2019
DOI: 10.3390/w11122550
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Effects of Roughness Coefficients and Complex Hillslope Morphology on Runoff Variables under Laboratory Conditions

Abstract: The geometry of hillslopes (plan and profile) affects soil erosion under rainfall-runoff processes. This issue comprises of several factors, which must be identified and assessed if efficient control measures are to be designed. The main aim of the current research was to investigate the impact of surface Roughness Coefficients (RCs) and Complex Hillslopes (CHs) on runoff variables viz. time of generation, time of concentration, and peak discharge value. A total of 81 experiments were conducted with a rainfall… Show more

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Cited by 13 publications
(6 citation statements)
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“…SCs in the fourth and fifth events on these hillslopes were less compared to the third event whereas on concave-convergent and convex-convergent hillslopes the increasing trend in variations continued. Based on results reported by Geranian et al (2013) and Meshkat et al (2019), parallel hillslopes exhibited almost constant variations in the components of sheet erosion considering their constant upstream and downstream width; whereas, on convergent hillslopes, variations in SC still increased with the passage of time because of the greater upstream area compared to the downstream area. In the study of the profiles of the hillslopes also, concave profiles, because of their lower slope at the end of the plot, could be a site for storage and accumulation of surface runoff and sediment deposition compared to the other profiles.…”
Section: Intra-and Inter-storm Variation Of Q and Sc During Css In Chsmentioning
confidence: 73%
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“…SCs in the fourth and fifth events on these hillslopes were less compared to the third event whereas on concave-convergent and convex-convergent hillslopes the increasing trend in variations continued. Based on results reported by Geranian et al (2013) and Meshkat et al (2019), parallel hillslopes exhibited almost constant variations in the components of sheet erosion considering their constant upstream and downstream width; whereas, on convergent hillslopes, variations in SC still increased with the passage of time because of the greater upstream area compared to the downstream area. In the study of the profiles of the hillslopes also, concave profiles, because of their lower slope at the end of the plot, could be a site for storage and accumulation of surface runoff and sediment deposition compared to the other profiles.…”
Section: Intra-and Inter-storm Variation Of Q and Sc During Css In Chsmentioning
confidence: 73%
“…Hillslopes with straight-convergent, concave-convergent, and convex-convergent geometries in the 2 m by 1 m plot were designed using plexiglass sheets for the convergent plan and mineral aggregate for the concave and convex plan (Figure 1). According to Figure 2 and Table 2, the length and width of the plot were calculated using Equations ( 1)-( 3) and utilizing plexiglass sheets and the profile elevation employing mineral aggregate for the various types of CHs including straight-parallel, straight-convergent, concave-convergent, and convex-convergent and implemented on the 2 m by 1 m plot (Talebi et al 2008;Meshkat et al 2019). where z, x, and y are the elevation, the horizontal distance in the direction of the length of hillslope towards the end of the basin, and the horizontal distance from the center of the gradient in the vertical direction towards the length of the hillslope, respectively.…”
Section: Laboratory Plotmentioning
confidence: 99%
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“…They evaluated the hydrological response under different intensities of simulated rainfall of different devices under the same conditions. On the other hand, Meshkat et al [11] assessed the geometry of hillslopes (plan and profile), which can affect soil erosion under rainfall-runoff processes. They studied the impact of surface roughness coefficients and complex hillslopes on runoff variables viz.…”
Section: Summary Of This Special Issuementioning
confidence: 99%
“…Alternatively, complex landscapes have been computationally divided into semi-homogeneous planes, and erosion has been calculated for each plane, thus giving some consideration to hillslope convexity and concavity (Foster and Wischmeier 1974). However, in both approaches, erosion is calculated only along straight flow lines without full consideration of the influence of flow convergence and divergence which can affect soil erosion greatly (Hallema et al 2016, Meshkat et al 2019. Neither approach provides adequate spatially distributed information on erosion necessary to effectively optimize erosion and sediment control efforts.…”
mentioning
confidence: 99%