Evaluating Design Peak Flow Estimation Methods

This study evaluates four hydrological approaches, in particular the Rational method, Fuller’s formula, EBA4SUB, and the STORAGE + COSMO4SUB (S + C) model, across five sub-basins of the Gidra River (Slovakia) for return periods (T) of 2–1000 years. In the gauged Píla sub-basin, all methods deviated from official design flows (6–44.5 m³/s), with empirical approaches showing systematic overestimation (e.g., up to 35 m³/s vs. 6 m³/s at T = 2 years), while Fuller’s formula reached up to threefold overestimation at long return periods. The S + C model provided closer agreement, generally within a factor of two. In ungauged basins, peak flows ranged from near 0 to 479 m³/s, with inter-method variability (CV at T = 1000 years) decreasing from 0.65 in small basins to 0.55 in larger ones. Empirical methods displayed largely linear scaling with basin area, which may oversimplify underlying hydrological processes. More physically-based approaches, such as S + C, offer internally consistent results, but require careful calibration and validation.

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Publication Details

Journal
Water Resources Management
Published
2026-04-01
DOI
https://doi.org/10.1007/s11269-026-04620-4
Primary Topic
Hydrology and Watershed Management Studies
Type
article
Field-Weighted Citation Impact
0.00

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article

Evaluating Design Peak Flow Estimation Methods

Matej Vojtek, Soheyl Moradi, Andrea Petroselli
Water Resources Management
Hydrology and Watershed Management Studies
article

Evaluating Design Peak Flow Estimation Methods

Matej Vojtek, Soheyl Moradi, Andrea Petroselli
article en

Abstract

This study evaluates four hydrological approaches, in particular the Rational method, Fuller’s formula, EBA4SUB, and the STORAGE + COSMO4SUB (S + C) model, across five sub-basins of the Gidra River (Slovakia) for return periods (T) of 2–1000 years. In the gauged Píla sub-basin, all methods deviated from official design flows (6–44.5 m³/s), with empirical approaches showing systematic overestimation (e.g., up to 35 m³/s vs. 6 m³/s at T = 2 years), while Fuller’s formula reached up to threefold overestimation at long return periods. The S + C model provided closer agreement, generally within a factor of two. In ungauged basins, peak flows ranged from near 0 to 479 m³/s, with inter-method variability (CV at T = 1000 years) decreasing from 0.65 in small basins to 0.55 in larger ones. Empirical methods displayed largely linear scaling with basin area, which may oversimplify underlying hydrological processes. More physically-based approaches, such as S + C, offer internally consistent results, but require careful calibration and validation.

Water Resources ManagementVol. 40(6)
Università degli Studi della Tuscia (IT), Slovak Academy of Sciences (SK), Constantine the Philosopher University in Nitra (SK)
Univerzita Konštantína Filozofa v Nitre
Openalex Percentile: Top 28%
Hydrology and Watershed Management Studies
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