Es ist eine neuere Version 2023W dieser LV im Curriculum Masterstudium Industrial Mathematics 2024W vorhanden.
(*) Leider ist diese Information in Deutsch nicht verfügbar.
Workload
Ausbildungslevel
Studienfachbereich
VerantwortlicheR
Semesterstunden
Anbietende Uni
3 ECTS
B3 - Bachelor 3. Jahr
Mathematik
Dmitry Efrosinin
2 SSt
Johannes Kepler Universität Linz
Detailinformationen
Quellcurriculum
Bachelorstudium Technische Mathematik 2022W
Ziele
(*)We provide a comprehensive overview of reliability theory areas with practical relevance; ensuring reliability and lifetime of a device from the early concept to the analysis of Markov chains. A device is assembled from different components. The failure probability of the individual components is known.
Typical questions of reliability theory:
What is the failure probability of the device?
What is the distribution of the lifetime of a device?
Should components still be intact after a certain number of operating hours be replaced by new ones?
For which components should spare parts be provided?
How many spare parts must be available to keep a device operating with a given probability for a certain period of time?
Lehrinhalte
(*)
Systems
Intact probabilities
Lifetime distributions of systems
Life expectancy estimates
Markov processes with finite state space
Beurteilungskriterien
(*)Written exam
Lehrmethoden
(*)Slides and blackboard presentation
Abhaltungssprache
English
Literatur
(*)Lecture notes
Lehrinhalte wechselnd?
Nein
Sonstige Informationen
(*)Until term 2022S known as: TM1WCVOZUVE VL Reliability theory
Frühere Varianten
Decken ebenfalls die Anforderungen des Curriculums ab (von - bis) TM1WCVOZUVE: VO Zuverlässigkeitstheorie (2003S-2022S)
