Journal of Hydroinformatics (Jan 2024)

Fast high-fidelity flood inundation map generation by super-resolution techniques

  • Zeda Yin,
  • Yasaman Saadati,
  • Beichao Hu,
  • Arturo S. Leon,
  • M. Hadi Amini,
  • Dwayne McDaniel

DOI
https://doi.org/10.2166/hydro.2024.228
Journal volume & issue
Vol. 26, no. 1
pp. 319 – 336

Abstract

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Flooding is one of the most frequent natural hazards and causes more economic loss than all the other natural hazards. Fast and accurate flood prediction has significance in preserving lives, minimizing economic damage, and reducing public health risks. However, current methods cannot achieve speed and accuracy simultaneously. Numerical methods can provide high-fidelity results, but they are time-consuming, particularly when pursuing high accuracy. Conversely, neural networks can provide results in a matter of seconds, but they have shown low accuracy in flood map generation by all existing methods. This work combines the strengths of numerical methods and neural networks and builds a framework that can quickly and accurately model the high-fidelity flood inundation map with detailed water depth information. In this paper, we employ the U-Net and generative adversarial network (GAN) models to recover the lost physics and information from ultra-fast, low-resolution numerical simulations, ultimately presenting high-resolution, high-fidelity flood maps as the end results. In this study, both the U-Net and GAN models have proven their ability to reduce the computation time for generating high-fidelity results, reducing it from 7–8 h down to 1 min. Furthermore, the accuracy of both models is notably high. HIGHLIGHTS In our study area, our models have demonstrated the capability to dramatically decrease the computation time required to generate high-fidelity results, reducing it from 7–8 h to 1 min.; The GAN model displays a lower sensitivity to changes in input resolution compared with the U-Net model.; The proposed method effectively recovers lost information because of the large grid size in the low-resolution geometry.;

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