2.1. Study Area
Located at about 90% in the Republic of Benin between 6°48' and 10°12' N of latitude and as part of the stable margin of the West African Craton, the Ouémé catchment (49,256 km
2, cf.
Figure 1) is mainly characterized by a Precambrian basement, consists predominantly of complex migmatites granulites and gneisses, including less abundant mica shists, quarzites and amphibolites [
9]. Syn-and post-tectonic intrusions of mainly granites, diorites, gabbros and volcanic rocks are present [
39]. With a topographic relief generally low (highest elevation point of 617 meter) the land surface is slightly ondulating (granitic-gneissic plateau), strongly fractured (granitic peneplain) with typical seasonally waterlogged linear depressions (inland valleys) [
9].
At a regional scale, fersialitic soils (ferruginous tropical sols) are predominant, characterized by clay translocation and iron segregation (ferruginous tropical sols with iron segregation), which lead to a clear horizon differentiation [
40]. A local scale description has shown a typical catena with lixisols/acrisols on the upper and middle slopes, following by plinthosols on the downslopes, gleysols in the inland valleys and fluvisols on the fluvial plain [
41].
Situated in a wet (Guinean coast) and a dry (Northern Soudanian zone) tropical climate, the Ouémé catchment records annual mean temperatures of 26 °C to 30 °C, annual mean rainfalls of 1280 mm (from 1950 to 1969) and 1150 mm (from 1970 to 2004) at a climatic station close to 9° N latitude [
9]. As shown in the
Figure 1, the Soudanian zone has a unimodal rainfall season that peaks in August whereas the Guinean zone exhibits a bimodal rainfall season that peaks in June and October.
Figure 1.
Location and climate condition of the study area, after Speth
et al. [
9]. The investigated catchments are Donga-Pont (586 km
2), Vossa (1935 km
2), Térou-Igbomakoro (2344 km
2), Zou-Atchérigbé (6978 km
2), Kaboua (9459 km
2), Bétérou (10,072 km
2), Savè (23,488 km
2), Ouémé-Bonou (49,256 km
2).
Figure 1.
Location and climate condition of the study area, after Speth
et al. [
9]. The investigated catchments are Donga-Pont (586 km
2), Vossa (1935 km
2), Térou-Igbomakoro (2344 km
2), Zou-Atchérigbé (6978 km
2), Kaboua (9459 km
2), Bétérou (10,072 km
2), Savè (23,488 km
2), Ouémé-Bonou (49,256 km
2).
The catchment landscape is characterized by forest islands, gallery forest, savannah, woodlands, agricultural lands and pastures. Agriculture and other human activities have led to large-scale deforestation and fragmentations leaving only small relicts of the natural vegetation types within a matrix of degraded secondary habitats [
9].
With a length of about 510 km and with two most important tributaries, Zou (150 km) and Okpara (200 km), the Ouémé river drains into Lake Nokoué (150 km
2) and flows through the coastal lagoon system into the sea. Rainfall-runoff variability is high in the catchment, leading to runoff coefficients varying from 0.10 to 0.26 (of the total annual rainfall), with the lowest values for the savannahs and forest landscapes [
9].
2.2. Modeling Approach
The SWAT (Soil and Water Assessment Tool) model is an eco-hydrological model developed by the United States Department of Agricultural-Research-Service (USDA-ARS) [
31]. It is a continuous-time model that operates at a daily time-step. It allows the assessment of various subsurface flows and storages and related sediment and nutrient loads, taking into account the feedback between plant growth, water, and nutrient cycle, and helps to understand land management practice effects on water, sediment, and nutrient dynamics. It is a catchment scale model which can be applied from small (km²) to regional (100,000 km²) scale. SWAT subdivides the catchment into sub-catchments based on a Digital Elevation Model (DEM). Each sub-catchment consists of a number of Hydrological Response Units (HRUs) which are homogeneous concerning soil, relief, and vegetation. The HRUs are not georeferenced and not linked to each other within the sub-catchment.
In SWAT surface runoff is simulated using a modified version of the SCS CN method [
42]. Lateral flow is simulated using the kinematic method of Sloan and Moore [
43]. Percolation occurs when the soil field capacity is exceeded, recharging two aquifer systems: an unconfined aquifer generating base flow to the catchment streams, and a confined (deep) aquifer generating base flow to streams outside the catchment. The mass of nitrate lost from the soil horizons is determined using the nitrate concentration in the mobile water multiplied by the water volume flowing in each pathway. Rainfall-runoff erosion is estimated using the Modified Universal Soil Loss Equation (MUSLE) [
44]. Organic N attached to sediments is estimated based on the loading function of McElroy
et al. [
45] and modified by Williams and Hann [
46] to consider each runoff events. The model computes evaporation from soils according to Ritchie [
47]. Actual soil water evaporation is estimated using exponential functions of soil depth and water content. Plant transpiration is computed as a linear function of potential evapotranspiration and leaf area index.
