This article has as objectives to investigate the impact of precipitation variability and land use change on the hydrological dynamics of the Mefou river over the recent period (1963–2018), and draw up a basin flooding risk areas map. To achieve these goals, hydrometeorological data of this basin were analyzed using the Pettitt and Mann Kendall tests. Likewise, flooding risk areas were produced from Frequency Ratio (FR) model. Average and extreme flows of Mefou river have increased since 1985–86, unlike the rainfall, which generally decreased for all seasons from the 1970s, apart from summer, where the reverse was observed. Changes in land use (increase impervious areas (+530%) and a decrease in forest (−52.9%) and water bodies (−80.4%)) seem to be the main cause of the increase in flows observed. Floods are often recurrent in basins with such hydrological behaviour. To enable policymakers to reduce the vulnerability of populations to this disaster, the proposed flood map shows that 2.67, 7.22, 22.5, 35.25 and 32.36% of the catchment area are respectively delineated into very low, low, medium, high and very high flood vulnerability classes. These results could be useful for the management of water resources and associated hydrological risks in the basin investigated.

  • Rainfall evolution in equatorial central Africa is addressed.

  • Land use change in forest zone is adressed.

  • Impact of land use change and climate variability in equatorial area is addressed.

  • Flood risk areas mapping is adrressed.

Graphical Abstract

Graphical Abstract

Changes in river flows generally result from interactions between climate variability/change and or anthropization (Aulenbach et al. 2017; Diem et al. 2018; Oudin et al. 2018; Ebodé 2022a; Ebodé et al. 2022b). It is, however, recognized that their sensitivity to these factors also depends on the natural predispositions (size, slope system, type of soil, etc.) of their watersheds (Gibson et al. 2005).

Most of the time, changes in hydrological regimes are only examined through rainfall-discharges relationships (Liénou et al. 2008; Ebodé et al. 2021). Few authors in sub-Saharan Africa for example (D'Orgeval & Polcher 2008; Amogu et al. 2010) have assessed the hydrological impacts of human-induced environmental changes. Likewise, studies that attempted to dissociate the latter from those arising from exclusively hydro-climatic fluctuations are quantitatively limited in Central Africa (Dzana et al. 2011; Ebodé et al. 2022a). However, there is no doubt that anthropogenic actions through urbanization and industrial agriculture, which have resulted in large-scale deforestation, have increased considerably over the past 30 years throughout Sub-Saharan Africa and even beyond.

The work devoted to investigating the impact of rainfall on discharge in sub-Saharan Africa has been ongoing since the 1980s (L'Hôte et al. 2003). Studies correlating precipitation and discharge are based on the detection of ruptures in the hydrometeorological series. Results from those studies confirm in the case of West Africa that the 1970s appear to be the main period of discontinuity marking the onset of hydroclimatic drought in the region (Nka et al. 2015; Bodian et al. 2020). In Central Africa, fluctuations in river discharges and rainfall have been observed at seasonal and annual (Ebodé 2022b; Kpoumié et al. 2022) time scales. Liénou et al. (2008) demonstrated in the case of three equatorial rivers (Ntem, Nyong and Kienke) that the most significant climatic variations leading to changes in river discharge result from variations in rainfall during the dry season. The authors explain the sensitivity of the studied basins to rainfall variability by the fact that their reduction induces a significant deficit in soil moisture and groundwater storage resulting in a decrease in river discharge. Conversely, an increase in soil moisture during the dry season, therefore, enhances discharge at the start of the rainy season. It appears that the variability of discharge regimes of equatorial rivers can be better appreciated when rainfall of these seasons is considered. Concerning the impact of land use change on river discharge, previous studies have used supervised classifications of satellite images using at least two dates, to assess the dynamics of land use and its impact on river discharge (Kouassi 2007; Ebodé et al. 2020; Ewane & Lee 2020). Their results confirm an increase in discharges following an increase in impervious surfaces (buildings, roads and cultivated areas).

Beyond the climate change that is currently raging throughout Central Africa (Ebodé et al. 2022a), the studied basin (Mefou) has experienced accelerated and uncontrolled urbanization through an excessive spatial extension of Yaounde city, whose population has been multiplied by 10 in about 30 years, from 50,000 in 1957 to 1,500,000 in 2008. Today it is estimated at 2,500,000 inhabitants. Projections predict that it will exceed 3,000,000 by 2030 (BUCREP 2011). This population growth which has as a corollary the increase in impervious areas has probably caused a change in the rainfall-runoff relationship, which requires a new study of hydrological variability. Another consequence of this accelerated population growth in the basin could be the increase in the occurrence of floods, which already pose serious problems (destruction of infrastructure, diseases, loss of human life, etc.) for populations in certain corners of the basin (Nsangou et al. 2022). Under these conditions, it is important to propose an appropriate tool (flooding risk areas map) that can enable political decision-makers and civil society to reduce the vulnerability of populations to this natural disaster.

The objectives of this study were (1) to investigate the impact of precipitation variability and land use change on the hydrological dynamics of the Mefou river and (2) to draw up a basin flooding risk area map. Considering that few studies have attempted to investigate these issues in Central Africa, this paper contributes to this debate by focusing our analysis on the Mefou river basin in South Cameroon, which is representative of Central African basins under the sub-equatorial Atlantic climate. It appears fundamental for this basin where many socio-environmental problems (floods for example) are observed. In addition, the data and new entrants would help in the long-term planning of water demand and use as well as improve future simulations of the river flows.

