Using the soil and water assessment tool (SWAT), runoff in pervious and impervious urban areas was simulated in this study. In the meantime, as a novel application of machine learning, the emotional artificial neural network (EANN) model was employed to enhance the SWAT obtained for this study. As a result of the EANN model's capabilities in rainfall–runoff phenomena, the SWAT-EANN couple model has been used to assess urban flooding. The pervious, impervious, and water body areas of the study area were classified and mapped to estimate the cover change over three epochs. Land use map, precipitation data, temperature (minimum and maximum) data, wind speed, relative humidity, soil map, solar radiation, and digital elevation model were used as inputs for modelling rainfall–runoff of the study area in the ArcGIS environment. The accuracy assessment of this study was excellent (root-mean-square error 1 mm of precipitation). It also revealed that (a) a land use map illustrating changes in impervious, pervious surface, and water body for 1998, 2008, and 2018; (b) runoff modelling using a historical pattern of rainfall–runoff changes (1998–2018); and (c) descriptive statistical analysis of the runoff results of the research. This research will aid in urban planning, administration, and development. Specifically, it will prevent flooding and environmental problems.

  • This study complimented others on exploring rainfall–runoff modelling of pervious and impervious areas in Cross River State, Nigeria. In this study, the run-up modelling using the soil and water assessment tool model, and geographical information system/remote sensing systems were utilized to extract details of the land cover and to analyse the rainfall–runoff using logistic regression and other descriptive statistical analysis.

The urban area as an exceptional ecological system acts as integrated region that unified the residents and their nearby environment (Mahdy & Rizk 2023). Urbanisation significantly transforms the original environment, conveying intense changes during the conversion from natural to anthropic landscapes (Roccati et al. 2018). Along with urban expansion and construction, the initial land cover, such as grasslands and forests, is increasing substitutes by larger extents of impervious surfaces (Pouyat & Pavao-Zuckerman 2017). The alterations of the land cover resulted in a substantial decrement in urban rainwater infiltration capacity and interception (Shao et al. 2018; Aliasghar et al. 2022). Furthermore, changes in local climate extremely affect storm drainage within urban and nearby areas, prompting urban areas to become vulnerable to short-duration extreme rainfall and high intensity (Douglas et al. 2018). These dynamics causes augmented risks from rainfall as well as runoff, and storm-related flood hazards within urban regions. The impacts could be mitigated through the improvement of awareness, early warning, prediction, and mapping. Flood-prone areas prediction employing land use maps, precipitation data and digital elevation model (DEM), and flood hazard maps are critical for better city planning (Darabi et al. 2018; Konin et al. 2022; Nejatian et al. 2023).

Generally, in Nigeria at the local and regional scale, the majority of the study on runoff was conducted using conventional approaches. Even though the conventional approaches have allowed investigation of areas' rainfall–runoff in numerous urban statements, these approaches do have limitations (Jehanzaib et al. 2022). First, they are frequently imprecise because of the little part of the runoff areas that are sampled. Second, the limitation is that suitable data are hard to gather because of the cost and data gathering times related to surface water runoff volumes. The third limitation of the conventional approaches is the logistic implication. The sample size limitations, timeliness, expenditure, and access can conceivably be addressed at a sequence of scales by utilising the geospatial-modelling approach (runoff modelling) in the study area.

Previous studies have utilised various types of models for assessing runoff within urban areas. These models comprise Illinois Urban Drainage Area Simulator (Survey et al. 1974), Hydrological Simulation Program-FORTRAN (Al-Abed & Al-Sharif 2008), Technical Release 55 (TR-55) (Scs 1986), Storm Water Management Model (Peterson & Wicks 2006), Hydrologic Engineering Center-River Analysis System (Zhang & Johnson 2017), and Urban Flood Cell Model (MODCEL) (Miguez & de Magalhaes 2010). Furthermore, multicriteria decision analysis tools for geographical information system (GIS) based, like the analytic hierarchy process (Malczewski 2006), have been widely used. However, because of the particularity and complexity of urban planning tasks, such as crisscrossed underground drainage networks, complex urban terrain, and imposed restrictions by urban management, it is difficult to obtain enough data for hydrological monitoring (Jacobson 2011). This escalated the difficulty in conducting rainfall–runoff research, while predicting flood-prone areas are equally facing many challenges (Kourgialas & Karatzas 2011). Hence, techniques relating to hydrological models as well as 3S technology (comprising GIS, remote sensing (RS), and global positioning system, were adopted for investigating urban rainfall–runoff and related issues (Saadi et al. 2022). All these techniques help to comprehend spatial scales, and patterns of the urban landscape, which influences the processes of rainfall–runoff in the area.

