Abstract

Runoff plots are important for soil loss measurements, and increasing numbers of plots use automatic equipment. To choose equipment with appropriate capacities, the peak flow rate must be known. The peak flow rate is also an important parameter in the modified universal soil loss equation (MUSLE) which calculate the soil loss from upland slope. The available peak flow rate equations are primarily for the watershed scale, not for small drainage areas like runoff plot. This study’s purpose was to derive an equation suitable for the small drainage areas. A total of 149 runoff events on 5 runoff plots were used to develop a peak flow rate equation for the hillslope scale. All plots are located in the Tuanshangou catchment, Zizhou county, Shaanxi province, China. Dimensionless analyses were used to determine the equation form of linear regression analyses. The results revealed that the peak flow rate was significantly correlated with plot area, slope steepness, runoff depth, rainfall depth and the maximum 30-min rainfall intensity. Two equations were developed to estimate peak flow. The model efficiencies of both equations exceeded 0.9. The equations developed in this study represent an important complement to existing peak flow rate equations. These new equations will facilitate the design of soil conservation practices and/or the selection of flow-observation equipment for small drainage areas.

Highlights

  • Runoff plots have been an important means to monitor runoff and soil loss since their development by the German scientist Wollny in 1882 (Baver 1938)

  • Peak flow is a key parameter when selecting the size of the trough connecting a runoff plot and a collecting tank and/or the size of the H-flume or other equipment used to measure the flow discharge of runoff plots

  • Peak flow rate is an important parameter in the modified universal soil loss equation (MUSLE) (Williams 1975) which to calculate the soil loss from upland slope

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Summary

Introduction

Runoff plots have been an important means to monitor runoff and soil loss since their development by the German scientist Wollny in 1882 (Baver 1938). Peak flow is a key parameter when selecting the size of the trough connecting a runoff plot and a collecting tank and/or the size of the H-flume or other equipment used to measure the flow discharge of runoff plots. The design of soil-conservation measures, including terraces, fishscale ditches and road or highway gutters, requires knowledge of the peak flow from small drainage areas. Peak flow rate is an important parameter in the modified universal soil loss equation (MUSLE) (Williams 1975) which to calculate the soil loss from upland slope. The precise prediction of peak flow is important when small drainage areas are involved

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