Study area

The study focuses on Mefou watershed (428 km2). This basin is located in South Cameroon, within the Central African sub-region, between latitudes 3°43′ N and 3°58′ N, and longitudes 11°21′ E and 11°35′ E (Figure 1). It belongs to the sub-equatorial domain, with abundant annual precipitation (around 1,600 mm/year), spread over four seasons of unequal importance. Two of them are dry (summer and winter) and two are rainy (spring and autumn). The studied basins are dissected by deep gullies cut into hills with convex slopes and wide marshy valleys. Their geological substratum is made up of a granito–gneissic base on which ferralitic soils (on the summits and slopes) and hydromorphic soils (in the shallows) develop. The vegetation in the area is a dense semi-deciduous forest, with Sterculiaceae and Ulmaceae, which is subject to anthropogenic pressure (Letouzey 1985).
Figure 1

Location map of Mefou watershed at Nsimalen outlet.

Figure 1

Location map of Mefou watershed at Nsimalen outlet.

Close modal

Data sources

The rainfall data used in this work came from the Climate Research Unit (CRU) of the University of East Anglia in the United Kingdom. These data have been available since 1901, via the site https://climexp.knmi.nl/selectfield_obs2.cgi?id=2833fad3fef1bedc6761d5cba64775f0/ in NetCDF format, on a monthly time step and at a spatial resolution of 0.25° × 0.25°. Precipitation and temperature data from CRU have been used to validate CMIP models in the region (cases of Logone and Nyong basins, respectively) (Nkiaka et al. 2018; Ebodé et al. 2022a). Although these data have been available since 1901, the calculation of the basin's average rainfall only concerns the period 1950–2017.

The Mefou flow series comes from the CRH (Hydrological Research Center). It was incomplete during the 1980 and 1990s. Indeed, after 1987, due to budgetary constraints, the hydrological service no longer guaranteed the continuity of observations. We then note the abandonment of most of stations observed, including that of the basin studied.

The spatial data used to analyze changes in land use in the Mefou basin are Landsat 8 satellite images from January 2018, Landsat TM (from January 1987 and 1999) and Landsat MSS from March 1973. The spatial data used for the mapping of flooding risk areas include a 2020 Landsat 8 satellite image and a digital terrain model Shuttle Radar Topographic Mission (SRTM) of 30 m × 30 m spatial resolution. These data made it possible to obtain six (06) independent variables (land use mode, elevation, slope, distance from river, drainage density and topographic wetness index), which were then crossed to generate a flooding risk areas map in the basin investigated. These different variables are considered by some authors (Natarajan et al. 2021; Nsangou et al. 2022) to be the main factors in the occurrence of floods in a given region since they influence water runoff and infiltration. All spatial data used in this study are made available to the general public for free by the National Aeronautics and Space Administration (NASA), via the US Geological Survey site (https://earthexplorer.usgs.gov/), in GeoTIFF format. Uploaded images taken during the dry winter season (December to mid-March) were preferred over the rainy seasons because they are less affected by cloud disturbances.

In addition to spatial data, historic flood points were also used for mapping flood risk areas. A total of 47 historical flood points were used for the calibration (31) and validation (16) of the model retained for this study. These flood points were obtained from the urban community of Yaounde.

Hydrometeorological data analysis

The analysis of average rainfall and flow was carried out using Pettitt (Pettitt 1979) and modified Mann Kendall (Hirsch & Slack 1984; Araghi et al. 2014) statistical tests at the 95% significance level. Following the application of autocorrelation (from the calculation of the R statistic) and seasonality (from the employment of the correlogram) tests to the rainfall and flow series used, it turned out that there is a seasonality in the latter. It is why we chose to use the modified Mann Kendall test of Hirsch & Slack (1984) to the detriment of the classic Mann Kendall test and other modified Mann Kendall tests.

The principle of the Pettitt test consists in dividing the series studied (of number N) into two sub-samples of sizes m and n respectively. We then calculate the sum of the ranks of the elements of each sub-sample in the total sample. A statistical study is then carried out from the two sums thus determined, then it is tested according to the hypothesis that the two sub-samples do not belong to the same population. Pettitt's test is non-parametric and derives from Mann Whitney's test. The absence of a break in the series (Xi) of size N constitutes the null hypothesis. Its implementation assumes that for any time T between 1 and N, the time series (Xi) i − 1 to t and t + 1 to N belong to the same population. The variable to be tested is the maximum in the absolute value of the variable U t, N defined by:
(1)
where Dij = Sign (Xi − Xj) with: sign (x) = 1 if x > 0, 0 and −1 if x < 0

If the null hypothesis is rejected, an estimate of the break date is given by the instant defining the maximum in absolute value of the variable Ut, N.

The Mann Kendall test statistic for each season is calculated as follows:
(2)
The seasonal Kendall statistic is calculated as follow:
(3)

There is no significant trend in the series analyzed when the calculated p-Value is above the chosen significance level. More details on the modified version of the Mann Kendall test can be found in the relevant literature (Hirsch & Slack 1984).

To extract and to assess the behavior of extreme flows, the Indicators of Hydrologic Alteration (IHA) tool, version 7.1, developed by The Nature Conservancy was used. This tool offers the possibility of comparing the parameters characterizing the flow regimes under different conditions (Richter et al. 1998). It uses daily discharge values and produces several important statistics. Only four of them were considered essential for this study, among which are the average, the coefficient of variation (CV) of extreme discharge and the Julian date of the annual minimum and maximum. By dividing the series of values in the period before and after the discontinuity, the tool calculates the change that occurred in the evolution of each of these parameters after the discontinuity. We can thus analyze not only the sign of change between the two periods but also the magnitude of this difference.