The overall modeling approach is summarized in
Figure 2, showing the nature and source of the different data layers, their scales and types of parameters and investigations [
48,
49], in the structure as required for applying the SWAT model. A 90 m resolution Digital Elevation Model from the Shuttle Radar Topography Mission-SRTM was used. A SOil and TERrain (SOTER) digital database established at the scale 1:200.000 for the whole Ouémé catchment, in corporation with INRAB (Institut National de la Recherche Agricole du Bénin) is considered in this study (cf. Bossa
et al. [
50] for more details and an overview of the map and soil properties). This database includes different soil properties that were determinant for the model setup and parameterization: saturated hydraulic conductivity, organic CNP, bulk density, texture, erodibility factor, available water content, hydrology group,
etc. The land use/cover map considered in this study has been established at 250 m resolution from 3 scenes satellite images LANDSAT ETM+ of 2003 [
37] with an overall accuracy of 87%. More than 650 observation points were checked during the ground checks and 17 land use/cover classes were defined. Agricultural calendars depending on rainy season onsets, rainfall rhythms, and crop growth cycles/management over the period 2004–2009 (activity reports from the Regional Center of Agricultural Promotion-CeRPA and Ministry of Agriculture, Livestock and Fisheries-MAEP) have been used for the baseline agricultural practices introduced in SWAT (cf.
Table 1 and
Table 2 for an example). Climate data (rainfall, temperature, solar radiation, wind speed and air humidity) were collected from 35 stations managed by the German Research Project IMPETUS, IRD (Institut de Recherche pour le Développement, France), and DMN (Direction de la Météorologie Nationale).
Figure 2.
Schematization of the modeling approach. Soil and land use data are from IMPETUS [
48] and INRAB (Institut National de la Recherche Agricole du Bénin [
49]), Climate data are from IMPETUS, IRD (Institut de Recherche pour le Développement, France), and DMN (Direction de la Météorologie Nationale), Geology data is from OBEMINES (Office Béninoise des MINES). CountryStat: Benin National Statistics (Food and Agriculture data network). CeRPA: Regional Center of Agricultural Promotion. MAEP: Ministry of Agriculture, Livestock and Fisheries. SSC means suspended sediment concentration.
Figure 2.
Schematization of the modeling approach. Soil and land use data are from IMPETUS [
48] and INRAB (Institut National de la Recherche Agricole du Bénin [
49]), Climate data are from IMPETUS, IRD (Institut de Recherche pour le Développement, France), and DMN (Direction de la Météorologie Nationale), Geology data is from OBEMINES (Office Béninoise des MINES). CountryStat: Benin National Statistics (Food and Agriculture data network). CeRPA: Regional Center of Agricultural Promotion. MAEP: Ministry of Agriculture, Livestock and Fisheries. SSC means suspended sediment concentration.
Table 1.
Management operations considered for croplands in the Donga-Pont catchment. T1, T2 and T3: Tillage operation; F1 and F2: Fertilization.
Table 1.
Management operations considered for croplands in the Donga-Pont catchment. T1, T2 and T3: Tillage operation; F1 and F2: Fertilization.
Croplands | T1 | F1 | T2 | T3 | F2 |
---|
Elemental N-P (kg ha−1) | | 10.5–6 | | | |
Elemental N (kg ha−1) | | | | | 10.5 |
Tillage depth (cm) | 25 | | 10 | 10 | |
Mixing efficiency | 0.5 | | 0.25 | 0.25 | |
Table 2.
Management operations considered for pastures in the Donga-Pont catchment. NH3N is the dissolved nitrogen, easily convertible into nitrate.
Table 2.
Management operations considered for pastures in the Donga-Pont catchment. NH3N is the dissolved nitrogen, easily convertible into nitrate.
Pastures | Grazing |
---|
Grazing days | 300 |
Biomass eaten: beef/dairy-sheep-goat (kg ha−1 d−1) | 76-24-28 |
Biomass trampled: beef/dairy-sheep-goat (kg ha−1 d−1) | 15-5-6 |
Manure beef (1%N-0.4%P-3%ORGN-0.7%ORGP-95%NH3N) (kg ha−1 d−1) | 38 |
Manure sheep (1%N-0.4%P-3%ORGN-0.7%ORGP-95%NH3N) (kg ha−1 d−1) | 12 |
Manure goat (1%N-0.4%P-3%ORGN-0.7%ORGP-95%NH3N) (kg ha−1 d−1) | 64 |
Besides discharge data continuously available for more or less 10 years (1998–2008) at 8 gauging stations, water samples (9 liters per day) were collected in 2004, 2005, 2008, 2009 and 2010 at 4 gauging stations (Donga-Pont, Bétérou, Térou and Zou-Atchérigbé, cf.
