Trend detection of discharge and sediment load is vital to adopt suitable conservation measures as per the changes occurring. In the present study, trends of daily streamflow and sediment load for Upper Tapi Basin are analyzed using Mann-Kendall, modified Mann-Kendall, and innovative trend analysis and change points are found using Pettitt tests from 1985 to 2020 to determine time series' trend with the statistical significance. Land use land cover (LULC) for Upper Tapi Basin is prepared for three decades (1989–2020). Innovative trend analysis has shown non-monotonicity in the time series with a decreasing trend. The streamflow is found to be significantly decreasing in the basin. A decline in sediment load is observed in Burhanpur and Gopalkheda while there is an increasing trend in Yerli G.S. The rise in anthropogenic activities is the main reason behind the reduction in suspended sediment load (SSL) over the basin. The decadal analysis of LULC showed an increase in built-up area (18.3%), barren land (5–8%), waterbodies (1.2–1.9%) agricultural land (50–60.79%) and a decrease in vegetation (from 43 to 21%). The LULC for 2030 is predicted with Land Change Modeler (LCM) in IDRISI Terrset. The estimated LULC shows that the built-up area will expand as agricultural land decreases. The overall study indicates that anthropogenic activities will increase in the future. The findings of this study will aid in decision making for river basin water resource management, as well as understanding the influence of human-caused activities on flow and sediment load variance.

  • Hidden trends in daily data series of discharge and sediment load is found by ITA Change boxes method.

  • Decadal analysis of LULC is related to trends of discharge and sediment load in the basin.

  • LULC modelling is carried out to predict future LULC for 2030.

  • Future LULC is related to the trends of sediment load and discharge in the basin.

  • Construction of barrage has altered the load pattern in the basin.

Graphical Abstract

Graphical Abstract

In the past, due to expeditious growth in human population and the change in human activities and climate, changes have been in the natural balance of basins worldwide. This change in human response towards the natural resources is attracting worldwide attention. Intensified human activity has resulted in environmental changes in larger river basins (Steffen 2004). Anthropogenic activities like alteration in land usage, construction of reservoirs and check dams, farming and agricultural practices have been related to the change in behavior of river basins (Zhao et al. 2015). Although land use changes have been significant, construction of dams and reservoirs have played a major role in the decline of discharge and suspended sediment load (SSL) of rivers (Syvitski et al. 2009). Climate holds a major contribution in controlling stream flow and sediment load through the rivers (Das & Banerjee 2021). The unbalance in the environment has led to an increase in river basin management practices. For basin management practices, sediment yield assessment and its determining factors play a major role.

Due to such variations in sediment load and discharge, abrupt changes and trends are reported by many researchers for large river basins worldwide and focus is laid on determining the causes behind it. As per Walling & Fang (2003), sediment load of the Yellow River has declined considerably due to reduced precipitation, soil and water management programs and water abstraction. Zhao et al. (2018) analyzed the sediment load for the Huangfuchuan watershed, a tributary of the Yellow River, and found a 70% reduction in sediment load due to climate change and human activities. Construction of dams resulted in clean water due to a reduction in the sediment load in the Nile and Colorado rivers (Vörösmarty et al. 2003). Panda et al. (2011) stated a sediment load reduction in the peninsular rivers of India from 1986 to 2006, while a major load reduction is observed in Narmada River, −2.07 × 106 t/yr, due to the rise in number of hydraulic structures in the basin. Land use land cover (LULC) dynamics are recognized as the reason for change in sediment transport of the catchment (Kuhnle et al. 1996; Sinha & Eldho 2018).

Annual sediment load transported by Gangetic rivers is 2390 tonnes/km2 while annual sediment load carried by tropical rivers is 216 tonnes/km2, hence Gangetic rivers carries more load (Milliman & Meade 1983). According to studies, the development of hydraulic structures results in a decrease in sediment load. For example, Krishna River has faced a drop in sediment load and discharge due to the construction of hydraulic structures (Gamage & Smakhtin 2009). Similarly, Narmada River basin has also undergone a substantial reduction in sediment flux in which Sardar Sarovar Dam is the largest dam in the Narmada basin and it traps nearby 60–80% of the sediment load (Gupta & Chakrapani 2005).