Spatial data processing

Landsat images were classified using the supervised maximum likelihood classification, using the software Sentinel Application Platform (SNAP) which is made available to the general public free by the European Space Agency (ESA), via the site https://step.esa.int/main/download/snap-download/. This enabled us to perform a diachronic analysis of the evolution of land-use in the basin studied. This operation was preceded by operations of preprocessing and recognition of objects in the field by photography and global positioning system (GPS). satellite images preprocessing refers to all the process applied to raw data to correct geometric and radiometric errors that characterize certain satellite images. These errors are generally due to technical problems with the satellites and interactions between outgoing electromagnetic radiation and atmospheric aerosols, also called ‘atmospheric noise’. The atmospheric disturbances are influenced by various factors that are present on the day of acquisition, including weather, fires, and other human activities. They affect all the images acquired by passive satellites including Landsat 4-5-7 and 8. The downloaded Landsat images being orthorectified, the preprocessing involved atmospheric correction of the images and reprojection into the local system (WGS_84_UTM_Zone_33N). For this, neo-channels were created, to increase the readability of the data by enhancing certain properties less obvious in the original image, thus showing more clearly the elements of the scene. Three indices are therefore created, namely: the Normalized Difference Vegetation Index (NDVI, Equation (1)), the brightness index (BI, Equation (2)) and the Normalized Difference Water index (NDWI, Equation (3)) (Ebodé et al. 2020). These indices respectively highlight vegetated surfaces, sterile (non-chlorophyllin) elements such as urban areas and water bodies. The formulae used in creating these indices are:
(4)
(5)
(6)
where NIR = ground reflectance of the surface in the near-infrared channel; R = ground reflectance of the surface in the red channel and MWIR: ground reflectance of the surface in the mid-wave infrared channel. The use of Google Earth, as well as the spaces sampled from the GPS, made it possible to identify with certainty the impervious areas (buildings, savannas, bare soils, and crops), water bodies (large rivers, lakes and ponds) and forest (secondary, degraded, non-degraded and swampy) of each mosaic. Before the classification, the separability of the spectral signatures of the sampled objects to avoid interclass confusion was assessed by calculating the ‘transformed divergence’ index. The value of this index is between 0 and 2. A value >1.8 indicates a good separability between two given classes. The different classes used in this study show good separability between them, irrespective of the image considered, with indices >1.9. The validation of the classifications obtained was carried out using the confusion matrix, making it possible to obtain treatment details to validate the choice of training plots.

Maps of elevation, slope, drainage density and distance from river were automatically generated using ArcGis 10.5 software.

Mapping flooding risk area

The FR model is the one retained for this study. This model establishes the relationship between the occurrence of floods and various variables known to cause flooding. The values of the indices of the frequency ratio are calculated according to the formula:
(7)
where FSI and FR are, respectively, the flood susceptibility index and the frequency ratio for each variable/class.
The FR is the ratio of the flooded area to the total study area that delineates the flooded area from the non-flooded area (Samanta et al. 2018). It is calculated according to the formula:
(8)
where E is the number of floods for each class; F is the total number of floods; M is the area of each class; L is the total area of the study area.

The values of the FR indicate the types of correlation between the different factors and the floods. FR value greater than 1 indicates a strong correlation with flooding; on the other hand, a value less than 1 indicates a weak correlation with flooding.

To obtain the flood map, all variables are converted to raster format. The spatial resolution of each of the raster has been defined on cell size of 15 m × 15 m, and it is integrated into the ArcGIS database. This integrated database has been reclassified into five classes of flood sensitivity, namely very low, low, medium, high and very high.

The main trends in hydrological variability reported here are those identified for the mean (annual and seasonal) and extreme (maximum and minimum) flows.

Average flows

The Pettitt and Mann Kendall tests applied to the series of annual and seasonal modules of the Mefou detected significant trends. A major upward break has been highlighted by the Pettitt test in the different cases during the hydrological year 1985–86 (Figure 2). The resulting rates of change are between +27.8% (autumn) and +66.4% (spring). The analysis of decadal deviations also reveals an increase in Mefou flows since the 1980s, although a slight drop is observed during the 2010s (Table 1). A comparison made with other equatorial rivers such as the Ntem and the Ogooue or even with the Nyong, whose time series were analyzed using the same approach (Liénou et al. 2008; Conway et al. 2009), reveals opposite evolutions. First of all, the statistically significant rupture which was detected marks, in the case studied, the beginning of a wet hydrological phase, whereas it is an evolution in the opposite direction on the aroused rivers. It then appears that this is later on the Mefou (1985–86); conversely, it occurred much earlier on the three other rivers being compared, more precisely in 1977 on the Ogooué at Fougamou, in 1971 on the Ntem at Ngoazik and in 1973 on the Nyong at Mbalmayo.
Table 1

Deviations (%) of the decadal, annual and seasonal averages of precipitation, discharges and runoff coefficients compared to their interannual means in the Mefou basin

VariablesDecadesDecadal deviations
AnnualSpringSummerAutumnWinter
Rainfall 1950 3.1 7.5 −27.1 3.9 20.4 
1960 4.8 −5 10.5 38.4 
1970 −3 3.5 −24.7 −7.7 20.8 
1980 4.7 2.9 30.2 4.7 −30.6 
1990 −9.7 −19.4 19.3 −5.6 −19.5 
2000 5.7 8.4 18.1 0.4 −1.2 
2010 −12.6 −11.2 −15.1 −9 −41.2 
Discharges 1960 −18.7 −29.8 −35.7 −10.4 −11.7 
1970 −30.4 −33.5 −38.8 −18.2 −29.3 
1980 26.7 9.3 48.3 28.2 24.5 
1990 − − − − − 
2000 23.6 28.5 24.8 12.4 17.3 
2010 14.8 21.8 7.2 9.7 0.3 
Ke 1960 −55.7 −29.4 −40.8 −18.2 −61.8 
1970 −65.4 −35.7 −7.0 −1.0 −76.9 
1980 −2.1 −10.2 −25.6 0.3 −0.2 
1990 − − − − − 
2000 −4.4 24.6 17.3 6.8 −8.9 
2010 137.2 43.7 41.2 10.7 161.2 
VariablesDecadesDecadal deviations
AnnualSpringSummerAutumnWinter
Rainfall 1950 3.1 7.5 −27.1 3.9 20.4 
1960 4.8 −5 10.5 38.4 
1970 −3 3.5 −24.7 −7.7 20.8 
1980 4.7 2.9 30.2 4.7 −30.6 
1990 −9.7 −19.4 19.3 −5.6 −19.5 
2000 5.7 8.4 18.1 0.4 −1.2 
2010 −12.6 −11.2 −15.1 −9 −41.2 
Discharges 1960 −18.7 −29.8 −35.7 −10.4 −11.7 
1970 −30.4 −33.5 −38.8 −18.2 −29.3 
1980 26.7 9.3 48.3 28.2 24.5 
1990 − − − − − 
2000 23.6 28.5 24.8 12.4 17.3 
2010 14.8 21.8 7.2 9.7 0.3 
Ke 1960 −55.7 −29.4 −40.8 −18.2 −61.8 
1970 −65.4 −35.7 −7.0 −1.0 −76.9 
1980 −2.1 −10.2 −25.6 0.3 −0.2 
1990 − − − − − 
2000 −4.4 24.6 17.3 6.8 −8.9 
2010 137.2 43.7 41.2 10.7 161.2 
Figure 2