Figure 1) and filtered in order to calculate daily suspended sediment concentration. Multi-parameter probes YSI 600 OMS (including one turbidity-broom sensor YSI 6136) were installed at the same stations to register turbidity at a high temporal resolution (used to calculate continuous time series of suspended sediment concentrations) to consider the hysteresis effects on the relationship between sediment and discharge. After filtration the obtained sediments were analyzed in the laboratory for organic Nitrogen and non-soluble/organic Phosphorus content. Weekly water samples were collected (2008–2010) for analyzing Nitrate and soluble Phosphorus.
The general input data were used to compute selected physical catchment attributes and beyond six individual Ouémé sub-catchments (Donga-Pont, Térou, Bétérou, Zou-Atchérigbé, Vossa and Kaboua, cf.
Figure 1) were considered for SWAT calibration. Multi-scale auto-calibration and uncertainty analysis were performed applying the SUFI-2 procedure (Sequential Uncertainty Fitting version 2, SWAT-CUP interface [
51]) so discharge, sediment, nitrate and organic N and P were simultaneously calibrated. SPSS software was used to statistically analyze two different matrixes of calibrated parameter sets and computed catchment attributes. A correlation analysis was performed to identify physical catchment attributes meaningful for each calibrated model parameter. Multiple regression analyses were later on performed to establish the regionalization rules which are in fact assumed to highly capture the catchment heterogeneity as well as the spatial pattern of the hydrological processes.
Table 3 shows the calibration and validation periods as well as quality measures of the simulations for the different sub-catchments investigated.
Table 3.
Model goodness of fit to measurements for the different sub-catchments involved in the multiple regression analysis, for model calibration. Information concerning validation are provided in brackets.
Table 3.
Model goodness of fit to measurements for the different sub-catchments involved in the multiple regression analysis, for model calibration. Information concerning validation are provided in brackets.
| Donga | Vossa | Térou | Atchérigbé | Kaboua | Bétérou |
---|
Discharge | Period | 2006–2008 | 1998–2000 | 2002–2005 | 2007–2008 | 2004–2006 | 2006–2009 |
(1998–2005) | (1995) | (1998–2001, 2006) | (2001–2006, 2009) | (1995–1998) | (1998–2005) |
R² | 0.72 (0.58) | 0.75 (0.63) | 0.75 (0.61) | 0.89 (0.71) | 0.73 (0.55) | 0.75 (0.64) |
NS | 0.72 (0.51) | 0.75 (0.34) | 0.74 (0.51) | 0.82 (0.62) | 0.67 (0.40) | 0.60 (0.59) |
Sediment | Period | 2008 | – | 2004–2005 | 2008 | – | 2008–2009 |
(2005) | – | (2006) | (2009) | – | (2004–2005) |
R² | 0.69 (0.58) | – | 0.44 (0.33) | 0.66 (0.67) | – | 0.43 (0.27) |
NS | 0.67 (0.55) | – | 0.41 (0.32) | 0.64 (0.67) | – | 0.30 (0.14) |
Nitrate | Period | 2008 | – | – | 2008 | – | 2008–2009 |
(2008–2009) | – | – | (2009) | – | (2008) |
R² | 0.99 (0.95) | – | – | 0.86 (0.62) | – | 0.73 (0.52) |
NS | 0.99 (0.78) | – | – | 0.81 (0.54) | – | (0.46) |
Regarding discharge simulations, poor model efficiency were obtained for validation in Vossa and Kaboua sub-catchments (0.34 and 0.40 respectively) due mainly to peak overestimation caused partly by land use map derived from 2003 Landsat images, which considered more agricultural areas than the reality of the validation period (1995–1998). Critical model performances were obtained for sediment simulation in the Bétérou sub-catchments, where the model efficiency decreased even to 0.14. This may be mainly caused by strong hysteresis effects observed at this station, which was not equipped of turbidity probe as used at the Donga-Pont and Atchérigbé gauging stations to minimize this effect. Nitrate load was in general well represented in the model with coefficients of determination ranging from 0.62 to 0.99 and model efficiencies ranging from 0.54 to 0.99. Higher performances were observed for smaller sub-catchments. Calibrated model parameters are presented in
Table 4 for all investigated sub-catchments.
Table 4.
