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Predicting Fluvial Flood Propagation using Graph Neural Networks

Publikation: AbschlussarbeitenMaster-/Diplomarbeit

Abstract

Climate change is expected to increase the likelihood of heavy precipitation events, leading to increased risks of riverine or urban flooding. This work investigates the application of two graph neural networks on predicting the propagation of a flood in its spatial and temporal dimension. The two models were trained to approximate the shallow water equations and evaluated on a synthetic and real world dataset. This study aims to determine the transferability of learned knowledge to new unseen topologies and investigates the impact of regular versus irregular grids on the model performance. During training the models learned basic skills of flood propagation which they were able to transfer to unseen topographies. Overall both models failed to accurately predict the inundation process on a real world dataset and were negatively or not at all impacted by regular over irregular grids. Error accumulation poses a challenge over long prediction intervals threatening the models of becoming unstable, which might be mitigated by larger training datasets. Despite these results, this research contributes to our knowledge in predicting and understanding floods, aiding in the planning of mitigation strategies.
OriginalspracheEnglisch
QualifikationMaster/Diplom
Gradverleihende Hochschule
  • Johannes Kepler Universität Linz
Betreuung / Begutachtung
  • Klambauer, Günter, Betreuer*in
  • Klotz, Daniel, Mitbetreuer*in
  • Gauch, Martin, Mitbetreuer*in
PublikationsstatusVeröffentlicht - Nov. 2024

Wissenschaftszweige

  • 101019 Stochastik
  • 102003 Bildverarbeitung
  • 103029 Statistische Physik
  • 101018 Statistik
  • 101017 Spieltheorie
  • 102001 Artificial Intelligence
  • 202017 Embedded Systems
  • 101016 Optimierung
  • 101015 Operations Research
  • 101014 Numerische Mathematik
  • 101029 Mathematische Statistik
  • 101028 Mathematische Modellierung
  • 101026 Zeitreihenanalyse
  • 101024 Wahrscheinlichkeitstheorie
  • 102032 Computational Intelligence
  • 102004 Bioinformatik
  • 102013 Human-Computer Interaction
  • 101027 Dynamische Systeme
  • 305907 Medizinische Statistik
  • 101004 Biomathematik
  • 305905 Medizinische Informatik
  • 101031 Approximationstheorie
  • 102033 Data Mining
  • 102 Informatik
  • 305901 Computerunterstützte Diagnose und Therapie
  • 102019 Machine Learning
  • 106007 Biostatistik
  • 102018 Künstliche Neuronale Netze
  • 106005 Bioinformatik
  • 202037 Signalverarbeitung
  • 202036 Sensorik
  • 202035 Robotik

JKU-Schwerpunkte

  • Digital Transformation

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