UOP staff
ΜΠΙΣΚΙΝΗΣ ΔΙΟΝΥΣΙΟΣ
ΕΠΙΚΟΥΡΟΣ ΚΑΘΗΓΗΤΗΣ (ΘΗΤΕΙΑ)
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
Ε-mail: dbiskinis (at) uop (dot) gr
Τηλέφωνο: 2610-369-034
Σύντομο Βιογραφικό Σημείωμα

Ο Δρ. Διονύσιος Μπισκίνης είναι κάτοχος Διπλώματος Πολιτικού Μηχανικού (2000), Μεταπτυχιακού Διπλώματος Ειδίκευσης σε έργα υποδομής Πολιτικού Μηχανικού (2002) και Διδακτορικού Διπλώματος (2007), από το Τμήμα Πολιτικών Μηχανικών του Πανεπιστημίου Πατρών. Απ’ το 2022 είναι Επίκουρος Καθηγητής στο Τμήμα Πολιτικών Μηχανικών του Πανεπιστημίου Πελοποννήσου.

Έχει εργαστεί ως έκτακτο διδακτικό προσωπικό στην τριτοβάθμια εκπαίδευση για 18 έτη. Έχει διδάξει πλήθος εργαστηριακών και θεωρητικών μαθημάτων Δομοστατικού αντικειμένου στο Τμήμα Πολιτικών Έργων Υποδομής του ΤΕΙ Πατρών (2004-2013) και στο Τμήμα Πολιτικών Μηχανικών ΤΕ του ΤΕΙ Δυτικής Ελλάδας (2013-2019). Έχει διδάξει το μάθημα «Σύνθεση και Σχεδιασμός Κατασκευών Οπλισμένου Σκυροδέματος» στο Τμήμα Πολιτικών Μηχανικών του Παν/μιου Πατρών (2017-2023). Διδάσκει (ή έχει διδάξει) μαθήματα συναφή με τα αντικείμενα της Στατικής, της Αντοχής Υλικών, του Οπλισμένου και Προεντεταμένου Σκυροδέματος, της Γεφυροποιίας και των Επισκευών και Ενισχύσεων στο Τμήμα Πολιτικών Μηχανικών του Παν/μιου Πελοποννήσου (2019-σήμερα). Έχει εργαστεί ως μέλος του Συνεργαζόμενου Εκπαιδευτικού Προσωπικού (Σ.Ε.Π.) του Ελληνικού Ανοικτού Πανεπιστημίου (Ε.Α.Π.) στο Μεταπτυχιακό Πρόγραμμα Σπουδών Διαχείριση Τεχνικών Έργων (ΔΧΤ), στη Θεματική Ενότητα ΔΧΤ51 – Τεχνική της Κατασκευής (2015-2020). Έχει επιβλέψει 22 Μεταπτυχιακές Διπλωματικές Εργασίες σε μεταπτυχιακά προγράμματα σπουδών του Ελληνικού Ανοικτού Πανεπιστήμιου (ΕΑΠ). Έχει επιβλέψει πάνω από 40 πτυχιακές και διπλωματικές εργασίες στα Τμήματα Πολιτικών Έργων Υποδομής (ΤΕΙ Πάτρας), Πολιτικών Μηχανικών ΤΕ (ΤΕΙ Δυτικής Ελλάδας) και Πολιτικών Μηχανικών (Παν/μιο Πελοποννήσου).  

Διαθέτει ερευνητική εμπειρία άνω των 15 ετών σε πλήθος Ευρωπαϊκών και Εθνικών ερευνητικών προγραμμάτων. Έχει εμπειρία στη διαχείριση μεγάλων ερευνητικών προγραμμάτων. Έχει δημοσιεύσει 18 άρθρα σε επιστημονικά περιοδικά και 26 σε διεθνή και Ελληνικά συνέδρια με κριτές. Είναι συγγραφέας κεφαλαίων σε 7 βιβλία στα Αγγλικά. Το δημοσιευμένο επιστημονικό του έργο έχει πάνω από 1100 αναφορές σύμφωνα με το Google Scholar (στοιχεία Ιανουαρίου 2023). Είναι κριτής σε 9 επιστημονικά περιοδικά. Είναι μέλος της ομάδας εργασίας TG2.7 - Seismic Design της fib (International Federation for Structural Concrete).