Calibrated model parameter matrix involved in the multiple regression analysis. The letters v, r and a mean values, relative change and absolute change, respectively. CN2: SCS Curve Number, ALPHA_BF: base flow recession constant; SOL_K: soil hydraulic conductivity, RCHRG_DP: aquifer percolation coefficient, GWQMN: minimum water level for base flow generation, REVAPMN: threshold water level in a shallow aquifer for capillary rise, ESCO: Soil evaporation compensation factor, GW_DELAY: groundwater delay, Ch_K2: Effective channel hydraulic conductivity, USLE_P: Practice factor, USLE_K: Soil erodibility factor, SPEXP: Exponent for calculating max sediment retrained, SURLAG: Surface runoff lag coefficient, NPERCO: Nitrate percolation coefficient.
Table 4.
Calibrated model parameter matrix involved in the multiple regression analysis. The letters v, r and a mean values, relative change and absolute change, respectively. CN2: SCS Curve Number, ALPHA_BF: base flow recession constant; SOL_K: soil hydraulic conductivity, RCHRG_DP: aquifer percolation coefficient, GWQMN: minimum water level for base flow generation, REVAPMN: threshold water level in a shallow aquifer for capillary rise, ESCO: Soil evaporation compensation factor, GW_DELAY: groundwater delay, Ch_K2: Effective channel hydraulic conductivity, USLE_P: Practice factor, USLE_K: Soil erodibility factor, SPEXP: Exponent for calculating max sediment retrained, SURLAG: Surface runoff lag coefficient, NPERCO: Nitrate percolation coefficient.
Parameter | Description | Donga | Vossa | Térou | Atchérigbé | Kaboua | Bétérou |
---|
ESCO (v) | Soil evaporation compensation factor (–) | 0.38 | 0.28 | 0.49 | 0.35 | 0.28 | 0.43 |
SOL_Z (r) | Soil depth (mm) | 0.27 | 0.01 | 0.37 | 0.16 | 0.06 | 0.03 |
CN2 (r) | Curve Number (–) | 6.65 | 3.86 | 5.55 | 6.24 | 3.97 | 2.51 |
GWQMN (v) | Threshold depth for ground water flow to occur (mm) | 38.75 | 7.50 | 47.50 | 28.50 | 30.50 | 43.50 |
REVAPMN (v) | Threshold water level in shallow aquifer for revap (mm) | 15.25 | 6.50 | 45.50 | 18.50 | 26.50 | 26.50 |
Ch_K2 (v) | Effective channel hydraulic conductivity (mm/hr) | 3.95 | 1.00 | 12.77 | 10.65 | 1.00 | 12.52 |
Sol_K (r) | Saturated hydraulic conductivity (mm/hr) | −0.78 | −0.65 | −0.73 | −0.35 | −0.82 | −0.66 |
GW_DELAY (v) | Ground water delay ( day) | 15.08 | 17.12 | 23.25 | 10.87 | 16.04 | 24.80 |
USLE_P (v) | Practice factor (–) | 0.13 | 0.10 | 0.07 | 0.15 | 0.18 | 0.00 |
USLE_K (r) | Soil erodibility factor (0.013 t m2h/(m3 t cm)) | 0.03 | 0.16 | 0.08 | 0.14 | 0.25 | −0.57 |
SPEXP (v) | Exponent for calculating max sediment retrained (–) | 1.35 | 1.07 | 1.21 | 1.20 | 1.28 | 1.38 |
SURLAG (v) | Surface runoff lag coefficient (–) | 0.19 | 0.35 | 0.24 | 0.25 | 0.17 | 0.10 |
ALPHA_BF (v) | Base flow recession factor ( day) | 0.06 | 0.17 | 0.07 | 0.12 | 0.11 | 0.15 |
NPERCO (v) | Nitrate percolation coefficient (–) | 0.49 | 0.88 | 0.74 | 0.71 | 0.32 | 0.67 |
RCHRG_DP (v) | Fraction of deep aquifer percolation (–) | 0.25 | 0.20 | 0.17 | 0.22 | 0.15 | 0.29 |
In the following paragraphs of this section, details of the calibration and validation issues are presented as follows for the Atchérigbé sub-catchment (6978 km2) to provide a complete overview on the measurements involved into the multi-scale modeling step. The validation of the regionalization rules is presented for the Savè sub-catchment (23,488 km2) in this same section and we should highlight that orders of magnitude of impacts of climate and land use change scenarios are presented and compared for the two targeted spatial scales (Donga-Pont: 586 km2 and Ouémé-Bonou: 49,256 km2) in the result section.
Simulated
versus observed daily water discharge and sediment yield are shown in
Figure 3 and
Figure 4 for the Atchérigbé sub-catchment (cf.