Evolution of precipitations, discharges and runoff coefficients (Ke) of the studied basin at annual and seasonal time steps, according to the Pettitt and Mann Kendall tests. Vertical dashed lines indicate the rupture year and the corresponding rates of change appear on their right sides. Oblique dashed lines indicate trends.

Figure 2

Evolution of precipitations, discharges and runoff coefficients (Ke) of the studied basin at annual and seasonal time steps, according to the Pettitt and Mann Kendall tests. Vertical dashed lines indicate the rupture year and the corresponding rates of change appear on their right sides. Oblique dashed lines indicate trends.

Close modal

Extreme flows

Concerning extreme discharges, we noted an increase in all the ranges of minimums and maximums after the break (Figure 3). The minimums increased at rates ranging from +57.1% (90-day minimum) to 82.3% (7-day minimum) (Table 2). Increases in maximums range from 31.2% (7-day maximum) to 46.5% (90-day maximum). On the other hand, the dates of appearance of the annual maximums and minimums decreased after the break. They respectively went from 302 to 180 and from 88 to 87 (Table 2). All this reflects a greater sensitivity of the watershed to seasonal precipitation capable of producing rapid flood flows on the slopes and leading to a quick response of the river at the outlet. Urbanization effects on flows have already been demonstrated in a larger basin in the region studied, in this case, that of the Nyong (Ebodé et al. 2020). These are reflected not only in the maintenance of the maximums, while the rainfall that generates them decrease, but also in a precocity in their average appearance date over time.
Table 2

Statistics relating to the maximum and minimum flows of the Mefou before and after the break

IHA ParametersMean (m3/s)
Coefficient de variation (%)
Variation
Before breakAfter breakBefore breakAfter breakm3/s%
Minimum discharges 
1-day minimum 1.5 2.6 0.33 0.34 +1.1 +73.3 
3-day minimum 1.6 2.9 0.27 0.31 +1.3 +81.2 
7-day minimum 1.7 3.1 0.25 0.29 +1.4 +82.3 
30-day minimum 2.3 3.9 0.27 0.28 +1.6 +69.5 
90-day minimum jours 3.5 5.5 0.27 0.22 +2 +57.1 
Maximum discharges 
1-day maximum 16.4 23.1 0.31 0.19 +6.7 +40.8 
3-day maximum 15.3 20.3 0.31 0.13 +5 +32.6 
7-day maximum 14.1 18.5 0.32 0.12 +4.4 +31.2 
30-day maximum 11.7 15.8 0.35 0.14 +4.1 +35 
90-day maximum 8.8 12.9 0.34 0.19 +4.1 +46.5 
Average Julian date of 
minimum 88 71     
maximum 302 180     
IHA ParametersMean (m3/s)
Coefficient de variation (%)
Variation
Before breakAfter breakBefore breakAfter breakm3/s%
Minimum discharges 
1-day minimum 1.5 2.6 0.33 0.34 +1.1 +73.3 
3-day minimum 1.6 2.9 0.27 0.31 +1.3 +81.2 
7-day minimum 1.7 3.1 0.25 0.29 +1.4 +82.3 
30-day minimum 2.3 3.9 0.27 0.28 +1.6 +69.5 
90-day minimum jours 3.5 5.5 0.27 0.22 +2 +57.1 
Maximum discharges 
1-day maximum 16.4 23.1 0.31 0.19 +6.7 +40.8 
3-day maximum 15.3 20.3 0.31 0.13 +5 +32.6 
7-day maximum 14.1 18.5 0.32 0.12 +4.4 +31.2 
30-day maximum 11.7 15.8 0.35 0.14 +4.1 +35 
90-day maximum 8.8 12.9 0.34 0.19 +4.1 +46.5 
Average Julian date of 
minimum 88 71     
maximum 302 180     
Figure 3

Evolution of minimum and maximum flows over 1 to 90 days of homogeneous periods before and after the rupture/break in the Mefou watershed. The broken lines indicate the mean and the solid lines the standard deviation.

Figure 3

Evolution of minimum and maximum flows over 1 to 90 days of homogeneous periods before and after the rupture/break in the Mefou watershed. The broken lines indicate the mean and the solid lines the standard deviation.

Close modal

Impact of environmental forcings on flows

The difference in evolution between the discharges of the Mefou and those of most other equatorial rivers require explanations which can be found by examining the hydrological modifications observed in the light of the climatic and environmental changes observed in the basin over the same period.

