Flooding in Bangladesh, driven by geomorphology and climate, poses significant risks to livelihoods and infrastructure. This study evaluates the flood risk in Ishwardi Upazila, a key agricultural and economic region, using flood frequency analysis and inundation mapping. The results show an alarming upward trend in water levels at the Hardinge Bridge Pakshi station on the Padma River, increasing the long-term flood risks. The Pearson Type III distribution was identified as the most suitable model for flood frequency analysis, revealing that 20.82, 46.32, 59.73, and 60.02% of Ishwardi could experience inundation during 2.33-, 10-, 100-, and 200-year return period floods, respectively. Low-lying areas (F3 and F4) are likely to be fully inundated during extreme events, while highlands (F0), covering 52% of the region, remain unaffected, offering critical refuges. Key infrastructure, including the Ruppur Nuclear Power Plant and Export Processing Zone, is protected by higher elevations. However, unions such as Lakhsmikandi, Muladuli, Dashuria, and Sahapur may face severe flooding risks. Despite limitations in the GSMap rainfall data, the MIKE 11 NAM-based rainfall–runoff model highlights the risks of reduced groundwater recharge and increased waterlogging due to urbanisation. These findings emphasise the need for proactive flood risk management and infrastructure planning.

  • Up to 60% of Ishwardi may be inundated during 200-year return period floods.

  • Low-lying areas (F3, F4) face high risk; highlands (F0) protect key infrastructure.

  • Pearson Type III best fits flood frequency data for the study area.

  • Urban growth increases waterlogging, highlighting the need for better drainage.

  • MIKE 11 NAM reveals GSMap rainfall underestimation affecting runoff modelling.

Floods are among the most frequent and destructive natural disasters worldwide, occurring with varying magnitudes and intensities across different regions and time periods (Tsakiris 2014; Patra et al. 2016; Tansar et al. 2020). Over the past few decades, the frequency and severity of floods have escalated, driven by factors such as climate change, human activities, and, in some cases, shallow groundwater rise (Iwalewa et al. 2016; Mokhtar et al. 2018). These catastrophic events have caused a significant loss of life and extensive damage to economic infrastructure, public property, and even historical monuments. While floods are natural phenomena that cannot be entirely prevented, human actions and the effects of climate change have been shown to amplify both their likelihood and their detrimental impacts (Beilicci & Erika 2014).

Flooding often results from heavy rainfall, rapid snowmelt, or storm surge. Among the various types of floods, flash floods are particularly destructive due to their sudden onset and lack of warning, making them more damaging than slow-developing riverine floods (Chowdhury et al. 2020). Bangladesh is among the most disaster-prone nations globally, with its vulnerability to floods being exacerbated by factors such as flat terrain, shallow riverbeds, intense monsoonal rainfall, and significant sediment discharge (Hossain 2015; Rahman et al. 2019). Urbanization and climate change are projected to further intensify this vulnerability, potentially altering rainfall patterns and increasing the frequency and severity of floods (Yang et al. 2015). Major flood events in Bangladesh, including those in 1998, 2004, 2007, and 2017, have caused extensive devastation, underscoring the urgent need for effective flood risk management (Rahman et al. 2019; Zhao et al. 2021).

Effective flood management begins with identifying flood-prone areas and developing flood hazard and risk maps that provide critical insights for technical, financial, and policy decisions. These maps also highlight risks such as environmental pollution associated with flooding (Beilicci & Erika 2014). While traditional flood mitigation focuses on altering flood characteristics, technological advancements in technology have driven the need for innovative and efficient strategies (Fan et al. 2017).

Flood inundation modelling has emerged as a critical tool for addressing flood-related challenges. This provides detailed insights into the distribution, extent, and dynamics of flood events. This model is particularly valuable for urban stormwater management, assisting with the planning, design, and analysis of storm sewer systems (Henonin et al. 2013; Laouacheria et al. 2019). By simulating severe storm scenarios, flood models can assess the performance of stormwater sewer networks and evaluate the effectiveness of operational and structural solutions. These applications are facilitated through various commercial and open-source simulation tools, enhancing their accessibility and utility (Bulti & Abebe 2020). Flood management typically involves the following two main approaches: (1) structural and (2) non-structural measures. In both cases, determining the design flow and stage plays a critical role. These parameters are essential for designing hydraulic structures for flood management projects. In addition, the design of the flood stage is instrumental in creating flood extent maps, which help assess vulnerability to flood damage over varying return periods (Rahman et al. 2011).

