バイオグラフィー
Acácio M. R. Amaral received the E. E. diploma, the M. S. degree and the Ph. D degree from Coimbra’s University, Portugal in 1998, 2005 and 2010, respectively.
Since 1998 has been with Coimbra’s Polytechnic, where is currently an Associate Professor in the Department of Informatics and Systems.
He is the author of five books entitled Circuit and Electronic Devices Analysis (Porto, Portugal, Publindustria, 2013 - in Portuguese), Digital Systems (Lisboa, Portugal, Edições Sílabo, 2014 - in Portuguese), Analog Electronics (Lisboa, Portugal, Edições Sílabo, 2017 - in Portuguese), Digital Electronics (Lisboa, Portugal, Edições Sílabo, 2019 - in Portuguese) and Applied Electronics (Lisboa, Portugal, Edições Sílabo, 2021 - in Portuguese).
He is the author of more than 50 papers published in technical journals and conference proceedings and co-author of a book entitled Diagnosis and Fault Tolerance of Electrical Machines, Power Electronics and Drives, (Stevenage, United Kingdom, Institution of Engineering and Technology, 2018 - in English).
His research activities include fault diagnosis, design and simulation of Power Converters, with emphasis on the consequences of aging of storage devices such as capacitors, super capacitors and batteries, as well as, the development of solutions to this problem.
研究の興味
Fault diagnosis, DC-DC Converters, Capacitors, Super capacitors, Batteries, Circuit Simulation and Machine Learning
Editor
仕事内容
Professor
Polytechnic Institute of Coimbra
Department of Informatics and Systems
Portugal
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研究論文
- Effect of Rainfall on Water Parameters in Recreational Lakes in Heidelberg, Germany
- Accessible H2O on Mars – A Critical Review of Current Knowledge
- Technical & Economic Feasibility Study of Proposed Pump Storage Power Plants at Kuda Oya, Mul Oya, Gurugal Oya, and Dambagasthalawa
- Sorption-based Spectrophotometric Assay for Lead(II) with Immobilized Azo Ligand
- Microgravity Employment in Archaeology – Available Experience and Future Perspectives
- Gaussian-Transform for the Dirac Wave Function and its Application to the Multicenter Molecular Integral Over Dirac Wave Functions for Solving the Molecular Matrix Dirac Equation
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