María Ángeles Castro

Dr. María Ángeles Castro

Department of Applied Mathematics, University of Alicante, Apdo. 99, 03080 Alicante, Spain
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Research Focus & Metrics

Academic Career Length

25Years (2002-Present)

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

Representative Publications

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16 June 2024 in Sustainability
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Journal Article
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Carlos VelásquezCarlos Velásquez
Carlos Velásquez
FEFrancisco Espín
Francisco Espín
MCMaría Ángeles Castro
María Ángeles Castro
FRFrancisco Rodríguez
Francisco Rodríguez
Solid-state lighting technology, such as LED devices, is critical to improving energy efficiency in street lighting systems. In Ecuador, government policies have established the obligation to exclusively use LED systems starting in 2023, except in special projects. Ecuador, known for its vast biodiversity, protects its national parks, which are rich in flora, fauna and natural resources, through international institutions and agreements such as UNESCO, CBD and CITES. Although reducing electrical consumption usually measures energy efficiency, this article goes further. It considers aspects such as the correlated color temperature in the lighting design of protected areas, light pollution and the decrease in energy quality due to harmonic distortion. Measurements of the electromagnetic spectrum of the light sources were made in an area in the Galápagos National Park of Ecuador, revealing highly correlated color temperatures that can affect ecosystem cycles. In addition, the investigation detected levels of light pollution increasing the night sky brightness and a notable presence of harmonic distortion in the electrical grid. Using simulations to predict the behavior of these variables offers an efficient option to help preserve protected environments and the quality of energy supply while promoting energy savings.

1 October 2011 in Mathematical and Computer Modelling
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Journal Article
Closed access
JEJ. Escolano
J. Escolano
FRF. Rodríguez
F. Rodríguez
MCMaría Ángeles Castro
María Ángeles Castro
FVF. Vives
F. Vives
JMJ.A. Martín
J.A. Martín

1 September 2009 in Mathematical and Computer Modelling
Verified
Journal Article
Closed access
PGP. García
P. García
MCMaría Ángeles Castro
María Ángeles Castro
JMJ.A. Martín
J.A. Martín
ASA. Sirvent
A. Sirvent

1 January 2016 in Journal of Computational and Applied Mathematics
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Journal Article
Closed access
MCMaría Ángeles Castro
María Ángeles Castro
FRFrancisco Rodríguez
Francisco Rodríguez
JCJ. Cabrera
J. Cabrera
JMJ.A. Martín
J.A. Martín

1 April 2013 in Mathematical and Computer Modelling
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Journal Article
Closed access
JCJ. Cabrera
J. Cabrera
MCMaría Ángeles Castro
María Ángeles Castro
FRFrancisco Rodríguez
Francisco Rodríguez
JMJ.A. Martín
J.A. Martín

3 November 2019 in Mathematics
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Journal Article
Open access
PDF file
MCMaría Ángeles Castro
María Ángeles Castro
MGMiguel Antonio García
Miguel Antonio García
JMJosé Antonio Martín
José Antonio Martín
FRFrancisco Rodríguez
Francisco Rodríguez
In recent works, exact and nonstandard finite difference schemes for scalar first order linear delay differential equations have been proposed. The aim of the present work is to extend these previous results to systems of coupled delay differential equations X ′ ( t ) = A X ( t ) + B X ( t − τ ) , where X is a vector, and A and B are commuting real matrices, in general not simultaneously diagonalizable. Based on a constructive expression for the exact solution of the vector equation, an exact scheme is obtained, and different nonstandard numerical schemes of increasing order are proposed. Dynamic consistency properties of the new nonstandard schemes are illustrated with numerical examples, and proved for a class of methods.