Advancements in technology and high-resolution topographic data have made hydrologic and hydraulic models, such as HEC-RAS/HMS, MIKE, and SWMM increasingly essential for flood hazard assessment (Manandhar et al. 2023). MIKE powered by DHI offers advanced tools for modelling water-related challenges, and its effectiveness has been demonstrated in numerous studies across South Asia. For instance, the MIKE11 hydraulic models revealed that 12.7% of the land in Bharatpur, Nepal, and 22.3% in Sylhet, Bangladesh, are at flood risk. Improved drainage systems could reduce these risks to 5.5% and 3.6%, respectively, while poor waste management could increase the risk to 7.6% and 18.5%, respectively, within 5 years (Pervin et al. 2020).

In Dhaka, Bangladesh, MIKE tools have been employed to address waterlogging issues. Khan et al. (2018) projected that a recurrence of the 2004 flood in 2050 could result in greater damage using MIKE FLOOD. Mark et al. (2018) combination of MIKE URBAN and MIKE FLOOD to simulate rainfall–runoff (RR) and flood extents, achieving good alignment with historical flood data. Similarly, Dasgupta et al. (2015) generated inundation maps using a coupled MIKE URBAN 1D-2D model, and Chen et al. (2016) modelled storm sewer and river flows based on historical rainfall and water levels.

In Sri Lanka, MIKE FLOOD and MIKE21 models have been applied to simulate RR and overland flow in the Kolonnawa basin, with a slight underestimation of peak canal levels during the May 2016 flood (Wagenaar et al. 2019). Additionally, coupled MIKE models assessed canal capacity in the Metro Colombo region, revealing the system's ability to handle only 10-year return events and identifying a safe flood level of 2.0 m (Moufar & Perera 2018). These studies underscore the reliability of MIKE software in simulating flood risks and informing infrastructure planning.

The MIKE 11 NAM hydrological model, a conceptual tool for RR modelling, can simulate both overland and groundwater flow (Aredo et al. 2021). Its applications are particularly beneficial in data-scarce regions (Ghosh et al. 2022; Keerthy et al. 2024). Makungo et al. (2010) demonstrated the utility of the model model's utility in simulating runoff hydrographs for the ungauged Nzhelele River, thereby aiding water resource management. Similarly, Doulgeris et al. (2011) investigated RR relationships in Greece's Strymonas River watershed, and Singh et al. (2014) applied the model for runoff predictions in India's Vinayakpur catchment. Globally, the MIKE 11 NAM model has proven effective, particularly in data-scarce regions. Studies in various settings, including those by Hafezparast (2013), Kumar et al. (2019), and Ghebrehiwot & Kozlov (2020), highlight its reliability in RR modelling. This adaptability and precision make the MIKE 11 NAM model a valuable tool for addressing diverse hydrological challenges.

Despite its extensive use, the MIKE 11 NAM model has not yet been applied to simulate RR processes in the Padma River catchment in Ishwardi, Pabna, Bangladesh. Limited understanding exists regarding the hydrological processes in this region. This study aims to address this gap by modelling RR in the catchment using MIKE 11 NAM. The calibrated parameters are expected to aid in assessing future hydrological events, developing design norms, and managing the water resources in the area.

Although the proposed study area is not prone to natural drainage issues or frequent rainfall-induced flooding, recurring canal breaches highlight the need for flood hazard assessments. This study includes the following two main components: (1) analysing rainfall, discharge, water level, and evaporation data and (2) developing a flood inundation map using ArcGIS and a RR model with MIKE 11. These efforts aim to provide insights into regional and local flood hazards and contribute to improved water resource management.