Mann-Kendal (MK), modified Mann-Kendall (MMK) and innovative trend analysis (ITA) are different methods used to determine trends in time series. Mehta & Yadav (2021) used the MK test for trend analysis of rainfall and Sen's slope is used to determine magnitude of the trend. Pastagia & Mehta (2022) used ITA to identify the trend in rainfall of Rajsamand district of Rajasthan using graphical representation. Mehta & Yadav (2022) used the MK test to determine trends in temperature and rainfall for semi-arid and arid regions of Rajasthan. Anushka et al. (2020) used the MK test to determine trends for rainfall and temperature for the island of Trinidad and Tobago. These studies do not state the variation in discharge and suspended sediment load. Adib et al. (2021) used the MK test and Sen's slope to predict annual and monthly discharges and used Markov chain to generate time series data. Adib & Mahmoodi (2017) used an Artificial Neural Network (ANN) Genetic Algorithm (GA) model to predict SSL along the Markov chain. Sharma et al. (2018) carried out trend analysis of rainfall and temperature for Upper Tapi Basin using MK and MMK tests. The increase in frequency and magnitude of extreme rainfall in the basin has been attributed to the increasing trend in maximum and minimum temperatures, reducing forest cover and rapid pace of urbanization. Sharma et al. (2019) analysed the impact of rainfall variability and anthropogenic activities on streamflow variation of Upper Tapi Basin.

LULC dynamics show the historical land changes over the period of time, while LULC change modelling deals with the interpolation or extrapolation from the given LULC information for a given time period. Change detection through LULC prediction is helpful in identifying urbanisation, landscape changes etc. In order to inculcate proper resources management and decision making, it is necessary to understand changing landscape pattern, influence of human activities, and utilization of resources. Several works have been conducted using a land change modeler (LCM) modeler to predict LULC to identify the impact of human caused activities on the natural habitat (Liping et al. 2018). Changes occurring in the environment are a result of manmade interventions. Gupta & Sharma (2020) and Anand & Oinam (2020) carried out LULC analysis and its prediction was carried out in Terrset using LCM and the results indicated the impact of anthropogenic activities.

Previous research did not take into account the trend analysis and variations in flow and sediment load associated with relative LULC in the Upper Tapi basin over the decades. Hence, the aim of the present study is to detect the trend in sediment load and discharge in the basin along with the impact of decadal variation of LULC. Trend detection was carried out using MK, MMK test and ITA. LULC changes were investigated using GIS and future projection of LULC for 2030 was carried out using IDRISI Terrset. The study's conclusions will be valuable for the long-term management of natural resources.

Study area description

The study focuses on sediment load variation in Indian rivers, and analysis of sediment load variation was carried out for Tapi River which is a major west flowing river of India. It is a west flowing river considered to be a major river of Peninsular India and it is 724 km long. The Tapi is the second largest interstate river basin that drains westward originating from Multai, Betul district, Madhya Pradesh.

The Tapi Basin is located in the Deccan Plateau's northern region and covers 65,145 km2, or roughly 2% of the country's entire geographical area. Maharashtra accounts for over 80% of the basin's area. The Satpura range runs through the north, the Mahadeo hills go through the east, the Ajanta range and Satmala hills run through the south, and the Arabian Sea runs through the west. The Tapi River and its branches flow across Vidharbha, Khandesh, and Gujarat plains, as well as significant swaths of Maharashtra and a minor portion of Madhya Pradesh and Gujarat.

Tapi basin can be divided into three sub basins, listed as: Upper Tapi Basin (UTB), Middle Tapi Basin (MTB)), and Lower Tapi Basin (LTB). Figure 1 shows the location of the study area. In the present study, UTB extended from the origin of Tapi to Hathnur, i.e., the confluence of Tapi River and Purna River is considered to understand the temporal and spatial variation of sediment load and discharge. The lowest, highest and mean elevation of the Upper Tapi Basin are 188, 1166 and 414.08 m respectively. The average annual rainfall of Upper Tapi Basin is 931.90 mm. The mean annual temperature of the basin is 25.1 °C (Sharma et al. 2019). Table 1 provides a summary of the hydrological stations in the research region.
Table 1