The selection of a hydrological model capable of simulating the impacts of climate change on a region's water resources system, considering the diverse conditions of agricultural management and water resources, will greatly influence the assessment of these effects and enhance decision-making processes for organizations and stakeholders (Ualiyeva et al. 2022). The findings of the conducted research indicate that the utilization of the soil and water assessment tool (SWAT) model, which has the capability to concurrently simulate the interdependent influences of hydrological variables and agricultural management practices (e.g., runoff, evaporation, transpiration, and groundwater) as well as plant-related variables (e.g., yield), within basins characterized by complex land use conditions and diverse soil types, represent a viable and appropriate choice.

This approach represents an alternate methodology for flow forecasting that relies on data-driven techniques, namely, on machine learning algorithms. These models have the capability to acquire knowledge of nonlinear associations among variables and discern the connection between input and output elements of a process without necessitating a comprehensive understanding of its physical attributes (Chen et al. 2023). The application of machine learning in diverse hydrological forecasting scenarios has undergone extensive evaluation and has been extensively documented in recent years. Predicting streamflow in ungauged watersheds, when gauged data are lacking, poses a formidable challenge irrespective of the model employed. The application of machine learning in ungauged watersheds is not feasible due to the requirement of observed flow data for training the model. Watershed models, such as the SWAT, have the potential to be utilized in ungauged watersheds. However, the lack of observational data poses uncertainty regarding their effectiveness and suitability in such contexts. Alternatively, in cases when there are watersheds in close proximity to the research area that have existing streamflow data, it is possible to employ regionalization procedures to utilize watershed models or empirical methodologies.

Essenfelder & Giupponi (2020) presented a methodological framework aimed at simulating the flow contributions of interbasin water transfers in situations where observational data are lacking. This framework involves the integration of machine learning techniques with hydrologic modelling. The methodology presented in this study utilizes a hydrologic model, specifically the SWAT, to replicate the rainfall–runoff process within a watershed. In addition, a machine learning algorithm is employed to simulate the decision-making process involved in interbasin water transfer. To enhance the accuracy of daily flow forecast in unmonitored watersheds, a hybrid model was devised by integrating the SWAT-ANN couple model (Noori & Kalin 2016). The initial step was the simulation of daily streamflow using the SWAT. Subsequently, the simulated baseflow and stormflow from SWAT were utilized as inputs for the artificial neural network (ANN) model. Senent-Aparicio et al. (2020) integrated the SWAT model with the chloride mass balance approach to enhance the simulation of streamflow in basins with high-permeability bedrock that receive interbasin groundwater flow. The proposed methodological framework encompasses the original conceptualization of the system and the development of a novel formulation. This framework offers a reliable approach for addressing comparable basins where the baseflow component is predominantly influenced by the interbasin groundwater flow.

Recent hydrological studies have been conducted in various regions of the world (Marshall et al. 2004, 2018; Vaze et al. 2010; Guo et al. 2018). The majority of these studies focused on rainfall–runoff modelling at the level of the community or a small catchment, as opposed to the larger area. In Nigeria's Cross River State, pervious and impervious areas were modelled for rainfall–runoff in this study, complementing the work of others. In this study, run-up modelling with the SWAT model and GIS/RS systems were used to extract details of the land cover and analyse the rainfall–runoff using logistic regression and other descriptive statistical methods. This study employed the emotional artificial neural network (EANN) model as a novel application of machine learning to improve the obtained SWAT. Due to the EANN model's capabilities in simulating the rainfall–runoff phenomenon, the SWAT-EANN coupled model has been employed to evaluate urban flooding. This is essential for quantitatively identifying regions with higher and lower runoff. This identification will enhance urban planning and development in an effort to prevent the recurrence of floods and other related catastrophes.

In runoff modelling, black-box and white-box models are two approaches, each with their own advantages and disadvantages. Black-box models, also known as empirical or data-driven models, are based on the statistical relationship between input and output data and do not require in-depth knowledge of the physical processes involved. Black-box models have the benefit of being simple and easy to implement. In cases where the mechanisms governing the runoff process are not well understood or when data are limited, they can provide reasonably accurate results. In addition, black-box models are renowned for their adaptability, as they can be applied to various regions and runoff scenarios. However, black-box models lack physical interpretation because they do not explicitly consider the mechanics of the underlying process. This can be considered a disadvantage when insight into the contributing factors and mechanisms influencing runoff is required. In addition, black-box models may have difficulty generalizing well beyond the data range used for calibration (Tajfar et al. 2023).