Study area

Ishwardi, located in the westernmost upazila of the Pabna District within the Rajshahi Division of Bangladesh (Figure 1), was selected for this study because of its strategic significance as an agricultural and industrial hub and its susceptibility to riverine flooding. The area spans 246.90 km2 and lies between 24°03′ and 24°15′ north latitudes and 89°00′ to 89°11′ east longitudes (Wikipedia 2024). The key infrastructure in Ishwardi includes the Ishwardi Export Processing Zone (EPZ), planned Ruppur Nuclear Power Plant, and headquarters of the Western Zone of Bangladesh Railway (Wikipedia 2024). Administratively, Ishwardi is divided into Ishwardi Municipality and seven Union parishads: Dashuria, Laxmikunda, Muladuli, Pakshi, Sahapur, Sara, and Silimpur, which are further subdivided into 128 mauzas and 126 villages (Wikipedia 2024). The Padma River, a major transboundary river originating from the Ganges in India, traverses the study area and is surrounded by several natural wetlands (beels). The low-lying floodplain characteristics of Ishwardi render it highly susceptible to riverine flooding, which poses significant risks to agricultural production and local livelihoods. Despite its critical role in regional economic development, studies on flood risk in this area remain limited. Furthermore, the topography of the region provides a suitable environment for the development of digital elevation models (DEMs), facilitating detailed hydrological assessments. These factors collectively underscore the importance of conducting a comprehensive flood risk assessment for Ishwardi.
Figure 1

Geo-location of the study area.

Figure 1

Geo-location of the study area.

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Data collection and processing

Hydrological data

Water level data from the Padma River at the Hardinge Bridge Pakshi Station (SW90) were collected from the Bangladesh Water Development Board (BWDB) for the period 2010–2020. These data were used for flood frequency analysis (FFA) and to determine the design flood levels. Rainfall data, including ground-observed and GSMap estimates, were bias-corrected to ensure their reliability and accuracy.

Topographic data

DEMs were acquired from the United States Geological Survey (USGS) and processed using ArcGIS 10.8. Missing data cells were corrected, and vector contours were reinterpolated into raster DEMs using the integrated land and water information system (ILWIS) contour interpolation tool. DEMs were employed to generate slope maps and classify land based on elevation for flood risk analysis.

Land-use and land cover data

Landsat 7 satellite imagery was downloaded from the Global Land Cover Facility and classified using supervised techniques. Ground-truthing points obtained from field surveys validated the classification. The resulting land-use maps delineated agricultural land, water bodies, settlements, and other features to evaluate flood impacts across different land-use categories.

Geo-referencing and projection

All spatial datasets were geo-referenced using the WGS 1984 Geographic Coordinate System and projected onto the WGS 1984 UTM Zone 45N coordinate system. This ensured spatial accuracy and facilitated seamless integration of the datasets for analysis.

Land classification by elevation

Land was categorised into five flood depth-based classes:

  •  F0: High land (0–30 cm flood depth)

  •  F1: Medium-high land (30–90 cm flood depth)

  •  F2: Medium-low land (90–180 cm flood depth)

  •  F3: Low land (180–300 cm flood depth)

  •  F4: Very low land (>300 cm flood depth)

These classifications were used to assess flood risks and their impacts on agricultural and settlement areas following standardised land classification practices in Bangladesh.

Flood frequency analysis

Data and methodology

FFA was conducted to evaluate flood risks in Ishwardi Upazila by analysing the annual maximum water level data from the Hardinge Bridge Pakshi Station (SW90) on the Padma River. The dataset spanning 2010–2020 was obtained from the BWDB. Several probability distributions were considered, including Log-Normal (LN2), Three-Parameter Log-Normal (LN3), Pearson Type III (P3), Log-Pearson Type III (LP3), and Gumbel distribution. These distributions were applied to estimate the flood levels for return periods of 2.33, 5, 10, 20, 50, 100, and 200 years.

The Probability Plot Correlation Coefficient (PPCC) method was employed to identify the most suitable distribution. Among the tested distributions, the P3 distribution emerged as the best fit, based on the PPCC rankings and graphical probability plots with a 90% confidence interval. This distribution provides accurate estimations of flood risk across varying return periods.

Equations and distributions

The following equations were used for calculation.

  • (a) LN2 distribution

In probability theory, a LN2 distribution is a continuous probability distribution of a random variable whose logarithm is normally distributed. The transformed variable is denoted by , where .

The maximum likelihood method is generally best for fitting the LN2 distribution. The maximum likelihood method yields
(1)
(2)
where is the mean and Sy is the variance of the logarithmic data.
Estimate of flood flow corresponding to T-year return period can be obtained from
(3)
(4)
(5)

ZT is the standard normal variation, y is mean and SY standard deviation of the log transformed data.