Hydrological alterations incorporating the effects of changes in land use modes

A change detection analysis performed under SNAP, by diachronic comparison of the results of supervised classifications from Landsat images, shows significant changes in land use modes in the Mefou basin. These changes mainly concern the Mfoundi sub-basin (Figure 4). There is an increase in impervious areas (buildings, roads, crops, etc.). Between 1973 and 2018, built and roads increased by 676.9%. On the same interval, bare soils and farmlands increased by 300.4% (Table 3). These increases are to the detriment of swampy forest, continental forest and water bodies, which decreased by −363.1%, 115.8% and −22.2% respectively (Table 3).
Table 3

Evolution of the main land use modes in the Mefou watershed

Land use modesArea occupied in the basin (km2)Change
1973–1987
1987–1999
199920181973–2018
1973198719992018km2%km2%km2%km2%
Built and roads 21.6 57 117.6 167.8 35.4 164.3 60.6 106.3 50.2 42.6 +146.2 +676.9 
Swampy forest 61.6 52.4 24.6 13.3 −9.2 −14.9 −27.8 53 −11.3 −45.9 −48.3 −363.1 
Continental forest 319.2 298 247 147.9 −21.2 −6.6 −51 −17.1 −99.1 −40.1 −173.3 −115.8 
Water 1.1 1.1 0.9 −0.1 11.1 −0.1 −11.1 −0.2 −22.2 
Bare soils and farm lands 24.5 19.7 37.8 98.1 −4.8 −19.5 18.1 94.7 60.3 159.5 +73.6 +300.4 
Land use modesArea occupied in the basin (km2)Change
1973–1987
1987–1999
199920181973–2018
1973198719992018km2%km2%km2%km2%
Built and roads 21.6 57 117.6 167.8 35.4 164.3 60.6 106.3 50.2 42.6 +146.2 +676.9 
Swampy forest 61.6 52.4 24.6 13.3 −9.2 −14.9 −27.8 53 −11.3 −45.9 −48.3 −363.1 
Continental forest 319.2 298 247 147.9 −21.2 −6.6 −51 −17.1 −99.1 −40.1 −173.3 −115.8 
Water 1.1 1.1 0.9 −0.1 11.1 −0.1 −11.1 −0.2 −22.2 
Bare soils and farm lands 24.5 19.7 37.8 98.1 −4.8 −19.5 18.1 94.7 60.3 159.5 +73.6 +300.4 
Figure 4

Changes in the spatial distribution of the main land use modes in the Mefou basin between 1973 and 2018.

Figure 4

Changes in the spatial distribution of the main land use modes in the Mefou basin between 1973 and 2018.

Close modal

Changes of this type and such magnitude can only induce hydrological alterations. The most noticeable in the case studied are the increase in average and extreme discharges and the precocity in the observation of maximums. Concerning the increase in discharges, in a context where the precipitation of the rainy seasons that generate the maximum discharges decreased (Table 1 and Figure 2), the most logical thing would have been to see their drop, which is not the case. The urbanization of this basin seems to be the most relevant factor to justify this trend. In this case, the decrease in precipitation seems to have been compensated by the increase in runoff. The average annual runoff coefficients of this basin have indeed increased significantly since the 1980s (Table 1 and Figure 2), following a phase of accelerated urbanization in the western part of this basin (Yaounde region) from the 1980s, following the subdivision operations undertaken since the end of the 1970s by the municipal authorities (Dzana et al. 2004). In the case of the earliness of the maximums, the changes in surface conditions observed reduce the duration necessary for their appearance by accentuating the runoff they cause. Thresholds of impermeable surfaces beyond which urbanization is supposed to have, at the basin scale, a statistically significant influence on river discharge are proposed in literature, although the figures put forward by the various authors are somewhat dissimilar. Booth & Jackson (1997) thus place this threshold at 10%. Brun & Band (2000) at 20%, while for Yang et al. (2010), this threshold is between 3 and 5%. In all cases, it appears that, this threshold exceeded 40% in the studied basin. Under these conditions, it is logical that hydrological alterations such as those highlighted occur.

The amplifying role of precipitation variations in observed hydrological fluctuations

Summer rainfall are the only ones that increased significantly in the Mefou basin. The noted surplus after the break is +42.8% (Figure 2). Annual rainfall and that of other seasons decrease. Statistically significant decreases were noted for autumn (in 1972–73) and winter (in 1978–79) rainfall. The deficits recorded after the break in these two cases are −11% and −39% (Figure 2).

The different cases where a downward break was highlighted (autumn and winter) are also those for which the increases in flows are the least significant after the common rupture of 1985–86. On the other hand, the most significant increases in discharges were observed in cases where there is an upward break (summer) or no break (spring). Similarly, the 2010s, characterized by a significant drop in precipitation, is also the one for which the surpluses observed since the 1980s are generally the lowest, apart from the spring for which the excedent remains relatively high (Table 1).

Flooding risk areas

The increase in runoff in a catchment area due to that of impervious areas or rainfall, as is the case in this study, is always accompanied by an increase in flooding. It is more likely insofar as floods generally occur not far from the rivers due to the overflow of the minor bed by the waters. It is that justifies this point being addressed in this study, following the presentation of the results relating to the evolution of flows. The idea, in the end, is to propose a flooding risk areas map of the basin.

The six variables selected for the flooding risk areas mapping in this study each include several classes (Table 4 and Figure 5). Four classes appear on the land use modes map, including buildings and roads, bare soils and crops, forests and water bodies. Among these classes, only buildings and roads (30.34% of the basin) are well correlated with flooding. Their FR is 2.97 (Table 4). The FRs of the other three classes are less than 1.
Table 4

