CHADELIS LOUKAS
PROFESSOR
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
Ε-mail: loukas (at) uop (dot) gr
Phone: 2610-369-258
Website: http://microcom.uop.gr/
Short CVLoukas Hadellis is a Professor in Electrical & Computer Engineering Dept. of the University of Peloponnese and Professor-Cooperating Teaching Stuff at the Hellenic Open University. He was born in Volos, raised in Larissa and lives in Patras, Greece. Has a PhD and a Diploma in Electrical & Computer Engineering from the Engineering School of the University of Patras Greece and a Master of Engineering from the Electronics Dept. of Carleton University, Ottawa Canada.
His professional experience and employment history since 1981, includes Carleton University Engineering School (Teaching & Research Assistant), Bell Northern Research-BNR Ottawa Canada (R&D Engineer in fiber optics), University of Patras Electrical & Computer Engineering (R&D Engineer in computer & fiber optic networks), EGL Western Greece Paper Mills Industry (Technical Management & Production Engineer in industrial automation systems), Institute of Biomedical Technology-INBIT (Research Projects Technical Management in computer networks) and Self-Employed / Independent Contractor for Philippos Nakas Conservatory in Audio Engineering & Music Instructing. Was elected to the position of Assistant Professor at TEI of Patras in 1995, became Associate Professor in 2002 and Full Professor in 2008. Collaborated with several R&D organizations such as Corallia mi-cluster, Hellenic Emerging Technologies Industry Association (Hetia), Industrial Systems Institute (ISI) Athena Research Center, with private sector companies on research projects and with the Ministry of Development & Investment as a Committee of Experts member/deputy chairman for IPCEI evaluation. Has worked in many R&D projects (ESPRIT, RACE, AIM, GSRT, OPEIVT, InfoSociety, Memsense/OPCE ΙΙ, NSRF κλπ.), has 18 published papers, >199 citations, 6 patent citations, >40 deliverables/technical reports and is the author of a university textbook. Member of TEE-TCG, PSDMH, STEB, HELINA, EAA.
His professional experience and employment history since 1981, includes Carleton University Engineering School (Teaching & Research Assistant), Bell Northern Research-BNR Ottawa Canada (R&D Engineer in fiber optics), University of Patras Electrical & Computer Engineering (R&D Engineer in computer & fiber optic networks), EGL Western Greece Paper Mills Industry (Technical Management & Production Engineer in industrial automation systems), Institute of Biomedical Technology-INBIT (Research Projects Technical Management in computer networks) and Self-Employed / Independent Contractor for Philippos Nakas Conservatory in Audio Engineering & Music Instructing. Was elected to the position of Assistant Professor at TEI of Patras in 1995, became Associate Professor in 2002 and Full Professor in 2008. Collaborated with several R&D organizations such as Corallia mi-cluster, Hellenic Emerging Technologies Industry Association (Hetia), Industrial Systems Institute (ISI) Athena Research Center, with private sector companies on research projects and with the Ministry of Development & Investment as a Committee of Experts member/deputy chairman for IPCEI evaluation. Has worked in many R&D projects (ESPRIT, RACE, AIM, GSRT, OPEIVT, InfoSociety, Memsense/OPCE ΙΙ, NSRF κλπ.), has 18 published papers, >199 citations, 6 patent citations, >40 deliverables/technical reports and is the author of a university textbook. Member of TEE-TCG, PSDMH, STEB, HELINA, EAA.
Scientific Interest:
Fieldbuses, Industrial Communication, Microcontrollers, M2M, Industrial IoT
Industry 4.0, Smart Factory, Interoperability, Distributed Process Control, Middleware
Energy & Resources Management & Control
- Central Heating System Smart Monitoring & Certification
- Smart Grid: Demand Side Management (DSM)/ Automated Demand Response (ADR)
- Water Smart Metering
Industrial / Building / Home / Utilities / Transportation Automation Systems
Fiber Optic Communication & Networks
Sound Engineering
- Audio / Music Electronics & Technology
- Audio Recording, Mixing & Processing