  • (b) LN3 distribution

The LN3 distribution is used in hydrological analysis of extreme floods. The transformed variable is
(6)
where ξ is the lower bound parameter, estimated by:
(7)
The flood flow corresponding to the T-year return period is:
(8)
  • (c) P3 distribution

The P3 distribution is widely used in hydrological frequency analysis. The flood flow corresponding to the T-year return period is:
(9)
where, is a frequency factor, given by
(10)
where is the standard normal variate and are standard deviation and coefficient of skewness of normal data (not transformed) respectively.
  • (d) LP3 distribution

The LP3 distribution is used for annual maximum floods. The transformed data is thus
(11)
The flood flow corresponding to the T-year return period is:
(12)
(13)
where is the coefficient of skewness of log transformed data.
  • (e) Gumbel distribution

The Gumbel distribution (EV1) is widely used in FFAs. The flood flow corresponding to the T-year return period is:
(14)
where
(15)

Flood inundation mapping

Flood inundation maps were developed using DEMs and the interpolated water levels for different return periods. Water levels estimated from the P3 distribution were overlaid onto the DEMs to delineate flood extent and depth. The inundation maps were further analysed to classify areas into flood vulnerability zones to aid risk assessment.

RR modelling

The MIKE 11 NAM (RR) model, developed by DHI Water and Environment, was utilised to simulate hydrological processes in the study area. The model inputs included precipitation, evaporation, and discharge data. The study area was divided into sub-catchments based on the hydrological and terrain boundaries. The model simulated base flow (BF), interflow, and overland flow under varying rainfall scenarios, producing runoff estimates were validated against the observed data. Figure 2 shows the steps followed for the RR calculations.
Figure 2

Flow chart of the RR model.

Figure 2

Flow chart of the RR model.

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Validation and sensitivity analysis

The model outputs were validated using historical flood records and observed runoff data. Sensitivity analyses were performed to assess the influence of key input parameters, such as precipitation and evaporation, on model accuracy and outputs.

Flood frequency analysis

Water level analysis

A comprehensive analysis of water levels at the Hardinge Bridge Pakshi station (SW90) on the Padma River was conducted to evaluate the flood frequency and temporal trends. The station's danger level, as determined by the BWDB, is 14.25 m. Long-term observations indicated that water levels were consistently the lowest in April and peaked in October across the years under study. Notably, the levels surpassed the danger threshold in 2013, 2016, and 2019, with 2019 witnessing the most significant breach.

Seasonal fluctuations were observed during the observation period. Between 2010 and 2012, the water levels decreased from January to April, followed by a gradual increase, with the highest peak recorded in 2010, which remained below the danger level. Similar patterns were observed from 2013 to 2015, with 2013 exhibiting the highest water levels approaching the danger threshold, whereas a sharp increase occurred in August 2015. Seasonal fluctuations persisted from 2016 to 2018, with 2016 recording the lowest levels. The period from 2019 to 2020 exhibited the most pronounced changes, as 2019 saw a sharp early year decline, followed by a significant exceedance of the danger level during the monsoon. Figure 3(a)–3(d) illustrates the water level at SW90 station for the corresponding years.
Figure 3

Water level comparison of the SW90 station between (a) 2010 and 2012, (b) 2013 to 2015, (c) 2016 and 2018 and (d) 2019–2020.

Figure 3

Water level comparison of the SW90 station between (a) 2010 and 2012, (b) 2013 to 2015, (c) 2016 and 2018 and (d) 2019–2020.

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Trend analysis of water level

To investigate long-term trends, regression analysis was performed on the annual water level data from 2010 to 2020 (Figure 4). The results indicated an increasing trend; however, the low correlation coefficient suggested significant variability within the dataset. To improve the analytical precision, the data were detrended to remove the trend component and isolate trend-free data for further evaluation. The findings (Table 1) revealed an increasing trend in the water levels at the Hardinge Bridge Pakshi station (SW90) on the Padma River. Despite this trend, the analysis of the maximum water levels during the same period yielded a low correlation coefficient. Consequently, de-trending was applied to refine the analysis.
Table 1

Yearly maximum water level trend at the SW90 station

Name of the river stationCorrelation coefficient (R2)P-valueF-significant levelTrend test statistics (t)Critical value (5% significance level)Existence of trend
Padma River (SW90) 0.0339 0.0015 0.5881 −3.8977 1.96 < observed |t| Increasing trend 
Name of the river stationCorrelation coefficient (R2)P-valueF-significant levelTrend test statistics (t)Critical value (5% significance level)Existence of trend
Padma River (SW90) 0.0339 0.0015 0.5881 −3.8977 1.96 < observed |t| Increasing trend 
Figure 4

Annual maximum water level trend at the Hardinge Bridge Pakshi station, Padma River (SW90).

