Pracownicy Katedry Inżynierii Materiałowej realizują badania z zakresu inżynierii mechanicznej, inżynierii materiałowej i inżynierii biomedycznej. Prowadzone są prace z zakresu materiałów kompozytowych (w tym zaawansowane kompozyty dla lotnictwa i środków transportu), biomateriałów metalowych i ceramicznych oraz inżynierii powierzchni. Wykonujemy prace z zakresu oceny wpływu struktury i właściwości na wzrost trwałości eksploatacyjnej elementów maszyn i urządzeń. Główny temat naukowy, realizowany w Katedrze, to Badania struktury i właściwości materiałów funkcjonalnych. W ramach tego tematu wyodrębniono kilka celów jednostkowych:
- Ocena właściwości laminatów metalowo-włóknistych oraz optymalizacja procesu wytwarzania modyfikowanych laminatów FML;
- Kształtowanie, badanie i symulacje numeryczne struktury elementów z gradientem właściwości eksploatacyjnych;
- Określenie związków pomiędzy mikrostrukturą ceramicznych wypełniaczy tkanki kostnej a ich właściwościami mechanicznymi;
- Badania wpływu modyfikacji warstwy wierzchniej na odporności na zużycie ścierne, korozyjne i erozyjne;
- Modyfikacja warstwy wierzchniej tytanowych biomateriałów w celu podwyższenia trwałości połączenia metal-ceramika
- Określenie wpływu stosowania biopaliw, w tym estrów metylowych kwasów tłuszczowych oleju rzepakowego na własności smarne zawierających je biopaliw.
Pracownicy Katedry Inżynierii Materiałowej w badaniach naukowych zajmują się modelowaniem, kształtowaniem i wytwarzaniem oraz doborem materiałów i procesów technologicznych do określonych zastosowań. Wykonywane są również ekspertyzy materiałowe, badania mikrostrukturalne, ocena właściwości mechanicznych i eksploatacyjnych materiałów.
Działalność dydaktyczna nakierowana jest kształcenie studentów w zakresie m.in. inżynierii materiałowej, metaloznawstwa, technik wytwarzania tworzyw kompozytowych typu FML oraz kompozytów i warstw typu MMC, biomateriałów, spawalnictwa, odlewnictwa, inżynierii powierzchni, badania właściwości warstwy wierzchniej i powłok, zaawansowanych technik badawczych tworzyw inżynierskich, technologii łączenia materiałów, procesów recyklingu materiałów oraz procesów obróbki cieplnej metali i ich stopów.
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Nowoczesne materiały |
Technologie materiałowe |
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) 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Ukończyłeś 1 stopień studiów inżynierskich lub licencjackich ? zastanawiasz się co dalej ? wybierz kierunek z przyszłością – Inżynieria Materiałowa (studia stacjonarne 2 stopnia)
Na studiach 2 stopnia, kierunek Inżynieria Materiałowa oferujemy:
- wiedzę i umiejętności oczekiwane przez pracodawców
- praktyki studenckie w przemyśle, wizytacje w zakładach przemysłowych
- umożliwiamy łączenie studiów i pracy zawodowej
- dostęp do nowoczesnych laboratoriów i aparatury badawczej
- zapoznanie się z technologiami wytwarzania materiałów oraz procesami kształtowania ich struktury i właściwości eksploatacyjnych
- doświadczoną kadrę dydaktyczną, dostęp do stanowisk pomiarowych oraz realizację prac magisterskich projektowych lub badawczych
- studia w przyjaznej atmosferze
Zmiana kierunku studiów i kontynukowanie edukacji na kier. Inżynieria Materiałowa, umożliwi Ci zdobycie szerszej wiedzy inżynierskiej, tak oczekiwanej przez pracodawców. Wiadomości o materiałach i umiejętności badania materiałów są obecnie niezbędna w pracy każdego inżyniera oraz magistra inżyniera!
Niestety, zajęcia dotyczące materiałów, które mieliście do tej pory, były okrojone czasowo. Warto to zmienić - dowiedz się wiecej! Masz pytania? przyjdź do nas lub napisz – na wszystkie pytania na pewno odpowiemy!
https://www.facebook.com/kimpollub wm.kim@pollub.pl
Rejestracja elektroniczna - Zapraszamy!
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