Description of study area

StationLatitudeLongitudeCatchment area (km2)Maximum discharge (m3/s)Mean annual discharge (m3/s)Maximum sediment load (MT/day)Average annual sediment yield (MT/ km2/year)
Burhanpur 21° 17′12″ 76° 13′18″ 8,487 32,686 53,774.68 9,516,265 588.2 
Gopalkheda 20° 52′ 35″ 76° 59′14″ 9,500 4,124 19,216.52 3,414,455 274.36 
Yerli 20° 56′11″ 76° 28′ 27″ 16,517 8,703 19,621.49 12,965,786 280.03 
StationLatitudeLongitudeCatchment area (km2)Maximum discharge (m3/s)Mean annual discharge (m3/s)Maximum sediment load (MT/day)Average annual sediment yield (MT/ km2/year)
Burhanpur 21° 17′12″ 76° 13′18″ 8,487 32,686 53,774.68 9,516,265 588.2 
Gopalkheda 20° 52′ 35″ 76° 59′14″ 9,500 4,124 19,216.52 3,414,455 274.36 
Yerli 20° 56′11″ 76° 28′ 27″ 16,517 8,703 19,621.49 12,965,786 280.03 
Figure 1

Map of study area.

Figure 1

Map of study area.

Close modal

In the present study, the discharge and sediment load data were collected from the Central Water Commission (CWC) and Landsat imageries were downloaded from United States Geological Survey (USGS) and their description is mentioned below.

Land use land cover (LULC) data

The amount of sediment load transported and soil erosion, along with the discharge, primarily depends on how the land is used presently in the basin (Valentin et al. 2008). In the present study, satellite images from the years 1989, 1999, 2009 and 2020 were retrieved from USGS Earth Explorer. Landsat 5 and Landsat 8 images were downloaded and LULC maps were prepared using supervised classification to understand the decadal variation. Table 2 provides a summary of the data used for image classification.

Table 2

Data summary of Landsat images

YearSatelliteAcquisition timeSpatial resolution (m)
1989 Landsat 5 November–December 1989 60 
1999 Landsat 5 November–December 1999 30 
2009 Landsat 5 November–December 2009 30 
2020 Landsat 8 November–December 2020 30 
YearSatelliteAcquisition timeSpatial resolution (m)
1989 Landsat 5 November–December 1989 60 
1999 Landsat 5 November–December 1999 30 
2009 Landsat 5 November–December 2009 30 
2020 Landsat 8 November–December 2020 30 

Discharge and suspended sediment concentration (SSC) data

In the present study, temporal and spatial variation of sediment load is studied with respect to variation of discharge. Thus, SSC and discharge data for 35 years from 1985 to 2020 was collected from CWC Surat for Burhanpur Gauging Station (G.S.), Gopalkheda G.S. and Yerli G.S. of UTB. Figure 2 shows a map of the Tapi basin. To detect the trend of the daily data of parameters, it is necessary to check the consistency of the data. The major inconsistency in the data was obtained in the non-monsoon period. Once a week, data was collected to keep these records up to date. As a result, missing data was filled using linear regression between streamflow and sediment concentration (Das et al. 2021).
Figure 2

Flowchart for adopted methodology.

Figure 2

Flowchart for adopted methodology.

Close modal

Methods

The widely acknowledged MK test, MMK test, Sen's slope, and ITA were used to perform spatial and temporal variation of discharge and SSL. Figure 2 depicts the methodology used in this study.

Mann-Kendall test

The MK statistical trend test is used to detect if a set of data values is rising or decreasing with time. The MK test, according to Yue et al. (2002), is robust to missing data and outliers. The definitions of the Mann-Kendall statistics (Mann et al. 1945; Kendall 1970) are given in Equations (1)–(4):
(1)
where Xj and Xk represents the data values, n characterizes the span of the time series, and
(2)
Mann et al. (1945) and Kendall (1970) specified that when n ≥ 8, S tends to follow normal distribution along mean and variance. Thus:
(3)
(4)
where p denotes the number of tied data sets, is the number of tied groups in the jth group. If the following Z-transformation is used given by Equation (5), the statistic S is almost normally distributed:
(5)
where Z attains normal distribution with μ = 0 and δ = 1. The Kendall's Tau (τ) linked with S is given by Equation (6):
(6)
where D is expressed in Equation (7),
(7)
The Mann-Kendall does not determine the magnitude of the trend, so Sen's slope estimator (Sen 1968) is used to calculate the slope:
(8)

Here, d indicates the slope i.e., magnitude and Xj and Xi are values at times i and j, and n is the number of variables.

