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ΜΟΥΛΙΑΝΙΤΗΣ ΒΑΣΙΛΕΙΟΣ
ΚΑΘΗΓΗΤΗΣ
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
ΤΜΗΜΑ ΜΗΧΑΝΟΛΟΓΩΝ ΜΗΧΑΝΙΚΩΝ - ΠΑΤΡΑ
Ε-mail: v.moulianitis (at) uop (dot) gr
Γραφείο: Κτήριο E, B' Όροφος
Ώρες Γραφείου: Τρίτη 12.00-14.00
Πέμπτη 11.00-14.00
Σύντομο Βιογραφικό ΣημείωμαΕίμαι απόφοιτος του τμήματος Μηχανολόγων Μηχανικών και Αεροναυπηγών του Πανεπιστημίου Πατρών (1996). Έχω ολοκληρώσει διδακτορικές σπουδές (2004) στο ίδιο πανεπιστήμιο στον τομέα του Μηχανοτρονικού Σχεδιασμού. Υπηρέτησα ως Επίκουρος Καθηγητής στο Τμήμα Μηχανικών Σχεδίασης Προϊόντων και Συστημάτων του Πανεπιστημίου Αιγαίου την περίοδο 2018-2023. Από το 2023 υπηρετώ ως Καθηγητής στο Τμήμα Μηχανολόγων Μηχανικών του Πανεπιστημίου Πελοποννήσου.Η ερευνητική μου δραστηριότητα εκτείνεται στους τομείς της μηχατρονικής και ρομποτικής, εστιασμένη στην κινηματική και τη βελτιστοποίηση ρομποτικού βραχίονα. Έχω δημοσιεύσει περισσότερες από 100 εργασίες για τα παραπάνω θέματα σε διεθνή επιστημονικά περιοδικά, κεφάλαια βιβλίων και διεθνή και εθνικά επιστημονικά συνέδρια. Η δημοσιευμένη εργασία μου έχει προσελκύσει περισσότερες από 850 αναφορές (h-index: 15). Διαθέτω πλούσια διδακτική εμπειρία -σε προπτυχιακό και μεταπτυχιακό επίπεδο- διδάσκοντας μαθήματα μηχατρονικής, σχεδίασης και ανάλυσης μηχανισμών, σχεδίασης οχημάτων, σχεδίασης για την κατασκευή και άλλα.
Γνωστικό Αντικείμενο: Στοιχεία Μηχανών και Κινηματική Μηχανισμών με έμφαση στη Ρομποτική [ ΦΕΚ 1883/Γ΄/21-07-2023 ]
Επιστημονικά Ενδιαφέροντα: Μεταμορφικά ρομπότ.
Κινηματική ρομποτικών βραχιόνων.
Αλληλεπίδραση ανθρώπου-ρομπότ.
Σχεδιασμός μηχανοτρονικών προϊόντων και συστημάτων με έμφαση στη μοντελοποίηση φάσεων του θεμελιώδους μηχανοτρονικού σχεδιασμού.
Σχεδιασμός ελεγκτών για ρομποτικούς βραχίονες και μηχανοτρονικών συστημάτων και για αποκατάσταση βλαβών των κάτω άκρων.
Σχεδιασμός μηχανοτρονικών ιατρικών συστημάτων.
Σχεδιασμός ρομποτικών κυψελών με μεταμορφικούς βραχίονες.
Μηχανοτρονικός σχεδιασμός αρπαγών.
Κινηματική ρομποτικών βραχιόνων.
Αλληλεπίδραση ανθρώπου-ρομπότ.
Σχεδιασμός μηχανοτρονικών προϊόντων και συστημάτων με έμφαση στη μοντελοποίηση φάσεων του θεμελιώδους μηχανοτρονικού σχεδιασμού.
Σχεδιασμός ελεγκτών για ρομποτικούς βραχίονες και μηχανοτρονικών συστημάτων και για αποκατάσταση βλαβών των κάτω άκρων.
Σχεδιασμός μηχανοτρονικών ιατρικών συστημάτων.
Σχεδιασμός ρομποτικών κυψελών με μεταμορφικούς βραχίονες.
Μηχανοτρονικός σχεδιασμός αρπαγών.