Variables used for determining flooding risk areas from the FR model

VariablesClassArea (km2)Area (%)Flood numbersFrequency ratio
Land use mode Built and roads 130 30.34 28 2.97 
Bare soils 109 25.44 0.38 
Forest 188 43.88 
Water bodies 1.42 0.33 
Elevation (m) 657–742 241.66 56.41 27 1.54 
743–812 130 30.34 0.42 
813–921 40.6 9.48 
922–1,210 16.16 3.77 
Slope (%) 0–5 168.4 39.31 17 1.39 
6–12 181.82 42.44 14 1.06 
13–22 60.2 14.05 
23–69 18 4.20 
Drainage density (km/km23–8 3.1 0.72 
9–14 27.58 6.44 
15–20 207.86 48.52 12 0.79 
21–25 189.88 44.32 19 1.38 
Distance from river (m) 0–387 229.7 53.62 24 1.44 
388–774 157.18 36.69 0.61 
775–1,161 38.24 8.93 
1,162–1,548 3.3 0.77 
Topographic wetness index 3–6 128.22 29.93 0.21 
7–7 198.04 46.23 16 1.11 
8–9 53.38 12.46 1.03 
10–11 48.78 11.39 2.54 
VariablesClassArea (km2)Area (%)Flood numbersFrequency ratio
Land use mode Built and roads 130 30.34 28 2.97 
Bare soils 109 25.44 0.38 
Forest 188 43.88 
Water bodies 1.42 0.33 
Elevation (m) 657–742 241.66 56.41 27 1.54 
743–812 130 30.34 0.42 
813–921 40.6 9.48 
922–1,210 16.16 3.77 
Slope (%) 0–5 168.4 39.31 17 1.39 
6–12 181.82 42.44 14 1.06 
13–22 60.2 14.05 
23–69 18 4.20 
Drainage density (km/km23–8 3.1 0.72 
9–14 27.58 6.44 
15–20 207.86 48.52 12 0.79 
21–25 189.88 44.32 19 1.38 
Distance from river (m) 0–387 229.7 53.62 24 1.44 
388–774 157.18 36.69 0.61 
775–1,161 38.24 8.93 
1,162–1,548 3.3 0.77 
Topographic wetness index 3–6 128.22 29.93 0.21 
7–7 198.04 46.23 16 1.11 
8–9 53.38 12.46 1.03 
10–11 48.78 11.39 2.54 

FR > 1 indicates a good correlation between the class of the variable concerned and the occurrence of floods. FRs in bold are those >1.

Figure 5

Variables used for determining flooding risk areas from the FR model. (a) elevations; (b) slopes; (c) modes of land use; (d) drainage density; (e) distance from the river and (f) topographic wetness index.

Figure 5

Variables used for determining flooding risk areas from the FR model. (a) elevations; (b) slopes; (c) modes of land use; (d) drainage density; (e) distance from the river and (f) topographic wetness index.

Close modal

As in the case of the land use modes, the basin elevations have been reclassified into four categories (657–742 m; 743–812 m; 813–921 and 922–1,210). Only the 657–742 m class (56.41% of the total area of the basin) is well correlated with flooding, with an FR of 1.54 (Table 4).

The basin slopes were also divided into four classes (0–5%; 6–12%; 13–22% and 23–69%). Only the slope classes of 0–5% (39.31% of the basin) and 6–12% (42.44% of the basin) are well correlated with flooding. Their respective FRs are 1.39 and 1.06 (Table 4).

The basin drainage densities are divided into four classes (3–8 km/km2; 9–14 km/km2; 14–20 km/km2 and 21–25 km/km2 (Table 4). Apart from the 21–25 km/km2 class, no other class is well correlated with flooding. Its basin occupancy rate is 44.32% and its FR is 1.38 (Table 4).

Four classes (0–387 m; 388–774 m; 775–1,161 m and 1,162–1,548 m) also appear on the distances from the river map (Table 4). The 0–387 m class, whose occupancy rate is 53.62%, is the only one for which the FR is greater than 1 (Table 4).

The topographic wetness indices of the basin are also divided into four classes (3–6; 77; 8–9; 10–11). Classes 3–7 (29.83% of the basin) is the only one for which the FR is less than 1. The other classes are well correlated to flooding with FRs that vary between 1.03 (8–9) and 2.54 (10–11) (Table 4).

The FR values calculated for each parameter vary between 0 and 2.97 in the study area (Table 4). A FR value of less than 1 indicates a weak correlation with flooding, and the reverse otherwise (Samanta et al. 2018). Subsequently, a flood susceptibility database was developed using the FR model equation (Equation (8)). The database created was reclassified into five flood sensitivity categories, namely, very low, low, medium, high and very high. Figure 6 presents the flood sensitivity classes. The flood sensitivity analysis indicates that 2.67, 7.22, 22.5, 35.25 and 32.36% of the catchment area are respectively delineated into very low, low, medium, high and very high flood vulnerability classes (Table 5).
Table 5

Statistics relating to the spatial distribution and degree of precision of flooding risk areas in the Mefou watershed

Flood suceptibility classArea (km2)Area (%)Training flood locations (31)
Validation flood locations (16)
Number%Number%
Very low 11.46 2.67 0.00 0.00 
Low 30.94 7.22 0.00 0.00 
Medium 96.39 22.50 6.45 18.75 
High 151 35.25 14 45.16 43.75 
Very high 138.63 32.36 15 48.39 37.50 
Total 428.42 100.00 31 100.00 16 100.00 
Prediction accuracy and success rate   29 93.55 13 81.25 
Flood suceptibility classArea (km2)Area (%)Training flood locations (31)
Validation flood locations (16)
Number%Number%
Very low 11.46 2.67 0.00 0.00 
Low 30.94 7.22 0.00 0.00 
Medium 96.39 22.50 6.45 18.75 
High 151 35.25 14 45.16 43.75 
Very high 138.63 32.36 15 48.39 37.50 
Total 428.42 100.00 31 100.00 16 100.00 
Prediction accuracy and success rate   29 93.55 13 81.25 

The calculation of the total degree of accuracy only includes the areas with high and very high flooding risk.

Figure 6

Map of flooding risk areas in the Mefou watershed.

Figure 6

Map of flooding risk areas in the Mefou watershed.

Close modal

High and very high flooding risk areas are where flooding is most likely to occur. They are characterized by significant imperviousness, low elevations, low slopes, high proximity to the river, high drainage density and a high topographic wetness index (Table 4).

