ΧΑΔΕΛΗΣ ΛΟΥΚΑΣ
ΚΑΘΗΓΗΤΗΣ
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Phone: 2610-369-258
Office: ΕΡΓΑΣΤΗΡΙΟ ΜΙΚΡΟΥΠΟΛΟΓΙΣΤΙΚΩΝ ΣΥΣΤΗΜΑΤΩΝ
Ώρες Γραφείου: ΤΡΙΤΗ-ΤΕΤΑΡΤΗ 11μμ - 5μμ - (Πρότερη επικοινωνία με Διδάσκοντα)
Website: http://microcom.uop.gr/
Short CVΟ Λουκάς Χαδέλλης είναι Καθηγητής στο τμήμα Ηλεκτρολόγων Μηχανικών και Μηχανικών Υπολογιστών του Πανεπιστημίου Πελοποννήσου και Συνεργαζόμενο Εκπαιδευτικό Προσωπικό (ΣΕΠ) Μεταπτυχιακού Προγράμματος Σπουδών του ΕΑΠ. Γεννήθηκε στον Βόλο, μεγάλωσε στη Λάρισα και ζει στην Πάτρα. Έχει Διδακτορικό και Δίπλωμα Ηλεκτρολόγου Μηχανικού & Τεχνολογίας Υπολογιστών από το Πολυτεχνείο του Πανεπιστημίου Πατρών και Master of Engineering από το Electronics Dept. of Carleton University, Ottawa Canada.
Η επαγγελματική του εμπειρία και ιστορικό απασχόλησης από το 1981 περιλαμβάνει το Carleton University Engineering School (Teaching & Research Assistant), την εταιρεία Bell Northern Research-BNR Ottawa Canada (R&D Engineer in fiber optics), το Πανεπιστήμιο Πατρών & Τμήμα Ηλεκτρολόγων Μηχανικών και Τεχνολογίας Υπολογιστών (Μηχανικός έρευνας και ανάπτυξης σε δίκτυα υπολογιστών & δίκτυα οπτικών ινών), την Βιομηχανία ΕΓΛ Χαρτοποιίες Δυτικής Ελλάδος (Τεχνική διαχείριση & Μηχανικός Παραγωγής σε συστήματα βιομηχανικού αυτοματισμού), το Ινστιτούτο Βϊοιατρικής Τεχνολογίας-ΙΝΒΙΤ (Τεχνική διαχείριση ερευνητικών projects σε δίκτυα υπολογιστών για κλινικούς μηχανικούς) και ως Αυτοαπασχολούμενος / ανεξάρτητος contractor στο Ωδείο Φ. Νάκας σε Audio Engineering & Music Instructing. Εκλέχθηκε στη θέση του Επικούρου Καθηγητή στο ΤΕΙ Πατρών το 1995, εξελίχθηκε σε Αναπληρωτή Καθηγητή το 2002 και Τακτικό Καθηγητή το 2008. Συνεργάστηκε με πολλούς οργανισμούς Έρευνας & Ανάπτυξης όπως Corallia mi-cluster, Hellenic Emerging Technologies Industry Association (Hetia), Industrial Systems Institute (ISI) Athena Research Center, με εταιρείες του ιδιωτικού τομέα σε ερευνητικά προγράμματα / έργα και με το ΥΠΑΝ ως αναπληρωτής πρόεδρος Επιτροπής Εμπειρογνωμόνων για αξιολόγηση ΣΕΚΕΕ στη μικροηλεκτρονική. Έχει εργαστεί σε πολλά R&D projects (ESPRIT, RACE, AIM, GSRT, OPEIVT, InfoSociety, Memsense/OPCE ΙΙ, NSRF κλπ.), έχει 18 δημοσιευμένες εργασίες, >199 ετεροαναφορές, 6 ετεροαναφορές από πατέντες, >40 παραδοτέα / τεχνικές αναφορές and είναι συγγραφέας βιβλίου (μονογραφή) που διδάσκεται σε Πανεπιστήμια. Είναι μέλος των ΤΕΕ, ΠΣΔΜΗ, ΣΤΕΒ, ΕΛΙΝΑ, EAA.
Η επαγγελματική του εμπειρία και ιστορικό απασχόλησης από το 1981 περιλαμβάνει το Carleton University Engineering School (Teaching & Research Assistant), την εταιρεία Bell Northern Research-BNR Ottawa Canada (R&D Engineer in fiber optics), το Πανεπιστήμιο Πατρών & Τμήμα Ηλεκτρολόγων Μηχανικών και Τεχνολογίας Υπολογιστών (Μηχανικός έρευνας και ανάπτυξης σε δίκτυα υπολογιστών & δίκτυα οπτικών ινών), την Βιομηχανία ΕΓΛ Χαρτοποιίες Δυτικής Ελλάδος (Τεχνική διαχείριση & Μηχανικός Παραγωγής σε συστήματα βιομηχανικού αυτοματισμού), το Ινστιτούτο Βϊοιατρικής Τεχνολογίας-ΙΝΒΙΤ (Τεχνική διαχείριση ερευνητικών projects σε δίκτυα υπολογιστών για κλινικούς μηχανικούς) και ως Αυτοαπασχολούμενος / ανεξάρτητος contractor στο Ωδείο Φ. Νάκας σε Audio Engineering & Music Instructing. Εκλέχθηκε στη θέση του Επικούρου Καθηγητή στο ΤΕΙ Πατρών το 1995, εξελίχθηκε σε Αναπληρωτή Καθηγητή το 2002 και Τακτικό Καθηγητή το 2008. Συνεργάστηκε με πολλούς οργανισμούς Έρευνας & Ανάπτυξης όπως Corallia mi-cluster, Hellenic Emerging Technologies Industry Association (Hetia), Industrial Systems Institute (ISI) Athena Research Center, με εταιρείες του ιδιωτικού τομέα σε ερευνητικά προγράμματα / έργα και με το ΥΠΑΝ ως αναπληρωτής πρόεδρος Επιτροπής Εμπειρογνωμόνων για αξιολόγηση ΣΕΚΕΕ στη μικροηλεκτρονική. Έχει εργαστεί σε πολλά R&D projects (ESPRIT, RACE, AIM, GSRT, OPEIVT, InfoSociety, Memsense/OPCE ΙΙ, NSRF κλπ.), έχει 18 δημοσιευμένες εργασίες, >199 ετεροαναφορές, 6 ετεροαναφορές από πατέντες, >40 παραδοτέα / τεχνικές αναφορές and είναι συγγραφέας βιβλίου (μονογραφή) που διδάσκεται σε Πανεπιστήμια. Είναι μέλος των ΤΕΕ, ΠΣΔΜΗ, ΣΤΕΒ, ΕΛΙΝΑ, EAA.
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.
Science Interest:
Πεδία Εργασίας, Έρευνας & Ανάπτυξης
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
Science 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