Figure 1). Recession periods were generally well represented. Less accurate predictions of single peaks are also shown in some years, partly due to the measurement errors during exceptional flooding years (2003 and 2007) in which over bank full discharge was observed at the gauging station. Differences are also usually caused by the SWAT structure, since it is a continuous time model with a daily time step and sub-scale processes such as single-event flood routing cannot be efficiently predicted. In addition, the daily measured precipitation for 24 h starts at 6:00 am and may not well match to the daily average discharge values, which were measured for 24 h from midnight on [
52]. As it can be seen from the figures in the year 2008, discharge measurement gaps of even more than 10 days can happen due mainly to technical problems.
Figure 3.
Simulated vs. observed daily discharge for the Atchérigbé sub-catchment (6978 km2). Calibration period was 2007 to 2008 (R2 = 0.89 and ME = 0.83), validation period was 2001–2006, and 2009 (R2 = 0.71 and ME = 0.62).
Figure 3.
Simulated vs. observed daily discharge for the Atchérigbé sub-catchment (6978 km2). Calibration period was 2007 to 2008 (R2 = 0.89 and ME = 0.83), validation period was 2001–2006, and 2009 (R2 = 0.71 and ME = 0.62).
Figure 4.
Simulated vs. Observed daily sediment yield for Atchérigbé sub-catchment (6978 km2). Calibration period was 2008 (R2 = 0.66 and ME = 0.64), validation period was 2009 (R2 = 0.67 and ME = 0.67). SSC = suspended sediment.
Figure 4.
Simulated vs. Observed daily sediment yield for Atchérigbé sub-catchment (6978 km2). Calibration period was 2008 (R2 = 0.66 and ME = 0.64), validation period was 2009 (R2 = 0.67 and ME = 0.67). SSC = suspended sediment.
Simulated
versus observed daily stream water nitrate load are shown in
Figure 5 for the same Atchérigbé sub-catchment. Similarly to the sediment yield, nitrate peaks accompanied discharge peaks mainly caused by combined effects of increase nitrate loading and increase in water volume. Due to the sampling time scale (one time a week) several peaks were missed, but did not affect the model calibration.
According to FAO [
53], water degradation by sediment has a chemical dimension—the silt and clay fraction, primary carrier of adsorbed chemicals, like nitrogen and phosphorus, which are transported by sediment into the aquatic system.
Figure 6 shows weekly simulated
versus observed organic N and P delivery at the Atchérigbé gauging station. Organic N and P were not calibrated. Since it was assumed that a good adjustment of soil nutrient pools, nitrate and sediment loads would be reflected in their simulations, only a validation was performed. Model goodness-of-fit were acceptable: 0.58 (R
2) and 0.78 (NS) for organic Nitrogen and 0.89 (R
2) and 0.96 (NS) for organic Phosphorus.
Figure 5.
Simulated vs. observed daily nitrate load for Atchérigbé sub-catchment (6978 km2). Calibration period was 2008 (R2 = 0.86 and ME = 0.81), validation period was 2009 (R2 = 0.62 and ME = 0.54).
Figure 5.
Simulated vs. observed daily nitrate load for Atchérigbé sub-catchment (6978 km2). Calibration period was 2008 (R2 = 0.86 and ME = 0.81), validation period was 2009 (R2 = 0.62 and ME = 0.54).
Figure 6.
Simulated vs. observed weekly organic N and P load for the Atchérigbé sub-catchment (6978 km2). Only validation was performed from 2008 to 2009 with R2 = 0.58 and ME = 0.78 for organic Nitrogen and R2 = 0.89 and ME = 0.96 for organic Phosphorus.
Figure 6.
Simulated vs. observed weekly organic N and P load for the Atchérigbé sub-catchment (6978 km2). Only validation was performed from 2008 to 2009 with R2 = 0.58 and ME = 0.78 for organic Nitrogen and R2 = 0.89 and ME = 0.96 for organic Phosphorus.
Table 5 shows the computed regionalization rules and derived parameter sets for the Savè (23,488 km², cf.
Figure 1) sub-catchment and Ouémé-Bonou (49,256 km², cf.
Figure 1) catchment. Physical catchment attributes depending on spatial scale were used as explanatory variables of SWAT model parameters. With respect to discharge, validation was performed for the Savè sub-catchment with a goodness-of-fit around 0.7 for model efficiency and R
2 (
Figure 7).
Table 5.
