UOP staff
ΔΙΑΜΑΝΤΑΚΟΣ ΙΩΑΝΝΗΣ
ΕΠΙΚΟΥΡΟΣ ΚΑΘΗΓΗΤΗΣ (ΘΗΤΕΙΑ)
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
Ε-mail: diamond (at) uop (dot) gr
Τηλέφωνο: 2610-369-274
Γραφείο: Εργαστήριο Αντοχής Υλικών
Ώρες Γραφείου: Δευτέρα 9:00-11:00 Τρίτη 13:00-15:00 Πέμπτη 9:00-12:00 Παρασκευή 10:00-12:00
Σύντομο Βιογραφικό ΣημείωμαΟ κ. Ιωάννης Διαμαντάκος είναι Επίκουρος Καθηγητής του Τμήματος Μηχανολόγων Μηχανικών του Πανεπιστημίου Πελοποννήσου. Είναι Μηχανολόγος Μηχανικός με διδακτορικό στην υπολογιστική προσομοίωση και πειραματικό χαρακτηρισμό υλικών και κατασκευών. Έχει πάνω από 25 χρόνια εμπειρίας στην αριθμητική προσομοίωση προηγμένων υλικών και κατασκευών, καθώς και τον πειραματικό χαρακτηρισμό της μηχανικής συμπεριφοράς υλικών και κατασκευών. Έχει συμμετάσχει σε πάνω από 25 έργα χρηματοδοτούμενα από την ΕΕ στην περιοχή της μοντελοποίησης και πειραματικών δοκιμών δομικών, μεταλλικών, πολυμερών και συνθέτων κατασκευών. Είναι συν-συγγραφέας 37 επιστημονικών δημοσιεύσεων σε διεθνή περιοδικά και πρακτικά συνεδρίων.
Short CVMr. Ioannis Diamantakos is Assistant Professor at the Department of Mechanical Engineering at the University of the Peloponnese. He is a Mechanical Engineer with a PhD in computational simulation and experimental characterization of materials and structures. He has over 25 years of experience in the numerical simulation of advanced materials and structures, as well as the experimental characterization of the mechanical behavior of materials and structures. He has participated in over 25 EU-funded projects in the area of modeling and experimental testing of structural, metallic, polymer and composite structures. He is the co-author of 37 scientific publications in international journals and conference proceedings.
Επιστημονικά Ενδιαφέροντα: Η ερευνητική μου δράση και τα ερευνητικά μου ενδιαφέροντα εντοπίζονται κυρίως στους παρακάτω τομείς της μηχανικής των θραύσεων, της ανάλυσης, σχεδιασμού και παραγωγής προηγμένων υλικών και κατασκευών:
  1. Πειραματική και υπολογιστική θραυστομηχανική με εφαρμογή σε μηχανολογικές κατασκευές.
  2. Ανάλυση τάσεων, πρόβλεψη αστοχιών και αποτίμηση της δομικής ακεραιότητας ρηγματωμένων μεταλλικών αεροπορικών κατασκευών με απλή ή πολλαπλή (Multi-side /Widespread damage) βλάβη.
  3. Ανάπτυξη μεθοδολογιών για την ανάλυση τάσεων και παραμορφώσεων κατασκευών με χρήση αναλυτικών ή αριθμητικών μεθόδων (π.χ. πεπερασμένα στοιχεία). Ανάλυση κρίσιμων δομικών στοιχείων, όπως οι ηλωτοί και κοχλιωτοί σύνδεσμοι από μεταλλικά ή από ενισχυμένα με ίνες σύνθετα υλικά.
  4. Ανάπτυξη μεθόδων για την προσομοίωση και ανάπτυξη σύγχρονων τεχνολογιών παραγωγής, όπως μορφοποίηση και συγκόλληση με δέσμη laser, συγκόλληση με τη μέθοδο τριβής και ανάμειξης, κλπ., με έμφαση στον υπολογισμό των παραμενουσών τάσεων και στρεβλώσεων.
  5. Προσομοίωση συμπεριφοράς κρούσης καινοτόμων υλικών και κατασκευών.
  6. Μοντελοποίηση, αριθμητική ανάλυση και πειραματική διερεύνηση εμβιομηχανικών στοιχείων με έμφαση στα ορθοπεδικά εμφυτεύματα.
  7. Καινοτόμες μεθοδολογίες μέτρησης παραμορφώσεων πλήρους πεδίου σε υλικά και κατασκευές
Science Interest: My research activities and interests are in the areas of fracture mechanics, analysis, design and production of advanced materials and structures. More specifically:
  • Experimental and computational fracture mechanics applied to mechanical constructions.
  • Stress analysis, failure prediction and evaluation of the structural integrity of cracked metalic aircraft structures under multi-side / widespread damage.
  • Development of methodologies for stress and strain analysis of structures using analytical or numerical methods (e.g. finite elements). Analysis of critical structural elements such as bolted and bonded joints made of metal or fiber reinforced composites.
  • Development of methods for the simulation and development of modern production technologies, such as laser beam forming and welding, friction stir welding method, etc., with emphasis on the calculation of residual stresses and distortions.
  • Impact behavior simulation of innovative materials and structures.
  • Modeling, numerical analysis and experimental investigation of biomechanical elements with emphasis on orthopedic implants.
  • Innovative methodologies for measuring full-field strains in materials and structures