Figure 4

Annual maximum water level trend at the Hardinge Bridge Pakshi station, Padma River (SW90).

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The correlation coefficient (R2) value of 0.0339 reflects a weak relationship between time and maximum water level, implying high variability in the data. Despite this, the existence of a statistically significant trend (with a P-value of 0.0015 and > critical value) emphasises a consistent upward shift in the maximum water levels over the years.

De-Trending of SW90 stations water level data

The detrended hydrological data from 2010 to 2020 were used to estimate flood levels for return periods of 2.33, 5, 10, 20, 50, 100, and 200 years through FFA (Figure 5). As trend-free data are essential for accurate predictions, a goodness-of-fit test was conducted using the PPCC. This test evaluated various probability distributions, including LN2, LN3, P3, LP3, and Extreme Value Type I (EV1). The results presented in Table 2 identified the P3 distribution as the best fit for this analysis, achieving the highest PPCC value of 0.907. This underscores the suitability of P3 distribution for predicting flood levels at SW90 station. Probability plots supplemented by a 90% confidence interval demonstrated that the observed data points fell within the confidence bounds of the fitted distributions, further confirming the reliability of the P3 model (Figure 6).
Table 2

Goodness-of-fit tests for selecting the most appropriate distribution at the SW90 station

TypeReturn periodPPCCRank
2.33-yr5-yr10-yr20-yr50-yr100-yr200-yr
LN2 13.8693 14.6300 15.1625 15.6199 16.1513 16.5122 16.8440 0.902 
LN3 19.1204 19.8755 20.4958 21.0956 21.8771 22.4638 23.0457 0.859 
P3 13.8850 14.6364 15.1533 15.5915 16.0941 16.4316 16.7392 0.907 
LP3 13.8633 14.6281 15.1669 15.6319 16.1748 16.5451 16.8868 0.901 
EV1 13.7176 15.1301 16.2805 17.384 18.813 19.883 20.949 0.861 
TypeReturn periodPPCCRank
2.33-yr5-yr10-yr20-yr50-yr100-yr200-yr
LN2 13.8693 14.6300 15.1625 15.6199 16.1513 16.5122 16.8440 0.902 
LN3 19.1204 19.8755 20.4958 21.0956 21.8771 22.4638 23.0457 0.859 
P3 13.8850 14.6364 15.1533 15.5915 16.0941 16.4316 16.7392 0.907 
LP3 13.8633 14.6281 15.1669 15.6319 16.1748 16.5451 16.8868 0.901 
EV1 13.7176 15.1301 16.2805 17.384 18.813 19.883 20.949 0.861 
Figure 5

Yearly maximum water level de-trending at the Hardinge Bridge Pakshi Station, Padma River (SW90).

Figure 5

Yearly maximum water level de-trending at the Hardinge Bridge Pakshi Station, Padma River (SW90).

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Figure 6

Probability plots with 90% confidence interval of peak water levels at SW90.

Figure 6

Probability plots with 90% confidence interval of peak water levels at SW90.

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Using the P3 distribution, the water levels at Ishwardi for various return periods were calculated based on data from 2010 to 2020. The calculated water levels for the SW90 gauge station on the Padma River for return periods ranging from 2.33 to 200 years are presented in Table 3. The results indicated that the water levels increased progressively with the return period, reflecting higher flood risks for extreme events. For instance, while the 2.33-year return period corresponds to a relatively safe water level of 13.89 m, the 200-year return period projects a critical level of 16.74 m, emphasising the need for proactive flood risk management for high-return period events.

Table 3

Water levels for different return periods

SI. no.Return period (year)Water level (m) at Padma River (SW 90)
01 2.33 13.89 
02 14.64 
03 10 15.15 
04 20 15.59 
05 50 16.09 
06 100 16.43 
07 200 16.74 
SI. no.Return period (year)Water level (m) at Padma River (SW 90)
01 2.33 13.89 
02 14.64 
03 10 15.15 
04 20 15.59 
05 50 16.09 
06 100 16.43 
07 200 16.74 

Flood inundation mapping

Digital elevation model

DEMs are fundamental to flood mapping and analysis. The DEM data for the study area, sourced from the USGS database (https://earthexplorer.usgs.gov/), was processed in ArcGIS 10.8 to rectify no-data cells. Vector contours derived from the raw DEM were interpolated using the ILWIS contour interpolation tool to generate a refined raster DEM. The resulting DEM for the Ishwardi region is shown in Figure 7.
Figure 7

Processed DEM of the Ishwardi Study Area.

