Marius Bittner, M. Sc.
Arbeitsgebiete
- Stochastic Dynamics
- Reliability Engineering
- Risk and Resilience Factors
- Uncertainty Quantification
Lebenslauf
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Beruflicher Werdegang
seit 2019
Wissenschaftlicher Mitarbeiter am Institut für Risiko und Zuverlässigkeit, Leibniz Universität Hannover2018
Wissenschaftliche Hilfskraft am Institut für Kontinuumsmechanik, Leibniz Universität Hannover2017
Wissenschaftliche Hilfskraft und Auslandssemester an der Tongji University, Shanghai, China -
Ausbildung
seit 2019
Doktorand am Institut für Risiko und Zuverlässigkeit, Leibniz Universität Hannover2018
Master of Science im Studiengang Computergestützte Ingenieurwissenschaften, Leibniz Universität Hannover -
Ehrungen und Auszeichnungen
2020
Student Paper Award, 7th Asian Pacific Symposium on Strucutral Reliability and Application
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(2020): Reliability estimation of rare events for stochastic dynamic systems excited by stationary stochastic processes, Proceedings of the APSSRA 2020.
DOI: https://doi.org/10.15083/00079789
2019
Förderpreis der Victor Rizkallah-Stiftung
Marius Bittner was awarded the Viktor Rizkallah price for his master thesis entitled: "Parameter Space Identification Of Small Failure Probabilities Improving on the Probability Density Evolution Method". The prize is awarded annually to young scientists from Leibniz Universität Hannover for special and practical scientific achievements in the fields of engineering, natural and economic sciences, mathematics and computer science as well as in the fields of philosophy, history and social sciences.
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Mitgliedschaften und Ämter
seit 2021
Mitglied der Internationalen Forschungsgruppe (IRTG 2657) "Computergestützte Mechanik für hochdimensionale Probleme"
seit 2020
Mitglied des Centre: "Bildung, Wissen, Innovation" (BWI)
2019 - 2021
Mitglied von TraKuLa: Transcultural Learning and Competence Approach
Forschungsprojekte
IRTG 2657: Efficient time-dependent reliability analysis of dynamical systems
Leitung: | Prof. Dr.-Ing. Michael Beer, Prof. Dr. Amelie Fau |
E-Mail: | beer@irz.uni-hannover.de |
Team: | M.Sc. Marius Bittner |
Jahr: | 2021 |
Datum: | 01-09-21 |
Förderung: | DFG |
Laufzeit: | 09/2021-08/2024 |
Weitere Informationen | https://www.irtg2657.uni-hannover.de/en/detail/projects/efficient-time-dependent-reliability-analysis-of-dynamical-systems/ |
Efficient time-dependent reliability analysis of dynamical systems
Time dependent reliability analysis and life time predictions solving the first passage problem for complex structures and systems is one of the most demanding challenge in engineering. In the project we envisage to attack this problem by combining the fundamental concepts of probability density evolution and statistical emulation of limit states in time. Probability density evolution being based directly on the fundamental physical principle of preservation of probability will be used to achieve a trajectory-based formulation of the reliability problem in time, which reduces the dimensionality of the sample space drastically for efficient identification of the failure trajectories. Targeted stochastic sampling, using subset simulation, will identify these failure trajectories at some specific points in time. The resulting support points in space and time are used to establish a temporal and spatial kriging model in form of a stochastic field, which describes the stochastic evolution of the limit states with high efficiency and low dimensionality. This approach will not only allow for efficient identification of failure probabilities and, potentially rare but critical, failure events, but it will also enable a transparent and structured analysis of how these failure events evolve in order to implement most effective design measure for risk mitigation.