Abstract

In cold regions, ice-jam events result in severe flooding due to a rapid rise in water levels upstream of the jam. These floods threaten human safety and damage properties and infrastructures as the floods resulting from ice-jams are sudden. Hence, the ice-jam prediction tools can give an early warning to increase response time and minimize the possible corresponding damages. However, the ice-jam prediction has always been a challenging problem as there is no analytical method available for this purpose. Nonetheless, ice jams form when some hydro-meteorological conditions happen, a few hours to a few days before the event. The ice-jam prediction problem can be considered as a binary multivariate time-series classification. Deep learning techniques have been successfully applied for time-series classification in many fields such as finance, engineering, weather forecasting, and medicine. In this research, we successfully applied CNN, LSTM, and combined CN-LSTM networks for ice-jam prediction for all the rivers in Quebec. The results show that the CN-LSTM model yields the best results in the validation and generalization with F1 scores of 0.82 and 0.91, respectively. This demonstrates that CNN and LSTM models are complementary, and a combination of them further improves classification.

Highlights

  • IntroductionPredicting ice-jam events gives an early warning of possible flooding, but there is no analytical solution to predict these events due to the complex interactions between involved hydro-meteorological variables

  • The results show that the CN-Long Short-Term Memory (LSTM) model yields the best results in the validation and generalization with

  • The performance of Convolutional Neural Networks (CNNs) and LSTM models developed for the ice-jam prediction problem is improved by adding a

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Summary

Introduction

Predicting ice-jam events gives an early warning of possible flooding, but there is no analytical solution to predict these events due to the complex interactions between involved hydro-meteorological variables. The numerical models developed for ice-jam prediction (e.g., ICEJAM (Flato and Gerard, 1986, cf.; Carson et al, 2011), RIVJAM (Beltaos, 1993), HEC-RAS (Brunner, 2002), ICESIM (Carson et al, 2001 and 2003), and RIVICE (Lindenschmidt, 2017)) show limitations in predicting ice-jam occurrence. This is because mathematical formulations in these models are complex which need many parameters that are often unavailable as they are challenging to measure in ice conditions. A detailed overview of the previous models for ice-jam prediction based on hydro-meteorological data are presented in Madaeni et al (2020)

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