To validate the FR model, it is important to calculate the success rate and accuracy of the predictions. The success rate was calculated using 31 historical flood points. The accuracy prediction was calculated using 16 historical flood points. Future flooding is most likely to occur in high and very high flooding risk areas (Samanta et al. 2018). The prediction success and accuracy rates are 93.55% and 81.25% (Table 5). Such accuracy of the prediction validates the FR model in the watershed studied and proves at the same time that it is suitable for mapping the areas at risk of flooding in the region studied.

The objectives of this study were both to investigate the impact of precipitation variability and land use change on the hydrological dynamics of the Mefou river over the recent period (1963–2018), and draw up a basin flooding risk area map. Between 1973 and 2018, the Mefou watershed experienced changes in land use modes, mainly marked by a significant increase in impervious areas (+530%) to the detriment of forest areas (−52.9%) and water bodies (−80.4%). These changes caused a significant increase in the average and extreme flows of the Mefou river from 1985 to 1986. They are also at the origin of the precocity in the maximum appearance. The rainfall trends observed in this basin have contributed to amplifying this increase in some cases and reducing it in others. The summer and spring, whose rainfall respectively recorded an upward break and no break, are also the seasons for which the increases in runoff are the most significant. Conversely, autumn and winter, which recorded significant decreases in rainfall, experienced the weakest increases. Floods are often recurrent in basins with such hydrological behaviour. To enable policymakers to reduce the vulnerability of populations to this disaster, the proposed flood risk areas map shows that 2.67, 7.22, 22.5, 35.25 and 32.36% of the catchment area are respectively delineated into very low, low, medium, high and very high flood vulnerability classes.

Although this study provides useful information on the general behavior of flows in the Mefou watershed, it nevertheless leaves some uncertainties related to the gaps in the observed flow series. Other information that could have been obtained in the absence of these gaps has probably remained latent. Regular measurements of the flows of the Mefou river are therefore essential to solve this problem.

Data cannot be made publicly available; readers should contact the corresponding author for details.

The author declares there is no conflict.