White-box models, also referred to as physically based models, explicitly represent the underlying process mechanics and incorporate knowledge of the catchment's physical properties. This allows for a deeper understanding of the factors that influence runoff and the evaluation of hypothetical scenarios. When examining the effects of land use changes or climate variability on runoff, white-box models can be especially beneficial. In addition, white-box models have the ability to handle extreme or rare events that may not be adequately represented by empirical relationships captured by black-box models. However, white-box models require more specific catchment information, such as soil properties, rainfall characteristics, and land use patterns, which is not always readily available. In addition, the complexity and computational requirements of white-box models can be a limiting factor, particularly when simplified approximations are required due to limited data or resources (Bhuvaneswari et al. 2022).

By using the SWAT-EANN couple model, a more precise runoff modelling of pervious and impervious areas prediction was attempted in this study.

Study area

The study was specifically conducted in pervious and impervious areas of Cross River state, located in the Niger Delta region, Nigeria (Figure 1). This region is known as the oil-producing states, which comprise 9 of 36 states of Nigeria: Bayelsa, Abia, Akwa-Ibom, Delta, Cross River, Edo, Ondo, Imo, and Rivers. Geographically Cross River state is located between Latitude 5°45′00.0″N and Longitude 8°30′00.0″E within the Niger Delta region, as well as occupying 20,156 km2. To the north, it shares boundaries with Benue State, by the west Abia and Ebonyi States, the Cameroon Republic to the east, and the Atlantic Ocean and Akwa-Ibom by the south.
Figure 1

Study area, Cross River State, Nigeria.

Figure 1

Study area, Cross River State, Nigeria.

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Materials

There were six main data utilised in this research, which include land use mapped, DEM, precipitation data, temperature, wind and humidity data, and land cover of the study area obtained from Google Earth. Furthermore, the software and hardware used were also described. More information about the data and their sources were discussed as follows:

  • (a)

    Land use map: The map was generated by using Landsat 5 thematic mapper, Landsat 7 enhanced thematic mapper plus (ETM+), and Landsat 8 Operational Land Imager (OLI), for 1998, 2008, and 2018, respectively. This process was successfully realised by using the maximum likelihood classification technique in ArcGIS 10.4 software to classify pervious and impervious land cover areas. All the Landsat images have 30 m spatial resolution, identified as a medium spatial resolution satellite image. Similarly, the images were obtained from the United State Geological Survey (USGS).

  • (b)

    DEM: DEM data were used among the input of the SWAT model like a land use map. The DEM was obtained from the National Aeronautics and Space Administration (NASA) website due to the issue of compatibility. The DEM has 14 spectral bands derived from the visible onto the wavelength region of thermal infrared. It has a high spatial resolution of 50–300 feet and is obtained from ASTER images. ASTER is among the instruments of five Earth-observing launched on ‘December. 18, 1999, on NASA's Terra satellite’. The DEM data used in this study were downloaded in February 2019.

  • (c)

    Temperature, wind, and humidity data were obtained from the same source.

Software that were used for the study include Envi 5.3, Microsoft Excel, and ArcGIS 10.4 for data handling that involves database creation, runoff modelling (SWAT model an extension of ArcGIS software), and analysis, PYTHON 3.9 for couple SWAT-EANN model.

Methods

The general methodological flowchart demonstrated more on the general concept of the study (see Figure 2 for more details). However, the detailed processes are convened in the objectives flowcharts.
Figure 2

General flowchart of the SWAT.

Figure 2

General flowchart of the SWAT.

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Mapping and examining the land cover changes based on pervious and impervious areas

This is to map and examine the land cover changes according to pervious and impervious locations to analyse the difference in the study area. Thus, some processes were observed to achieve the set objective, which includes pre-processing, processing of the satellite images, mapping, and estimation of the impervious and pervious landscape of the study area to enable the execution of runoff modelling (Figure 2). This runoff modelling is necessary to allow urban planning and expansion that can prevent the recurrence of floods and related disasters.

Pre-Processing

The pre-processing part includes geometric correction, atmospheric correction, and transformation of the digital number to radiance. All the information is important in particular atmospheric correction reduces the distortions on the satellite images as a result of the effects of cloud cover and shadow within the atmosphere. Equally, the geometric correction was done to make the image represent reality, similar to the geo-referencing technique. Likewise, the conversion of satellite image digital numbers to radiance was realised, as this is important before further processing can be implemented. The stated procedures were achieved using Envi 5.3 image processing software (Chen et al. 2019).

Processing

When an image is finally converted from a digital number to radiance, it eases the processing procedure and permits analysis. Hence, the processing of the image in this stage was done by applying supervised classification techniques. Maximum likelihood classification was used to distinguish between impervious and pervious areas of the study site. More so, water bodies layer were included in conducting the classification in order to have excellent land use maps for runoff modelling. The produced land use maps are among the essential input of the SWAT model.