Best regression-based parameter model and resulting values for three independent catchments (Savè: 23,488 km², Ouémé-Bonou: 49,256 km2). CN2: SCS Curve Number, ALPHA_BF: base flow recession constant; SOL_K: soil hydraulic conductivity, RCHRG_DP: aquifer percolation coefficient, GWQMN: minimum water level for base flow generation, REVAPMN: threshold water level in a shallow aquifer for capillary rise, ESCO: Soil evaporation compensation factor, GW_DELAY: groundwater delay, Ch_K2: Effective channel hydraulic conductivity (mm/h), USLE_P: Practice factor (–), USLE_K: Soil erodibility factor [0.013 t m2h/(m3 t cm)], SPEXP: Exponent for calculating max sediment retrained (–), SURLAG: Surface runoff lag coefficient (–), NPERCO: Nitrate percolation coefficient (–).
Table 5.
Best regression-based parameter model and resulting values for three independent catchments (Savè: 23,488 km², Ouémé-Bonou: 49,256 km2). CN2: SCS Curve Number, ALPHA_BF: base flow recession constant; SOL_K: soil hydraulic conductivity, RCHRG_DP: aquifer percolation coefficient, GWQMN: minimum water level for base flow generation, REVAPMN: threshold water level in a shallow aquifer for capillary rise, ESCO: Soil evaporation compensation factor, GW_DELAY: groundwater delay, Ch_K2: Effective channel hydraulic conductivity (mm/h), USLE_P: Practice factor (–), USLE_K: Soil erodibility factor [0.013 t m2h/(m3 t cm)], SPEXP: Exponent for calculating max sediment retrained (–), SURLAG: Surface runoff lag coefficient (–), NPERCO: Nitrate percolation coefficient (–).
Parameters | Equations | R2 | Savè | Ouémé-Bonou |
---|
ESCO | = 0.935 − 0.217 (Average slope of catchment) + 0.00327 (% Alterites) | 0.92 | 0.34 | 0.37 |
SOL_Z | = 0.758 − 0.01 (% Migmatites) | 0.81 | 0.02 | 0.08 |
SOL_K | = 26.991 − 0.278 (% Percentage of level) | 0.92 | −0.58 | −0.76 |
CN2 | = 10.0 − 0.0824 Migmatites (%) | 0.49 | 3.94 | 4.4 |
GWQMN | = 185 − 49.2 (Average slope of catchment) − 0.255 (% Migmatites) | 0.85 | 26.89 | 37.28 |
REVAPMN | = 16.5 + 0.769 (% Alterites) | 0.6 | 20.37 | 18.56 |
Ch_K2 | = 56.1 − 16.0 (Average slope of the catchment) − 0.461 (% Granites) | 0.98 | 8.12 | 11.53 |
ALPHA_BF | = − 0.0794 + 0.00300 (% Migmatites) | 0.87 | 0.14 | 0.12 |
GW_DELAY | = 19.0 − 0.248 (% Crop land) + 0.165 (% Savannah) | 0.98 | 22.17 | 16.82 |
USLE_P | = 0.129 − 0.0143 (% Lateritic consolidated soil layer) | 0.51 | 0.06 | 0.07 |
USLE_K | = 0.162 − 0.0848 (% Lateritic consolidated soil lay) | 0.85 | −0.24 | −0.18 |
NPERCO | = 1.72 − 3.80 (% Hypsometric integral) + 0.00779 (% Circularity Index) − 0.033 (% Elongation ratio) | 0.85 | 0.08 | 0.47 |
RCHRG_DP | = − 0.758 + 0.462 (Drainage density (km/ km2)) | 0.55 | 0.24 | 0.99 |
SPEXP | = 1.47 − 0.00454 Lixisol (%) + 0.00011 Migmatites (%) | 0.7 | 1.22 | 1.47 |
SURLAG | = 0.109 + 0.003 Lixisol (%) − 0.016 Lateritic consolidated soil layers (%) | 0.93 | 0.19 | 0.22 |
2.3. Climate and Land Use Change Scenarios
The climate scenarios used in this study were computed by Paeth
et al. [
36] for a part of Africa from −15° S to 45° N latitude using the regional climate model REMO driven by the IPCC (Intergovernmental Panel on Climate Change) SRES (Special Report on Emission Scenarios) scenarios A1B and B1. The IPCC SRES scenario A1B characterizes a globalized world of rapid economic growth and comparatively low population growth. The SRES scenario B1 also characterizes a future globalized world with a low population growth. REMO is a regional climate model that is nested in the global circulation model ECHAM5/MPI-OM Paeth
et al. [
54]. REMO was forced on a grid of 50 km resolution throughout the first half of the 21st century over West Africa.
Figure 7.