Pettitt test

Pettitt (1979) is one of the convenient approaches to find abrupt change in a time series data. Suppose, X1, X2, …. Xt, is a set of random variables having change point at location τ (Xt for t = 1, 2, …, τ follows a mutual distribution function F1(x) and Xt for t = τ + 1,., T have a common distribution function F1(x) where both functions are different from each other. There will be no change point in the time series if the variable follows the same distribution (null hypothesis), while if change point occurs, a different distribution exists in the variable (alternative hypothesis).

The non-parametric test statistic where the change point is located at KT given by Pettitt (1979) is given in Equation (9):
(9)
where the non-parametric test statistics Ut,T is described below in Equation (10):
(10)
KT is the year of occurrence of change point. The occurrence will be considered significant if the value of p ≤ 0.05. That means if p ≤ 0.05 then null hypothesis is rejected and an alternative hypothesis is considered for the data.
(11)

Modified Mann-Kendall test

It is necessary to confirm that data under consideration have no substantial autocorrelation before using the MK test. However, most of the hydrological parameters show a significant correlation among them. The existence of autocorrelation in the time series causes the identification of a significant trend and the rejection of the null hypothesis (lack of significant trends), which should not be rejected in the first place. Hamed & Ramachandra Rao (1998) suggested an improved form of MK test. This approach tends to eliminate autocorrelation in the series before using the MK test. In the MMK test, the changed variance V (S)* is computed as stated in Equation (12):
(12)
where,
(13)
where ri indicate the i delayed autocorrelation coefficient. To calculate z of the following data, is replaced by . Later, depending on the value of S, z is calculated from Equation (5).

Sens's slope estimator

Sen's slope is the indicator of trend in MK test stating its magnitude. The trend slope was estimated from the formula stated below in Equation (14), given by Sen (1968) and Theil (1950):
(14)

Here, is the trend slope for the given time series. A positive value of Sen's slope shows an increasing trend while negative values show the declining trend. It is worth noting that calculating the MMK test necessitates estimating the Sen's slope.

Innovative trend analysis

The ITA splits a time series into two equal sub-series and sorts them in ascending order. Then, the initial half and next half are plotted on x-axis and y-axis respectively. If both the halves tend to have similar values, then they will lie exactly upon the 45° (1:1) line. If points lie above 45°, i.e., data of second half have higher value than first half, hence an increasing trend is observed while a decreasing trend is observed when data points lie below the 45° line. The horizontal or vertical distance from the 1:1 line is the absolute value of the difference between a point's y and x values. The difference in the values describes the trend. Thus, finding out the average difference may give the overall trend value of the series. The average discrepancies between two time series that may have different magnitudes must be normalized before they can be compared. The trend indicator is computed by dividing the average difference by the average of the first sub-series since it is used to identify change. Thus, the ITA indicator calculated through the differences in stated below in Equation (15):
(15)

Here, the value of D indicates the trend, n is the whole number of data, xi and yi are first and second sub series respectively. If n is an odd number, then the first value is discarded to obtain an equal amount of data in the first and second sub series. Alashan (2018) gave change boxes methodology for trend representation of scattered points in ITA. For the scattered points, the data are divided into three parts; low, medium and high value groups arranged as per experts review or by dividing the time series strictly by considering first half series as X, the mean XM and Sx as the standard deviation. Using these three terms, ranges are defined for low, medium and upper ranges as X < XMSX; XMSX < X < XM + SX and X > XM + SX, respectively.

LULC classification and accuracy assessment

Maximum Likelihood Classification (MLC) was used to classify the datasets and five classes such as water bodies, built-up area, forest, agricultural land and barren land were distinguished by giving training samples. Google earth visualization was used to avoid misidentification of training samples of LULC classes.

Accuracy assessment was carried out in order to check how accurate the classified image is with respect to the ground truth. Failure to attain the expected accuracy is generally construed as a deficiency of satellite data classification contrary to LULC (Abijith & Saravanan 2021). In order to determine the accuracy of LULC, a confusion matrix was generated by selecting samples from each class of 1989, 1999, 2009 and 2020.