Mapping and estimation of the impervious and pervious areas
The spatial extents of the pervious, impervious, and water body were mapped and estimated based on three epochs (22 years) of 1998, 2008, and 2018, respectively. The motive behind selecting the three epochs is that changes in land cover can clearly be seen within 20 years. The quantification of the changes, according to hectares, was done as follows. The satellite data used were Landsat with 30 m spatial resolution. Therefore, the area on the satellite for a single pixel was calculated by multiplying 30 m by 30 m. The hectare was obtained by dividing the result (900) of the pixel area by 10,000, as expressed in Equation (1):
(1)
where LPA = Landsat pixel area; 30 × 30 = area of a single Landsat pixel, which is 900; 900/10,000 = nine hundred divided by ten thousand to the single-pixel area in a hectare; and 0.09 × TA = area of a single-pixel of Landsat per hectare multiply by the total area of the interest or account as it's known in ArcGIS software.

Development of a runoff model based on pervious and impervious surfaces using SWAT

This study achieved the development of a runoff model based on an impervious surface analysis via the SWAT model. Therefore, this realisation was possible as SWAT required several sets of spatial as well as temporal parameters (input data). SWAT a semi-distributed model has to process combine and analyse the data spatially using GIS tools. Hence, to enable the usage of the SWAT model, it was attached within GIS software as a free added extension ArcSWAT (2012) for ArcGIS (Kangsabanik & Murmu 2017).

Data sources for SWAT modelling

This study used reliable online sources and Nigerian government agencies such as the Nigerian Meteorological Agency (NIMET). While the online sources include The National Aeronautics and Space Administration (NASA), DIVA-GIS (https://www.diva-gis.org) and USGS among others (Čerkasova et al., 2018). The SWAT needs monthly precipitation values, maximum as well as minimum temperature, relative humidity, solar radiation, and wind speed for modelling several physical processes. Precipitation (rainfall data) and temperature data were downloaded from the NIMET. Hence, 30 years’ data of monthly rainfall (250 mm) and likewise 30 years of 20-degree daily maximum, as well as minimum temperature data (1998–2018) were also employed.

Impervious surface analysis

To identify and categorize regions containing pervious and impervious surfaces, it is necessary to employ a land cover classification technique such as maximum likelihood classification or supervised classification. During the process of land cover classification, a predetermined set of categories was established to differentiate between impervious surfaces and pervious surface areas. To perform the land cover classification with precision, it was necessary to carry out field sampling for the purpose of establishing training sites and reference points. A selection of land cover categories was determined to carry out the analysis of impervious surfaces. The categorization scheme was initially developed with the purpose of ultimately condensing the various classifications into two primary classes: impervious surfaces and pervious surfaces. Bare soil was incorporated into the field sampling and classification procedure to maximize the representation of this class within the image.

After completing the classification of land cover, a decision was taken to adopt a different approach for categorizing areas covered by water. This involved refraining from collecting field samples to determine the exact locations of water. The process of collecting field samples was carried out via a rigorous random sampling technique. The attainment of restricted time and convenient access to destinations within the urbanized region may become unachievable. The samples were collected in a deliberate manner with the intention of ensuring their representativeness in relation to the class they were intended to describe. While the sampling format employed was not random, it is important to note that the samples taken were spatially representative within the designated study area. The availability of samples within the urban area imposed limitations on the collection process. Samples will be collected in areas that are open to the public, excluding private gardens and similar spaces. Every sample exhibited homogeneity and had a diameter of 3 m, which corresponds to 12 pixels. To enhance the robustness of the samples, a criterion was established mandating that the distance between each sample's location and any other class must be at least 5 m. The sampling procedure was conducted utilizing a portable GPS receiver, employing the World Geodetic Surveys (WGS84) as the designated coordinate system.

Analyses of the runoff model using descriptive
To precisely report the runoff modelling, the descriptive statistical analysis by utilising a histogram (to plot the 30 years' runoff and rainfall results) and a logistic model (linear regression) to validate the in situ obtained from the Agency (NIMET). The utmost reliable DEM was used along with other related datasets including land use, soil, and climate (precipitation) as inputs to SWAT. However, the accuracy assessment was conducted by using several statistical approaches such as logistic regression and ‘root-mean-square error’ (RMSE) from observed precipitation data (in situ) and the predicted precipitation data from the SWAT model result. The RMSE and R2 were chosen to develop the relationship between the in situ and predicted data by SWAT. Most importantly, to know the accuracy level, the RMSE Equation (2) can be expressed as follows:
(2)