Figure 7

Processed DEM of the Ishwardi Study Area.

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Slope mapping

Slope analysis was performed using ILWIS software, applying digital gradient filters (DFDX and DFDY) and map calculation techniques. The slope percentage for each raster pixel was computed using the following formula:
where HYP represents the hypotenuse function (based on Pythagoras' law), and are the horizontal and vertical gradient maps, respectively, and pixel size is a predefined parameter. The resultant slope maps with a resolution of 30 m illustrate the inclination of the terrain, as shown in Figure 8.
Figure 8

Slope map of the study area.

Figure 8

Slope map of the study area.

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Land classification based on elevation

Land was classified by elevation and flood depth using a standardised system developed for water resource management in Bangladesh. Table 4 presents the classification system, which categorises the study area into F0 (0–30 cm), F1 (30–90 cm), F2 (90–180 cm), F3 (180–300 cm), and F4 (>300 cm) flood depth zones. The classification revealed that 51% of the study area is high land (F0), suitable for high-yielding rice cultivation during the rainy season, whereas 18% is medium-high land (F1), suitable for both Aus and Aman rice. Flood depth significantly impacted agricultural potential, with F2 and F3 supporting limited Aman cultivation and F4 areas unsuitable for rice farming due to prolonged inundation.

Table 4

Land classification by flood depth

Land typesFlood depth (cm)Description of landArea sq.km%
F0 0–30 High land 144 51 
F1 30–90 Medium-high land 51 18 
F2 90–180 Medium-low land 18.15 6.4 
F3 180–300 Low land 9.1 3.2 
F4 Over 300 Very low land 4.54 1.6 
Land typesFlood depth (cm)Description of landArea sq.km%
F0 0–30 High land 144 51 
F1 30–90 Medium-high land 51 18 
F2 90–180 Medium-low land 18.15 6.4 
F3 180–300 Low land 9.1 3.2 
F4 Over 300 Very low land 4.54 1.6 

Land classification, based on elevation and flood depth, is vital for flood management. Using classifications (F0–F4) based on flood depths of 0–30 cm, 30–90 cm, 90–180 cm, 180–300 cm, and >300 cm, respectively, the study area was categorised according to Bangladesh's water resource planning standards. Figure 9 illustrates the elevation-based land-use distribution in Ishwardi. These classifications inform agricultural practices and flood mitigation strategies, including the cultivation suitability of rice varieties in flood-prone areas.
Figure 9

Land classification based on the elevation.

Figure 9

Land classification based on the elevation.

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Inundation mapping

Flood inundation mapping was conducted to evaluate the extent and depth of flooding over various return periods (2.33, 5, 10, 20, 50, 100, and 200 years). Historical flood data and FFA were utilised to analyse the return periods and determine inundation zones.

For the 1998 flood, classified as a 75–100 year return period, 54% of Ishwardi was inundated, closely matching the modelled 52% inundation for a 100-year return period. Inundation maps for return periods of 2.33, 5, 10, 20, 50, 100, and 200 years, as shown in Figure 10(a)–10(g), illustrate the extent of flooding across the region.
Figure 10

Flood inundation map for (a) 2.33-year, (b) 5-year, (c) 10-year, (d) 20-year, (e) 50-year, (f) 100-year, and (g) 200-year return periods in Ishwardi.

Figure 10

Flood inundation map for (a) 2.33-year, (b) 5-year, (c) 10-year, (d) 20-year, (e) 50-year, (f) 100-year, and (g) 200-year return periods in Ishwardi.

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Comparative analysis of flood scenarios

A detailed analysis of the flood impacts across different return periods highlights the progressive nature of inundation, which is summarised in Table 5.

  • (1) 2.33-year return period: The flood depth is expected to remain below 40 cm, with negligible inundation. Low-lying areas, such as the Lakhsmikandi Union, may experience localised waterlogging, but no significant impact is anticipated elsewhere.

  • (2) 5-year return period: Flood depths are projected to rise to approximately 40 cm, inundating 32.58% of the area. Lakhsmikandi, Muladuli, and Dashuria unions are likely to be most affected, while higher elevations such as Pakshi will remain unaffected.

