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2017
DOI: 10.3390/w9040278
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Daily Based Morgan–Morgan–Finney (DMMF) Model: A Spatially Distributed Conceptual Soil Erosion Model to Simulate Complex Soil Surface Configurations

Abstract: Abstract:In this paper, we present the Daily based Morgan-Morgan-Finney model. The main processes in this model are based on the Morgan-Morgan-Finney soil erosion model, and it is suitable for estimating surface runoff and sediment redistribution patterns in seasonal climate regions with complex surface configurations. We achieved temporal flexibility by utilizing daily time steps, which is suitable for regions with concentrated seasonal rainfall. We introduce the proportion of impervious surface cover as a pa… Show more

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Cited by 20 publications
(33 citation statements)
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“…A proportion of the detached particles are immediately deposited close to the point of detachment due to gravitational force (DEP) and the remainder are delivered to the overland flow for transport. Deposition is a function of the fall number ( N f ; Tollner et al ., ), which is a function of the element length ( l ; in metres), the particle settling velocity ( v s ; in m s −1 ), the flow velocity ( v ; in m s −1 ) and the flow depth ( d ; in metres): DEP0.12em()i=0.4410.12emNfi0.29=0.4410.12eml0.12emvs()iv0.12emd0.29 where d is 0.005 m for unchannelled flow, 0.01 m for shallow rills, and 0.25 m for deeper rills; v s is 2 × 10 −6 m s −1 for clay, 2 × 10 −3 m s −1 for silt, and 2 × 10 −2 m s −1 for sand (Morgan and Duzant, ); and v is calculated, as proposed by (Choi et al ., ), by means of the Manning's roughness coefficient ( n’ ) from Petryk and Bosmajian (), which considers the drag force by vegetation in addition to the Manning's roughness coefficient of the soil ( n ): v=1n0.12emd2/3italictan()β n=n2+DNVd4/32g1/2 where D is the diameter of plant stems in metres and NV is the number of stems per unit area. A value of n = 0.015 is recommended for bare soil (Morgan and Duzant, ).…”
Section: Model Descriptionmentioning
confidence: 99%
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“…A proportion of the detached particles are immediately deposited close to the point of detachment due to gravitational force (DEP) and the remainder are delivered to the overland flow for transport. Deposition is a function of the fall number ( N f ; Tollner et al ., ), which is a function of the element length ( l ; in metres), the particle settling velocity ( v s ; in m s −1 ), the flow velocity ( v ; in m s −1 ) and the flow depth ( d ; in metres): DEP0.12em()i=0.4410.12emNfi0.29=0.4410.12eml0.12emvs()iv0.12emd0.29 where d is 0.005 m for unchannelled flow, 0.01 m for shallow rills, and 0.25 m for deeper rills; v s is 2 × 10 −6 m s −1 for clay, 2 × 10 −3 m s −1 for silt, and 2 × 10 −2 m s −1 for sand (Morgan and Duzant, ); and v is calculated, as proposed by (Choi et al ., ), by means of the Manning's roughness coefficient ( n’ ) from Petryk and Bosmajian (), which considers the drag force by vegetation in addition to the Manning's roughness coefficient of the soil ( n ): v=1n0.12emd2/3italictan()β n=n2+DNVd4/32g1/2 where D is the diameter of plant stems in metres and NV is the number of stems per unit area. A value of n = 0.015 is recommended for bare soil (Morgan and Duzant, ).…”
Section: Model Descriptionmentioning
confidence: 99%
“…where d is 0.005 m for unchannelled flow, 0.01 m for shallow rills, and 0.25 m for deeper rills; v s is 2 × 10 À6 m s À1 for clay, 2 × 10 À3 m s À1 for silt, and 2 × 10 À2 m s À1 for sand (Morgan and Duzant, 2008); and v is calculated, as proposed by (Choi et al, 2017), by means of the Manning's roughness coefficient (n') from Petryk and Bosmajian (1975), which considers the drag force by vegetation in addition to the Manning's roughness coefficient of the soil (n):…”
Section: Immediate Deposition Of Detached Particlesmentioning
confidence: 99%
“…50% of the South Korean population) reside. Therefore, soil erosion control in this region is highly relevant to provide clean and usable freshwater resources to the residents [14,15]. With increasing demand for food crops, intensive upland agriculture is expanding in the mountainous upstream regions of the Han River watershed where few agricultural activities had been performed previously [2].…”
Section: Introductionmentioning
confidence: 99%
“…To consider the spatial context of soil erosion, a spatially explicit and distributed soil erosion model that can simulate the sediment budget of each element, considering the sediment inputs from the upslope areas is needed. Among the various soil erosion models, the daily based Morgan-Morgan-Finney (DMMF) model [15] is one of the most appropriate tools because the model can project soil erosion and deposition explicitly, considering the spatial connectivity, which facilitates the assessment of the impact of the spatial context of landscape on sediment redistribution patterns. Furthermore, the DMMF is suitable for projecting under a monsoon climate, accompanying concentrated rainfall during a short period [15].…”
Section: Introductionmentioning
confidence: 99%
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