Emotional artificial neural network

The EANN is an advanced version of neural networks that incorporates an artificial emotion unit responsible for extracting hormones to regulate the functioning of neurons (Nourani 2017). The hormone weights are influenced by the input and output values of nodes within the network. In the EANN framework, the transmission and reception of data occur iteratively between input and output components via nodes that generate dynamic parameters Ha, Hb, and Hc. The coefficients are adjusted based on the observed relationship between the input and output variables, and their values progressively increase during the training iterations. Figure 3 shows an EANN unit scheme. In Figure 3, simple lines and Chinese dots represent the neural and hormonal lines, respectively. Equation (3) represents the output of the EANN model with three hormones Ha, Hb, and Hc (Sharghi et al. 2019):
(3)
where h, i, and j represent the input neurons, the hidden layer, and the output layer, respectively, and f () is an activation function. Synthetic hormones are calculated in Equation (4) (Molajou et al. 2021):
(4)
where the glandity factor must be calibrated during the training phase of EANN to provide the gland with the proper hormone level. Based on the network's output (Yi), the homogenous values undergo a repetitive procedure to update and get the optimal value that aligns with the estimated and observed noise levels. In the present study, the utilization of the emotional backpropagation (EmBP) algorithm for training neural networks was examined. The EmBP algorithm integrates both learning parameters, such as the learning factor (η) and movement rate of the backpropagation algorithm (α), and ‘emotional’ parameters, including the disturbance coefficient (μ) and confidence coefficient (k), to reduce calculation error and computation time. The values of μ is as per the given input pattern and the magnitude of the discrepancy in the net output is contingent upon each individual repetition. The magnitude of the discrepancy in the net output is contingent upon each individual repetition. Throughout the training procedure, the values of μ are systematically reduced, while the value of k is progressively augmented, until reaching a point when the peak level of self-confidence hormone and the nadir level of anxiety hormone are sustained. Thus, the process of training has been successfully accomplished. The EANN algorithm is considered to be a fundamental principle in the field. The backpropagation algorithm is utilized to update the weights in the neural network. During the convergence process, only the forward calculations are performed. The classification of the network is carried out at the output layer. In every iteration of the training process for the EmBP algorithm, the error value in the output neuron is denoted as Δ. The adjustments of the normal weights (Wjh) and bias (Wjb) of the hidden layer are shown in Equations 5 and 6:
(5)
(6)
where δwjh(old) represents the final value of the alternating weight and δwjb(old) represents the final value of the alternating bias. In addition, YHh denotes the output of the hidden neuron. The emotional weight, denoted as Wjm, is revised according to Equation (7).
(7)
where δwjm(old) is the previous alternating emotional weight and Yavg is imposed as the average value of the input pattern on the EANN model in each iteration. The values of μ and k are expressed as Equations (8) and (9).
(8)
(9)
where μ0 is the value of the disturbance factor at the end of the first repetition period.
Figure 3

Workflow of SWAT-EANN modelling.

Figure 3

Workflow of SWAT-EANN modelling.

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In the training method of the EANN model shown in Figure 3, the numerical values of III, II, I, and IV, respectively, indicate the neural elements of input weights, net function, activation function, and output unit, and it is similar to the classic ANN value. VI, V, VII, and VIII, respectively, indicate the weight of the net output, the Hh hormone gland, and the input or output hormone units, respectively, while XI, X, IX, and XII indicate the net hormone unit, the hormone activation function, the net function, and static weight as inputs (Sharghi et al. 2018).

There are three significant results demonstrated in this section, which answered the set objectives of this study. These comprise (1) mapping and examining the land cover changes based on pervious and impervious areas to analyse the difference and used them as an input in the SWAT model. (2) Development of a runoff model based on an impervious surface analysis using the SWAT-EANN model; and (3) analyses of the runoff model using descriptive analyses. These revelations provided by this research could serve as a guideline for predicting urban runoff, which can help in urban management to prevent the occurrence of further flood events.

Mapping and examining the land cover changes based on pervious and impervious areas

In general, the pervious area is considered to be a location that still possesses its natural landscape, such as a forest. In contrast, the impervious area (urban) has been experiencing extreme changes as a result of human activities and other factors. This study's first objective was to map and analyse the locations of pervious and impervious land cover structures (based on 1998, 2009, and 2018 data) within the study area. The total spatial extents of these areas were estimated to be 2088444.4 ha; consequently, impervious areas are expanding, while pervious areas and water bodies are contracting (Table 1). The purpose of these findings was to examine the changes in land cover every 10 years as this will aid in understanding the rate of urban development and flood occurrences. Specifically, it was one of the inputs (as a land use map) used to run the SWAT model. Figures 46 display land cover maps of the study area based on three epochs: 1998, 2008, and 2018 displaying pervious, impervious, and water body regions.
Table 1