  • (3) 10-year return period: Flood depths are anticipated to increase to around 90 cm, inundating 46.32% of the area. Lakhsmikandi, Muladuli, and Dashuria unions will experience significant impacts, with minor flooding extending to Sahapur.

  • (4) 20-year return period: Flood depths are expected to reach approximately 134 cm, affecting the same 46.32% of the area as in the 10-year scenario. Vulnerability will expand, with Sahapur and Silimpur joining the list of impacted regions.

  • (5) 50-year return period: Flood depths are forecasted to escalate to 184 cm, inundating 59.71% of the area. Lakhsmikandi, Muladuli, Dashuria, and Sahapur will face severe impacts, with considerable damage to both residential and agricultural land. Higher elevations, such as Pakshi and Ishwardi Pourashava, will remain less affected.

  • (6) 100-year and 200-year return periods: Flood depths are projected to peak at 249 cm during the 200-year return period, inundating 60.02% of the area. Lakhsmikandi, Muladuli, Dashuria, Sahapur, and Silimpur will experience near-total flooding. However, the critical infrastructure in Pakshi and Ishwardi Pourashava, including the Ruppur Nuclear Power Plant, will likely remain largely safeguarded.

Table 5

Comparative analysis of inundation by return period

Return period (years)Maximum flood depth (cm)% Area inundatedHighly affected unionsLess affected areas
2.33 <40 ∼0.00 Lakhsmikandi None 
∼40 32.58 Lakhsmikandi, Muladuli, Dashuria Pakshi 
10 ∼90 46.32 Lakhsmikandi, Muladuli, Dashuria Sahapur 
20 ∼134 46.32 Lakhsmikandi, Muladuli, Dashuria Sahapur, Silimpur 
50 ∼184 59.71 Lakhsmikandi, Muladuli, Dashuria, Sahapur Pakshi, Ishwardi Pourashava 
200 ∼249 60.02 Lakhsmikandi, Muladuli, Dashuria, Sahapur, Silimpur Pakshi, Ishwardi Pourashava 
Return period (years)Maximum flood depth (cm)% Area inundatedHighly affected unionsLess affected areas
2.33 <40 ∼0.00 Lakhsmikandi None 
∼40 32.58 Lakhsmikandi, Muladuli, Dashuria Pakshi 
10 ∼90 46.32 Lakhsmikandi, Muladuli, Dashuria Sahapur 
20 ∼134 46.32 Lakhsmikandi, Muladuli, Dashuria Sahapur, Silimpur 
50 ∼184 59.71 Lakhsmikandi, Muladuli, Dashuria, Sahapur Pakshi, Ishwardi Pourashava 
200 ∼249 60.02 Lakhsmikandi, Muladuli, Dashuria, Sahapur, Silimpur Pakshi, Ishwardi Pourashava 

RR modelling

Data analysis for rainfall

A comparative analysis of the GSMap rainfall estimates and gauge-observed rainfall data from 2017 to 2020 revealed a consistent underestimation of rainfall by GSMap for the catchment area of the study area (Figure 11). To address this bias, a correction process was applied to enhance the modelling efficiency.
Figure 11

Comparison between the GSMap and gauge-observed rainfall (2017–2020).

Figure 11

Comparison between the GSMap and gauge-observed rainfall (2017–2020).

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Simulation of the RR model

A RR model using MIKE 11 NAM was developed and simulated with GSMap rainfall estimates and observed rainfall data for the hydrological year 2018. The simulation outcomes showed significant differences between the two datasets. The hydrograph simulated using GSMap rainfall data underestimated the peak flows compared to the hydrograph generated with gauge-observed rainfall (Figure 12). In addition, the GSMap rainfall data failed to capture several peak flow points, indicating random errors in the dataset. The root mean square error (RMSE) analysis further highlighted the following discrepancies: for 2018, the RMSE was 7.256 m3/s; for 2019, it increased to 8.26 m3/s; and for 2020, it slightly decreased to 7.66 m3/s. These results underscore the limitations of GSMap data for precise RR modelling in the study area.
Figure 12

Observed runoff and simulated runoff (2018–2020).

Figure 12

Observed runoff and simulated runoff (2018–2020).