Amogu
O.
,
Descroix
L.
,
Yéro
K. S.
,
Le Breton
E.
,
Mamadou
I.
,
Ali
A.
,
Vischel
T.
,
Bader
J.-C.
,
Moussa
I. B.
, Gautier, E., Boubkraoui, S. & Belleudy, P.
2010
Increasing river flows in Sahel?
Water
2
,
170
199
.
Araghi
A.
,
Mousavi Baygi
M.
,
Adamowski
J.
,
Malard
J.
,
Nalley
D.
&
Hasheminia
S. M.
2014
Using wavelet transforms to estimate surface temperature trends and dominant periodicities in Iran based on gridded reanalysis data
.
Atmos. Res.
155
,
52
72
.
https://doi.org/10.1016/j.atmosres.2014.11.016
.
Aulenbach
B. T.
,
Landers
M. N.
,
Musser
J. W.
&
Painter
J. A.
2017
Effects of impervious area and BMP implementation and design on storm runoff and water quality on eight small watersheds
.
JAWRA J. Am. Water Resour. Assoc.
53
,
382
399
.
doi:10.1111/1752-1688.12501
.
Bodian
A.
,
Diop
L.
,
Panthou
G.
,
Dacosta
H.
,
Deme
A.
,
Dezetter
A.
,
Ndiaye
P. M.
,
Diouf
I.
&
Vischel
T.
2020
Recent trend in hydroclimatic conditions in the Senegal River Basin
.
Water
12
,
436
.
https://doi.org/10.3390/w12020436
.
Booth
D. B.
&
Jackson
C. R.
1997
Urbanization of aquatic systems: degradation thresholds, stormwater detection, and the limits of mitigation
.
J. Am. Water Res. Assoc.
33
,
1077
1090
.
https://doi.org/10.1111/j.1752–1688.1997.tb04126.x
.
Brun
S. E.
&
Band
L. E.
2000
Simulating runoff behavior in an urbanizing watershed
.
Comp. Environ. Urban Syst.
24
,
5
22
.
https://doi.org/10.1016/S0198-9715%2899%2900040-X
.
BUCREP
2011
Rapport de Présentation des Résultats Définitifs du Recensement de la Population en 2005
.
Yaoundé, Cameroon
.
Conway
D. P.
,
Persechino
A.
,
Ardoin–Bardin
S.
,
Hamandawana
H.
,
Dieulin
C.
&
Mahé
G.
2009
Rainfall and river flow variability in sub-saharan Africa during the 20th century
.
J. Hydrom.
10
,
41
59
.
Diem
J. E.
,
Hill
T. C.
&
Milligan
R. A.
2018
Diverse multi-decadal changes in streamflow within a rapidly urbanizing region
.
J. Hydrol.
556
,
61
71
.
doi:10.1016/j.jhydrol.2017.10.026
.
Dzana
J. G.
,
Amougou
J. A.
&
Onana
V.
2004
Modélisation spatiale des facteurs d'aggravation des écoulements liquides à yaoundé
.
Application au Bassin Versant D'Akë, Mosella
29
,
78
91
.
Ebodé
V. B.
2022a
Variabilité Hydroclimatique en Afrique Centrale Occidentale Forestière: Entre Analyse des Fluctuations Observées, Modélisation Prédictive et Recherche des Facteurs Explicatifs
.
Thèse de doctorat
,
Université de Yaoundé 1
.
Ebodé
V. B.
,
Mahé
G.
,
Dzana
J. G.
&
Amougou
J. A.
2020
Anthropization and climate change: impact on the discharges of forest watersheds in Central Africa
.
Water
12
,
2718
.
https://doi.org/10.3390/w12102718
.
Ebodé
V. B.
,
Mahé
G.
&
Amoussou
E.
2021
Changement climatique dans le bassin versant de l′Ogooué: évolution récente et impact sur les écoulements
.
Proc. Int. Assoc. Hydrol. Sci.
384
,
247
253
.
https://doi.org/10.5194/piahs-384-247-2021
.
Ebodé
V. B.
,
Braun
J. J.
,
Nnomo
B. N.
,
Mahé
G.
,
Nkiaka
E.
&
Riotte
J.
2022a
Impact of rainfall variability and land use change on river discharge in South Cameroon
.
Water
14
,
941
.
https://doi.org/10.3390/w14060941
.
Ebodé
V. B.
,
Dzana
J. G.
,
Nkiaka
E.
,
Nka
N. B.
,
Braun
J. J.
&
Riotte
J.
2022b
Effects of climate and anthropogenic changes on current and future variability in flows in the So'o River Basin (south of Cameroon)
.
Hydrol. Res.
53
(
9
),
1203
1220
.
https://doi.org/10.2166/nh.2022.047
.
Ewane
E. B.
&
Lee
H. H.
2020
Assessing land use/land cover change impacts on the hydrology of Nyong River Basin, Cameroon
.
J. Mt. Sci.
17
(
1
),
50
67
.
https://doi.org/10.1007/s11629-019-5611-8
Gibson
C. A.
,
Meyer
J. L.
,
Poff
L. E.
&
Georgakakos
A.
2005
Flow regime alterations under changing climate in two river basins: implications for freshwater ecosystems
.
River Res. Appl.
21
,
849
864
.
doi:10.1002/rra.855
.
Hirsch
R. M.
&
Slack
J. R.
1984
A nonparametric trend test for seasonal data with serial dependence
.
Water Resour. Res.
20
,
727
732
.
https://doi.org/10.1029/WR020i006p00727
.
Kouassi
A.
2007
Caractérisation D'une Modification Eventuelle de la Relation Pluie-Débit et ses Impacts Sur Les Ressources en eau en Afrique de L'Ouest : Cas du Bassin Versant du N'zi (Bandama) en Côte D'Ivoire
.
Thèse de Doctorat
,
Université de Cocody
,
Abidjan, Côte d'ivoire
.
Kpoumié
A.
,
Ngouh
A. N.
,
Mfonka
Z.
,
Nsangou
D.
,
Bustillo
V.
,
Ndam
N. J.
&
Ekodeck
G. E.
2022
Spatio-temporal assessing rainfall and dam impacts on surface runoff in the Sanaga river basin (transition tropical zone in central part of Cameroon)
.
Sustainable Water Resour. Manage.
8
,
26
.
https://doi.org/10.1007/s40899-022-00624-1
.
Letouzey
R.
1985
Notice de la Carte Phytogéographique du Cameroun au 1/500000
.
Institut de la Carte Internationale de la Végétation
,
Toulouse, France
.
L'Hôte
Y.
,
Mahé
G.
&
Somé
B.
2003
The 1990s rainfall in the Sahel: the third driest decade since the beginning of the century. Reply to discussion
.
Hydrol. Sci. J.
48
(
3
),
493
496
.
doi:10.1623/hysj.48.3.493.45283
.
Liénou
G.
,
Mahé
G.
,
Paturel
J. E.
,
Servat
E.
,
Sighomnou
D.
,
Ekodeck
G. E.
,
Dezetter
A.
&
Dieulin
C.
2008
Evolution des régimes hydrologiques en région équatoriale camerounaise: un impact de la variabilité climatique en zone équatoriale?
Hydrol. Sci. J.
53
,
789
801
.
doi:10.1623/hysj.53.4.789
.
Natarajan
L.
,
Usha
T.
, Gowrappan, M., Kasthuri, B., Moorthy, P. & Chokkalingam, L.
2021
Flood susceptibility analysis in chennai corporation using frequency ratio model
.
J. Indian Soc. Remote Sens.
49
,
1533
1543
.
https://doi.org/10.1007/s12524-021-01331-8
.
Nka
N. B.
,
Oudin
L.
,
Karambiri
H.
,
Paturel
J. E.
&
Ribstein
P.
2015
Trends in floods in West Africa: analysis based on 11 catchments in the region
.
Hydrol. Earth Syst. Sci.
19
,
4707
4719
.
doi:10.5194/hess-19-4707-2015
.
Nsangou
D.
,
Kpoumié
A.
, Mfonka, Z., Bateni, S., Ngouh, A. & Ndam Ngoupayou, J.
2022
The mfoundi watershed at yaoundé in the humid tropical zone of Cameroon: a case study of urban flood susceptibility mapping
.
Earth Syst. Environ.
6
,
99
120
.
https://doi.org/10.1007/s41748-021-00276-9
.
Oudin
L.
,
Salavati
B.
,
Furusho-Percot
C.
,
Ribstein
P.
&
Saadi
M.
2018
Hydrological impacts of urbanization at the catchment scale
.
J. Hydrol.
559
,
774
786
.
doi:10.1016/j.jhydrol.2018.02.064
.
Richter
B. D.
,
Baumgartner
J. V.
,
Braun
D. P.
&
Powell
J.
1998
A spatial assessment of hydrologic alteration within river network
.
Regul. Rivers Res. Manag.
39
,
329
340
.
Yang
G. X.
,
Bowling
L. C.
,
Cherkauer
K. A.
,
Pijanowski
B. C.
&
Niyogi
D.
2010
Hydroclimatic response of watersheds to urban intensity: an observational and modeling-Based analysis for the white river basin (Indiana)
.
J. Hydrometeorol.
11
,
122
138
.
https://doi.org/10.1175/2009JHM1143.1
.
This is an Open Access article distributed under the terms of the Creative Commons Attribution Licence (CC BY 4.0), which permits copying, adaptation and redistribution, provided the original work is properly cited (http://creativecommons.org/licenses/by/4.0/).