Estimation of land cover changes based on area per hectare

Land use land cover area (LULC) (ha)LULC 1998 area (ha)LULC 2008 area (ha)LULC 2018 area (ha)LULC 2008–1998
LULC 2018–2008
LULC 2018–1998
Area (ha)Area (%)Area (ha)Area (%)Area (ha)Area (%)
Impervious 47,081.70 55,931.30 64,161.5 8,849.60 0.39 8,230.20 0.42 17,079.8 0.82 
Pervious 2,018,740.5 2,010,180 2,002,250 8,560.50 0.41 7,930.00 0.38 6,490.50 0.79 
Waterbody 22,622.20 22,333.10 22,032.9 289.10 0.01 300.20 0.01 589.30 0.03 
Total 2,088,444.4 2,088,444.4 2,088,444.4 – – – – – – 
Land use land cover area (LULC) (ha)LULC 1998 area (ha)LULC 2008 area (ha)LULC 2018 area (ha)LULC 2008–1998
LULC 2018–2008
LULC 2018–1998
Area (ha)Area (%)Area (ha)Area (%)Area (ha)Area (%)
Impervious 47,081.70 55,931.30 64,161.5 8,849.60 0.39 8,230.20 0.42 17,079.8 0.82 
Pervious 2,018,740.5 2,010,180 2,002,250 8,560.50 0.41 7,930.00 0.38 6,490.50 0.79 
Waterbody 22,622.20 22,333.10 22,032.9 289.10 0.01 300.20 0.01 589.30 0.03 
Total 2,088,444.4 2,088,444.4 2,088,444.4 – – – – – – 
Figure 4

Land cover maps of Cross River state presenting pervious, impervious, and water body in 1998.

Figure 4

Land cover maps of Cross River state presenting pervious, impervious, and water body in 1998.

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Figure 5

Land cover maps of Cross River state showing pervious, impervious, and water body in 1998 and 2018.

Figure 5

Land cover maps of Cross River state showing pervious, impervious, and water body in 1998 and 2018.

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Figure 6

Changes in pervious, impervious, and water body for (a) 1998, (b) 2008, and (c) 2018, while (i)–(iii) shows their zoomed.

Figure 6

Changes in pervious, impervious, and water body for (a) 1998, (b) 2008, and (c) 2018, while (i)–(iii) shows their zoomed.

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The spatial extents of the three land covers (impervious, pervious, and water body) are presented in Figure 4, whereas Figure 5 demonstrates their changes by proportion (%) every 10 years (1998, 2008, and 2018). The impervious area (urban) was increasing from 39% in 1998 to 86% in 2018, and this was anticipated to occur due to urban expansion and developments related to urbanisation. While on the contrary, the pervious areas (forest) have been decreasing from 79% in 1998 to 38% in 2018. All these aforementioned decreases were due to human developments such as agricultural (oil palm plantation) and industrial activities.

Figure 6 depicts changes in pervious (light green), impervious (red), and water body (blue) land cover features across three epochs (1988, 2008, and 2018) of land cover maps. In 1998, Figure 6(a) reveals the locations dominated by pervious land cover, along with a few impervious locations in the northeastern region of the state. In contrast, in 2008 (Figure 6(b)), impervious areas expanded, displacing pervious and waterbody areas. Moreover, in 2018 (Figure 6(c)), there were significant changes as the impervious land cover continued to increase, as the histogram below demonstrates. The zoomed-out area of the changes within the study site (i, ii, and iii) is presented to justify the alterations, especially in 2018.

Estimation of land cover changes

The total extents of impervious, pervious, and water body (Figure 7) were 47,081.70, 2,018,740.5, and 22,622.20 ha in 1998, 55,931.30, 2,010,180, and 22,333.10 ha in 2008, and 64,161.5, 2,002,250, and 22,032.9 ha in 2018, respectively, as shown in Table 1. In addition, each epoch's (10-year) changes are obtained by subtracting 1998 from 2008, 2018 from 2008, and 1998 from 2018. As forested areas are being replaced by plantations and construction, this pattern of increased impervious and decreased pervious is to be expected. All of these effects are a result of urban expansion and related development, as previously stated. Therefore, it is essential to demonstrate how they were accomplished.
Figure 7

Land cover maps of Cross River State presenting pervious, impervious, and water body in 1998, 2008, and 2018.

Figure 7

Land cover maps of Cross River State presenting pervious, impervious, and water body in 1998, 2008, and 2018.

Close modal

The water body was included in the results to have an excellent and precise presentation of the land use/land cover changes in the study area. The marine areas or water bodies were also decreasing from 3% in 1998 to 1% in 2018. Therefore, the decreasing and increasing patterns occurred generally because of climate change impacts. The outcome of these results was used as inputs for runoff modelling using SWAT-EANN. Similarly, the results can be for urban planning and development.