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Analysis of simulation results

Due to the absence of discharge data at the catchment outlet and groundwater data, the NAM model was not calibrated. Despite this limitation, Figure 12 shows several key hydrological behaviours. High evaporation rates lead to reduced groundwater recharge, whereas reduced percolation due to actual evaporation (AE) results in increased inflow (IF) as evaporation decreases. In 2018, lower outflows (OF) were observed because of the reduced groundwater recharge and percolation. However, if outflow increases without adequate discharge mechanisms, excessive rainfall could lead to flooding. BF, influenced by the silty soil type of the catchment, retained moderate water, with higher BF observed in 2019 due to excess rainfall compared to other years.

Observed inflow and outflow analysis

The comparison of observed inflow and outflow using the RR model (Figure 13) highlighted year-to-year variations in the relationship between evaporation, recharge, and outflow. These variations significantly influence the flooding potential of the catchment. Effective water management strategies must consider these inter-annual differences to mitigate flood risks and enhance resource management.
Figure 13

Comparison of observed inflow and outflows using the RR model.

Figure 13

Comparison of observed inflow and outflows using the RR model.

Close modal

This study presented a comprehensive analysis of flood risks in Ishwardi Upazila by integrating hydrological data, DEMs, and RR simulations. Key findings, including the increasing trend in water levels at the Hardinge Bridge Pakshi station and the identification of the P3 distribution as the most suitable model for FFA, highlight the increasing flood vulnerability in this region. The results emphasise the disproportionate impact on low-lying areas (F3 and F4), which are completely inundated during extreme events, while the highlands (F0) remain relatively safe and critical as flood refuges.

The inundation mapping, validated against historical flood data, provides valuable insights into the extent and severity of flooding across different return periods. Approximately 60% of the region is projected to face inundation during a 200-year return period, underscoring the urgent need for proactive flood management strategies. Key infrastructure, including the Ruppur Nuclear Power Plant and Ishwardi EPZ, appears to be safeguarded because of higher elevation, but agricultural and residential zones in unions such as Lakhsmikandi and Muladuli are at significant risk.

Despite its strengths, this study was limited by the unavailability of high-resolution rainfall and groundwater data, which restricted the accuracy of RR modelling. The underestimation of rainfall by the GSMap data further impacted the reliability of the simulations, highlighting the need for enhanced data collection and validation in future studies.

These findings underscore the importance of addressing urbanisation-induced changes in land-use and drainage patterns, which exacerbate waterlogging risks. Integrating structural measures, such as embankment reinforcement, with non-structural approaches, such as improved land-use planning and community-based disaster preparedness, could enhance the region's resilience to flood hazards.

This study offers a comprehensive assessment of flood risks in Ishwardi Upazila, highlighting the critical vulnerabilities and increasing risk of flooding in low-lying areas. The key findings and conclusions are as follows.

  1. A statistically significant upward trend in water levels at the Hardinge Bridge Pakshi station indicates a potential increase in flood risk, with up to 60.02% of the area inundated during a 200-year return period flood.

  2. The P3 distribution was identified as the most suitable model for FFA, providing reliable predictions of flood levels across various return periods.

  3. Inundation mapping revealed that low-lying areas (F1, F2, F3, and F4 land types) are highly susceptible to flooding, with all these areas being fully inundated during a 100-year return period flood. In contrast, the highlands (F0) remain largely unaffected under normal monsoon conditions.

  4. Urbanisation and infrastructure development exacerbate flood risks by reducing the soil infiltration capacity, which could lead to increased waterlogging, highlighting the need for improved drainage systems and sustainable land-use planning.

Overall, this study emphasises the importance of flood risk management, strategic infrastructure planning, and disaster preparedness in Ishwardi Upazila. These findings provide valuable data for decision-makers to enhance flood resilience and address the emerging risks associated with land-use changes and climate variability. Future research should focus on integrating advanced hydraulic models, such as HEC-RAS or coupled 1D-2D models, to enhance flood hazard assessments. Incorporating groundwater monitoring data will improve our understanding of the impact of urbanisation on infiltration and recharge rates, which is critical for assessing waterlogging risks. Additionally, analysing the effects of climate change on rainfall patterns and flood risks will inform long-term planning. These efforts will contribute to the development of more robust flood risk management strategies, ensuring sustainable development and resilience in Ishwardi Upazila and other similar flood-prone areas.

The authors would like to express their sincere gratitude to the Bangladesh Water Development Board, Pabna, for providing the data essential for this study. Special thanks are also extended to Pabna Sadar Upazila and the Bangladesh Agricultural Development Corporation, Pabna for their invaluable support throughout the research.

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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