Η ερευνητική του δραστηριότητα εντάσσεται στο πεδίο της συμπεριφοράς κατασκευών Οπλισμένου Σκυροδέματος, εστιάζοντας κυρίως στην αντοχή, τη δυσκαμψία και την ικανότητα παραμόρφωσης μελών Οπλισμένου Σκυροδέματος υπό σεισμική φόρτιση, καθώς και στην ενίσχυση τους. Προσομοιώματα και εξισώσεις που έχει δημοσιεύσει έχουν ενσωματωθεί σε κανονιστικά κείμενα (Eurocode 8 – Part 3, ΚΑΝ.ΕΠΕ. “Κανονισμός Επεμβάσεων”, Italian Seismic Code 2005) και στον fib Model Code 2010. Νεότερα ερευνητικά αποτελέσματα έχουν εγκριθεί για ενσωμάτωση στη νέα γενιά του Ευρωκώδικα 8 και στο νέο fib Model Code.

Short CV

Dr. Dionysios Biskinis holds a Diploma in Civil Engineering (2000), a M.Sc. in Civil Engineering Infrastructures (2002) and a PhD (2007), from the Department of Civil Engineering of the University of Patras. Since 2022 he is an Assistant Professor at the Department of Civil Engineering of the University of Peloponnese.

He has worked as adjunct teaching personnel in higher education for 18 years. He has taught several laboratory and theoretical courses on Structural Engineering at the Department of Infrastructure Engineering, Technological Educational Institute of Patras (2004-2013) and at the Department of Civil Engineering, Technological Educational Institute of Western Greece (2013-2019). He has taught the course "Design of Reinforced Concrete Structures" at the Department of Civil Engineering of the University of Patras (2017-2023). He teaches (or has taught) courses related to the subjects of Statics, Mechanics of Materials, Reinforced and Prestressed Concrete, Bridge Engineering and Repair-Retrofitting at the Department of Civil Engineering of the University of Peloponnese (2019-today). He has worked as Adjunct Academic Staff at the Hellenic Open University in the Engineering Project Management MSc Program in the Thematic Unit Construction Project Analysis and Design. He has supervised 22 Master Theses in the Hellenic Open University postgraduate study programs. He has supervised over 40 diploma theses in the Departments of Infrastructure Engineering (TEI of Patras), of Civil Engineering (TEI of Western Greece) and Civil Engineering (University of Peloponnese).

He has more than 15 years of research experience in several European and National research programs. He has experience in managing large research projects. He has published 18 articles in scientific journals and 26 in international and Greek peer-reviewed conferences. He co-authors 9 chapters in 7 books in English. His published scientific work has over 1100 citations according to Google Scholar (January 2023 data). He is a reviewer in 9 scientific journals. He is a member of TG2.7 - Seismic Design task group of fib (International Federation for Structural Concrete).

His research activity belongs in the field of reinforced concrete structures, focusing mainly on the strength, stiffness and deformation capacity of reinforced concrete members under seismic loading, as well as of their retrofitting. Models and equations he has published have been incorporated in structural codes (Eurocode 8 – Part 3, Greek Code of Interventions, Italian Seismic Code 2005) and the fib Model Code 2010. Newer research results have been approved for incorporation into the new generation of Eurocode 8 and the new fib Model Code.

Γνωστικό Αντικείμενο: Οπλισμένο Σκυρόδεμα με έμφαση στους Ευρωκώδικες για το Σχεδιασμό και την Ενίσχυση Δομικών Μελών [ ΦΕΚ 2703/Γ΄/24-10-2022 ]
Επιστημονικά Ενδιαφέροντα:
  • Αντισεισμικός σχεδιασμός κατασκευών οπλισμένου σκυροδέματος.
  • Αποτίμηση και ενίσχυση κατασκευών οπλισμένου σκυροδέματος.
  • Αντοχή, δυσκαμψία, ικανότητα παραμόρφωσης και μορφή αστοχίας μελών οπλισμένου σκυροδέματος υπό σεισμική φόρτιση (δοκοί, υποστυλώματα, τοιχώματα, βάθρα γεφυρών).
  • Σεισμική ενίσχυση μελών οπλισμένου σκυροδέματος (ΟΣ) (μανδύας ΟΣ, μανδύας FRP, εμφάτνωση πλαισίων με ΟΣ).
  • Απορρόφηση ενέργειας μελών οπλισμένου σκυροδέματος.
Science Interest:
  • Seismic design of reinforced concrete structures.
  • Assessment and retrofitting of reinforced concrete structures.
  • Strength, stiffness, deformation capacity and failure mode of reinforced concrete members under seismic loading (beams, columns, shear walls, bridge piers).
  • Seismic retrofitting of reinforced concrete (RC) members (RC jacket, FRP jacket, RC infilled frames).
  • Energy dissipation of reinforced concrete members.