Development of a runoff model based on an impervious surface using the SWAT-EANN model

Runoff modelling was conducted using the SWAT-EANN model as explained in detail in previous sections of this study. However, the results are based on the scope of the presented historical modelling of runoff for the duration of 21 years (1998–2018). Therefore, the yearly average rainfall and runoff model and runoff on an annual basis were demonstrated. These were realized after running the SWAT-EANN model, for a more precise understanding of the runoff trends. Figure 8 presents the average yearly rainfall and runoff of the study area.
Figure 8

Annual average rainfall–runoff (1998–2018), plotted from SWAT-EANN model output.

Figure 8

Annual average rainfall–runoff (1998–2018), plotted from SWAT-EANN model output.

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In 2012, with an annual average rainfall of 1,979.4 mm, the highest proportion of precipitation was recorded, causing the runoff to increase to 441 mm. This result was anticipated as it was clearly stated in the research problem statement that the location of the study experienced excessive precipitation. As a result of the precipitation, the Niger Delta region of Nigeria experienced the most catastrophic floods in its entire history. The year 2001 had the second-highest proportion of precipitation and runoff, with 1,939 and 412 mm. The year 2008 revealed the lowest annual average rainfall–runoff (1,443.2 and 165 mm). Due to the climatic nature of the environment and the effects of climate change, the overall trend continued to increase and decrease in an average fashion. For a comprehension of the annual runoff patterns of the study area between 1998 and 2018, see Figure 9, which illustrates the annual pattern.
Figure 9

Yearly runoff from 1998 to 2018.

Figure 9

Yearly runoff from 1998 to 2018.

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As demonstrated in Figure 9, the runoff in 2012 revealed the highest (178 mm) (more detailed in the problem statement), followed by 160 mm in 2007. While 152 mm was recorded in 2014 and 134 mm in 2003 and 2010, 123 mm of runoff was the highest among others. The lowest runoff was revealed in 2000 (47 mm), 2008 (63 mm), and 2017 (65 mm) among others. Figure 9 shows that 2012 and 2008 have the highest average proportion of runoff, and also shows that 2007 has the highest total annual runoff. The reason for this fluctuation of the runoffs was the impacts of climate change that influence the quantity of the precipitation within the study area – likewise, soil type (clay and mud) is one of the attributing factors of this fluctuation.

Analyses of the runoff model using descriptive statistic

Section 3 shows that the logistic model, RMSE, and related statistics were used to analyse the runoff model. Figure 10 displays R2 and RMSE for all 20 years of runoff using in situ and forecasted rainfall data. Figure 10 shows R2 and RMSE for the established correlation (relationship) between the two rainfall datasets. This correlation was established in 1998, 2002, 2006, 2010, 2014, and 2018. The purpose of using the quarter is to increase the accuracy of the results. The RMSE results for the remaining years and the six plotted years are presented in Table 2. Adopting RMSE is intended to determine the level of accuracy between the in situ rainfall data and the predicted rainfall from SWAT-EANN. Intriguingly, the results revealed an error of 1 mm across all observation years (1998–2018).
Table 2

Accuracy assessment using RMSE

S/NoRainfall yearAccuracy assessment
1998 ±0.52 
1999 ±0.20 
2000 ±0.20 
2001 ±0.61 
2002 ±0.20 
2003 ±0.70 
2004 ±0.57 
2005 ±0.20 
2006 ±0.45 
11 2007 ±0.10 
12 2008 ±0.54 
13 2009 ±0.52 
14 2010 ±0.38 
15 2011 ±0.40 
16 2012 ±0.52 
17 2013 ±0.60 
18 2014 ±0.54 
19 2015 ±0.30 
20 2016 ±0.63 
21 2017 ±0.32 
22 2018 ±0.4.3 
S/NoRainfall yearAccuracy assessment
1998 ±0.52 
1999 ±0.20 
2000 ±0.20 
2001 ±0.61 
2002 ±0.20 
2003 ±0.70 
2004 ±0.57 
2005 ±0.20 
2006 ±0.45 
11 2007 ±0.10 
12 2008 ±0.54 
13 2009 ±0.52 
14 2010 ±0.38 
15 2011 ±0.40 
16 2012 ±0.52 
17 2013 ±0.60 
18 2014 ±0.54 
19 2015 ±0.30 
20 2016 ±0.63 
21 2017 ±0.32 
22 2018 ±0.4.3 
Figure 10

RMSE and a correlation between SWAT-EANN and in situ based rainfall data.

Figure 10

RMSE and a correlation between SWAT-EANN and in situ based rainfall data.

