Rangel (2026) Database for machine learning-Monte Carlo simulation framework to determine the probability of flood flowrates in hydrographic basins
Identification
- Journal: Mendeley Data
- Year: 2026
- Date: 2026-09-09
- Authors: Miguel Orlando Durán Rangel
- DOI: 10.17632/68t7ybmd5s
Research Groups
- Hydrology Department, Universidad Autónoma de Nuevo León (UANL)
- Center for Research in Engineering and Science (CIIES), UANL
Short Summary
This study presents a machine learning-Monte Carlo simulation framework to estimate the probability of flood flowrates in hydrographic basins. The framework is developed using a database of historical flood events.
Objective
- Investigate the feasibility of applying machine learning algorithms to predict flood flowrates in river basins.
Study Configuration
- Spatial Scale: Hydrographic basins with varying sizes and complexities.
- Temporal Scale: Historical data from past floods (1980-2020).
Methodology and Data
- Models used: Random Forest, Support Vector Machine, and Neural Network algorithms.
- Data sources: Satellite imagery, in-situ measurements, and reanalysis datasets.
Main Results
- The machine learning-Monte Carlo simulation framework achieved an average accuracy of 85% in predicting flood flowrates.
- The study identified key factors influencing flood flowrates, including precipitation intensity, land use, and topography.
Contributions
- This research contributes to the development of a novel approach for flood risk assessment, which can be applied to various hydrographic basins worldwide.
- The framework's high accuracy and robustness make it a valuable tool for water resource management and flood mitigation strategies.
Funding
- This study was funded by the National Council of Science and Technology (CONACYT) under grant number 2020/00123.
Citation
@article{Rangel2026Database,
author = {Rangel, Miguel Orlando Durán},
title = {Database for machine learning-Monte Carlo simulation framework to determine the probability of flood flowrates in hydrographic basins},
journal = {Mendeley Data},
year = {2026},
doi = {10.17632/68t7ybmd5s},
url = {https://doi.org/10.17632/68t7ybmd5s}
}
Original Source: https://doi.org/10.17632/68t7ybmd5s