. S. Amaral; J. P. Araújo
\ensuremath{\mu}
Applied Physics Letters | 2007
J. S. Amaral; Nuno J. O. Silva; V. S. Amaral
. We present a method, based on scaling laws, to determine the variation of
Physical Review B | 2009
Nuno J. O. Silva; Ángel Millán; Fernando Palacio; Erik Kampert; U. Zeitler; H. Rakoto; V. S. Amaral
{\ensuremath{\chi}}_{\mathit{AF}}