Observed vs. simulated total discharge (validation) using the regression-based parameters for the Savè catchment (23,488 km2), with 0.71 for R2 and 0.67 for model efficiency (ME). Savè was chosen for the validation because measurements at Ouémé-Bonou are not reliable.
Figure 7.
Observed vs. simulated total discharge (validation) using the regression-based parameters for the Savè catchment (23,488 km2), with 0.71 for R2 and 0.67 for model efficiency (ME). Savè was chosen for the validation because measurements at Ouémé-Bonou are not reliable.
Initial runs of REMO over West Africa have shown systematically underestimated rainfall amounts and variability with a shift in the pattern towards more weak events and fewer extremes. This was addressed by applying the Model Output Statistics—MOS to correct monthly bias using other near-surface parameters such as temperature, sea level pressure and wind. Since the regional-mean (precipitation) strongly differed from the observed spatial patterns of daily rainfall events, a conversion of the MOS-corrected regional-mean from REMO to local rainfall event patterns has been done. Virtual station data, matching the rainfall stations in Benin, were useful to adjust the results to the statistical characteristics of observed daily precipitation at the rainfall stations by probability matching.
Figure 8a shows mean monthly REMO rainfall amounts over 1960–2000 compared with measurements over 1998–2005 for the upper Ouémé catchment (14,500 km
2 including Donga-Pont (586 km
2), Térou-Igbomakoro (2344 km
2) and Bétérou (10,072 km
2)), while
Figure 8b presents mean monthly water discharges simulated with SWAT using REMO outputs over 1960–2000 compared with measurements over 1998–2005. These figures suggested that REMO and SWAT represent correctly the observations.
Climate change projections as simulated throughout REMO are very sensitive to a prescribed degradation of land cover. This sensitivity in addition to an increasing greenhouse gases concentrations have resulted in distinctly warmer and drier climates (with frequent droughts) for the investigated period 2000–2050 over West Africa, reductions in annual rainfall amounts of about 20%–25% of the 20th century annual amounts.
For the Ouémé-Bonou catchment REMO projects a decrease of annual rainfall between 9% and 12% for the scenario B1 and for the period 2010–2030. It increases of up to 4% for the scenario A1B over the period 2010–2014, before decreasing of up to 14% between 2015 and 2029. Maximum and minimum temperatures are expected to increase of up to 2.5 °C over the next 40 years (
Figure 9).
Figure 8.
(
a) Mean monthly rainfall from REMO output (period 1960–2000) compared with measurements (period 1998–2005) for the upper Ouémé catchment [
15]; (
b) Simulated mean monthly water discharge with SWAT using REMO output (period 1960–2000) compared measurements (period 1998–2005) for the upper Ouémé catchment [
15].
Figure 8.
(
a) Mean monthly rainfall from REMO output (period 1960–2000) compared with measurements (period 1998–2005) for the upper Ouémé catchment [
15]; (
b) Simulated mean monthly water discharge with SWAT using REMO output (period 1960–2000) compared measurements (period 1998–2005) for the upper Ouémé catchment [
15].
Figure 9.
Projected changes in annual precipitation and near-surface temperatures until 2050 over tropical and northern Africa due to increasing greenhouse gas concentrations and man-made land cover changes [
55]. The scenario A1B describes a globalized world of rapid economic growth and comparatively low population growth. The scenario B1 also characterizes a future globalized world with a low population growth.
Figure 9.
Projected changes in annual precipitation and near-surface temperatures until 2050 over tropical and northern Africa due to increasing greenhouse gas concentrations and man-made land cover changes [
55]. The scenario A1B describes a globalized world of rapid economic growth and comparatively low population growth. The scenario B1 also characterizes a future globalized world with a low population growth.
Many recent research studies attempted to simulate West African future rainfall and climate parameters throughout the 21st century using atmosphere-ocean global climate models and relying on greenhouse gas emissions scenarios as outlined in the Intergovernmental Panel on Climate Change archives for Assessment Reports (AR3 & 4). The recent Coordinated Regional Climate Downscaling Experiment-CORDEX initiative from the World Climate Research Program promotes running multiple RCM simulations at 50 km resolution for multiple regions including West Africa, highly expected to bring clarifications and improve the projections [
56]. The CORDEX initiative includes the study of uncertainty due to structural errors of different GCMs and/or RCMs. Beyond CORDEX and apart from Paeth
et al. [
36,
54], who nested REMO in the global circulation model ECHAM5/MPI-OM as described above, Patricola and Cook [
57] also attempt to overcome the limitations of global models by nesting a higher resolution regional model, the Weather Research and Forecasting (WRF) model on a grid of 90 km resolution, over West Africa and for the second half of the 21st century. They found a very mixed rainfall change signal characterized by June–July drought, followed by copious rainfall towards the end of the summer [
58]. Although focused on different time periods, both studies [
36,
54,
57] favor desiccation, albeit with caveats regarding intraseasonal and spatial variability.