Close modal

The developed model was established using logistic regression (linear), which shows an excellent agreement between the in situ data and the SWAT-EANN model predicted. R2 of 0.98, 0.99, 0.97, 0.99, 0.98, and 0.98 are shown in Figure 10. The RMSE also proved a very good accuracy with errors <1 mm of rainfall for the entire year (1998–2018). Table 2 presents the RMSE for the whole year of rainfall. The results revealed precise accuracy that can be enhanced in future research.

The results in Table 2 proved a very significant revelation as the entire observation shows less than 1 mm error as mentioned earlier. However, the differences in the results of the accuracy in every single year are due to the variation of the runoff proportion, which was influenced by some climatic factors as shown in Figure 10.

The initial results presented in this section provide an answer to the question of what the purpose of this study was. The land use map was one of the fundamental inputs that was required to accomplish goals 2 and 3. The findings will also serve as a starting point for urban planning, particularly with regard to the control of contractions and floods. Urban planning is an area that will benefit from the findings. The relationship between urbanization and forestation will be better understood by those who are responsible for urban planning. Researchers in the future will be able to build on the foundational work that has already been done to further investigate urban dynamics in relation to ‘pervious’ and ‘impervious’ areas.

In the area that is the subject of this investigation, the rainfall–runoff modelling that was carried out in this study is the first of its kind to ever be used. This is as a result of the fact that the majority of the previously published studies failed to implement the SWAT-EANN model and instead concentrated on a relatively limited catchment area. This is the reason for this finding. Nevertheless, this particular investigation covered the entire state. As a result, the results of this runoff model can be utilized to broaden the scope of further research. It can also be used for climate change mitigation strategies, which is goal 13 of the sustainable development goals. This is related to urban statements and other environmental issues such as floods and drought.

The modelling of rainfall and runoff that was carried out for this study is considered to be the first of its kind to be applied in the study area. The reason for this is that many of the published studies only focused on a small catchment, and they did not use the SWAT-EANN model. In contrast, the scope of this study included the entire state. As a consequence of this, the findings of this runoff model can be utilized to broaden the scope of the subsequent research. In addition, it can be utilized for the development of strategies to mitigate the effects of climate change (goal 13 of the sustainable development goals), which are connected to urban statements and other environmental issues (such as floods and droughts).

The exceptional ecological system of the urban area integrates residents and their surroundings. From natural to anthropic landscapes, urbanisation changes the environment drastically. Along with urban expansion and construction, grasslands and forests are replaced by impervious surfaces. The land cover changes reduced urban rainwater infiltration and interception. Climate change greatly impacts storm drainage in urban and nearby areas, making urban areas vulnerable to short-duration, high-intensity rainfall. These dynamics increase rainfall-, runoff-, and storm-related flood risks in urban areas. Awareness, early warning, prediction, and mapping can reduce impacts. Better city planning requires flood-prone area prediction using land use maps, precipitation data, DEMs, and flood hazard maps.

This study presented and discussed the results, according to the objectives, guided by a structured methodology. The mapping and estimating of the pervious, impervious, water body, and land cover were demonstrated by this study area (for three epochs, 1998, 2008, and 2018). While the runoff was modelled, SWAT-EANN was used to answer the second objective. Finally, accuracy assessment and R2 were used to analyse runoff modelling. The achieved results shall contribute to the related industries to improve urban planning, management, and development in Cross River state and elsewhere across the globe dynamics.

The year 2012 had the highest runoff (178 mm), followed by 160 mm in 2007. Runoff was highest in 2014 at 123 mm, followed by 2003 and 2010 at 152 and 134 mm. The lowest runoff was 47 mm in 200, 63 mm in 2008, and 65 mm in 2017. 2012 and 2008 have the highest average runoff proportion, while 2007 has the highest annual runoff. Climate change affects precipitation in the study area, and soil type (clay and mud) contributes to this fluctuation. The in situ and predicted data are in excellent agreement with the developed couple SWAT-EANN model. R2 values of 0.98, 0.99, 0.97, 0.99, 0.98, and 0.98 were recorded, respectively. The RMSE also demonstrated a high degree of precision, with errors 1 mm of precipitation for the entire period of 1998–2018. The results revealed a level of precision that can be enhanced by future investigation.

The authors are thankful to Deanship of Scientific Research and under the supervision of the Science and Engineering Research Centre at Najran University for funding this work under the Research Centers Funding program grant code (NU/RCP/SERC/12/5) and also acknowledge funding and study facilities used at D & U Geospatial Councult Limited, Kano, Nigeria. Finally, the authors wish to thank Dr Baiya and Mr Umar Musa Umar for their academic advice.

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

The authors declare there is no conflict.

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