As an alternative to the above-described studies using relatively high-resolution regional climate models, many other studies [
59,
60,
61] used atmosphere-ocean global climate models to run climate change experiments and have rather concluded a wetter climate for the first half of the 21st century in reference to the 20th century contrary to REMO-based projections presented in Paeth
et al. [
36]. Cook and Vizy [
62] have concluded no impact of climate change on projected West Africa rainfall, while Biasutti
et al. [
63] have argued towards uncertain rainfall projections.
The land use/cover classification used, considers 17 land use/cover types (
Table 6 and
Figure 10). A subsequent accuracy check shows that the overall accuracy is high (87%) [
64]. The land use/cover scenarios were computed in the framework of the European Union funded project RIVERTWIN [
37]. The major driver for land use change is population growth and subsequent conversion of the natural savannah vegetation into settlements, roads, and a mosaic of fields by slash and burn clearance [
65]. Two socio-economic scenarios have been set up: (1) La, stronger economic development, controlled urbanization, 3.2% population growth per year; and (2) Lb, weak national economy, uncontrolled settlement and farmland development, 3.5% population growth per year. For each scenario, the population growth has been translated into a specific demand for settlements and agricultural area according to the development of the national framework. This demand has been satisfied according to the proximity to roads and existing villages, new settlements and agricultural areas have been created leading to the land use distribution. The General Directorate for Water has selected several potential sites for future construction of multi-purpose reservoirs for large scale irrigation. Therefore, large areas of natural vegetation were also accordingly converted to croplands. With respect to the scenarios La and Lb, change in the Ouémé land use/cover is expressed by the conversion of the natural vegetation including savannah into agricultural lands and pastures: 10% to 20% for the scenario La and 20% to 40% for the scenario Lb.
Table 6.
Land use/cover categories, their area and percentage of total area for the Ouémé-Bonou catchment (49,256 km
2). Values displayed in brackets are related to the Donga-Pont catchment (586 km²) [
64]. SWAT model was adapted to consider almost all land use classes mentioned in the table.
Table 6.
Land use/cover categories, their area and percentage of total area for the Ouémé-Bonou catchment (49,256 km2). Values displayed in brackets are related to the Donga-Pont catchment (586 km²) [64]. SWAT model was adapted to consider almost all land use classes mentioned in the table.
Land Use Categories | Land Use Code | Area (km2) | Percentage of Total Area |
---|
Galery forest | GF | 1759 (8.6) | 3.98 (1.47) |
Humid and dry dense forest | FD | 1220 (0.4) | 2.76 (0.06) |
Swamp formations | FM | 17 (0) | 0.04 (0) |
Riverine formations | FR | 107 (0) | 0.24 (0) |
Woodland and woodland savannah | FCSB | 6716 (8.6) | 15.2 (1.47) |
Flooding savannah | SM | 222 (0) | 0.5 (0) |
Tree and shrub savannah | SA | 17231 (285.8) | 38.99 (48.74) |
Saxicolous savannah | SS | 313 (0) | 0.71 (0) |
Grassland | PH | 14 (0) | 0.03 (0) |
Mosaic of cropland and bush fallow | CJ | 13713 (280.1) | 31.03 (47.77) |
Mosaic of cultivation with Parkia and Cashew trees | CJNA | 32 (0) | 0.07 (0) |
Mosaic of cultivation with palm trees | CJP | 1189 (0) | 2.69 (0) |
Industrial plantations | PI | 127 (0) | 0.29 (0) |
Village plantations | PV | 1209 (0.5) | 2.74 (0.08) |
Barren lands/area without vegetation | BAR | 5 (0) | 0.01 (0) |
Urban and built-up | AG | 277 (2.4) | 0.63 (0.4) |
Water bodies | PE | 47 (0) | 0.11 (0) |
Figure 10.
Land use/cover of the Ouémé-Bonou (49,256 km
2) and the Donga-Pont catchments (586 km
2). The legend is fully explained in
Table 3. (
a) reference map (2003); (
b) La 2015–2019; (
c) La 2025–2029; (
d) Lb 2015–2019; (
e) Lb 2025–2029 [
37].
Figure 10.
Land use/cover of the Ouémé-Bonou (49,256 km
2) and the Donga-Pont catchments (586 km
2). The legend is fully explained in
Table 3. (
a) reference map (2003); (
b) La 2015–2019; (
c) La 2025–2029; (
d) Lb 2015–2019; (
e) Lb 2025–2029 [
37].