LULC modelling

In the present study, Land Change Modeler (LCM), available in IDRISI Terrset software, was used for LULC modelling and prediction. LCM in Terrset was used to determine spatial changes in the area, and to predict and validate the LULC. The LCM modeler uses different methods like Multi-Layer Perceptron (MLP), Support Vector Machine (SVM), and Random Forests (RF) to model changes in LUCL. To run the LCM model, input for two different time period i.e., 1999 and 2009 in present study, must have some format, the same spatial extent, same resolution, the background should be same in both maps and have a value of zero, legends of both maps should be same. (Abuelaish & Olmedo 2016). The LCM modeler is divided into three parts listed as change analysis tab, transition potential tab and a prediction tab. The change analysis tab gives details of changes occurring in each category of classification over the period. The transition potential tab models each sub transition model or group of sub model depending on the inputs needed by the models. To predict the LULC, the selected sub models should be modelled by choosing the appropriate method. In the present study, a combination of SVM with Markov chain analysis was used. Before modelling the sub transition model, it is necessary to identify the drivers which influence the chosen classes (Sharjee et al. 2016).

Markov chain model

Markov Chain Model is based on the sequence of events to occur which will be based on the occurrence of previous events. In LULC changes, matrices are used by Markov chain to represent the transition occurring in the land use categories. Markov chain uses the transition from one period to another period to predict the future LULC.

Monthly variation of discharge and sediment load

Figure 3 shows the monthly variation of sediment load and discharge at three gauging stations of the Tapi River. It is seen from the figure that most of the sediment load and discharge is carried by the river in the monsoon season. Hence, Tapi River is a seasonal river. High water discharge and SSL are observed in the months of monsoon at all G.S. as the monsoon season ends, and a decline in the magnitude of discharge and SSL is observed. Although Burhanpur G.S. lies on Tapi River and Gopalkheda G.S. and Yerli G.S. lies on Purna River, it is observed that Tapi River discharge varies more than Purna River.
Figure 3

Monthly variation of discharge and sediment load.

Figure 3

Monthly variation of discharge and sediment load.

Close modal

Highest monthly mean discharge is seen in the month of August while maximum monthly discharge is observed in the month of July in Burhanpur G.S, while maximum monthly mean sediment load and maximum monthly is observed in July. It can be seen that Gopalkheda G.S. carries less sediment load and discharge as compared to Yerli G.S.

For Yerli G.S., maximum discharge and maximum mean monthly discharge is obtained in August and the same result is obtained for sediment load. For Gopalkheda G.S., maximum discharge and maximum mean monthly discharge is obtained in August and the same result is obtained for sediment load. Yerli G.S. tends to carry more sediment load and discharge than Gopalkheda G.S.

Trend analysis of discharge using MK test and MMK test

Results of trend analysis obtained from MK and MMK tests for discharge in UTB are shown in Table 3. Burhanpur G.S., Gopalkheda G.S. and Yerli G.S. have shown a decreasing trend in daily discharge using the MK and MMK method. All the stations are showing a significant decreasing trend (z < −1.96, for 5% confidence interval). It is seen from Table 2 that the MK test detected more significance as compared to that of the MMK test because autocorrelation is not removed in the data while doing the MK test. Yerli G.S. showed the most significant decreasing trend in discharge in Upper Tapi Basin. Tapi and its tributary Purna have rainfall in terms of water source. Thus, a decrease in discharge may occur due to a decrease in rainfall. Sharma et al. (2018) analyzed the rainfall trend over UTB and found a decreasing trend over the basin for total annual rainfall. Burhanpur, Gopalkheda and Yerli have shown a decreasing trend for discharge; Yerli (z = −7.68) has shown a greater decreasing trend compared to the other two stations.

Table 3

Results of MK and MMK test

StationMann-Kendall
Modified Mann-Kendall
TauZSlope (m3/s/year)TauZSlope (m3/s/year)
Burhanpur G.S. −0.096 −17.24 −0.0001 −0.09 −5.17 −0.00013 
Gopalkheda G.S. −0.168 −26.54 −0.00004 −0.154 −5.5 −0.00005 
Yerli G.S. −0.27 −46.971 −0.0002 −0.258 −7.68 −0.0002 
StationMann-Kendall
Modified Mann-Kendall
TauZSlope (m3/s/year)TauZSlope (m3/s/year)
Burhanpur G.S. −0.096 −17.24 −0.0001 −0.09 −5.17 −0.00013 
Gopalkheda G.S. −0.168 −26.54 −0.00004 −0.154 −5.5 −0.00005 
Yerli G.S. −0.27 −46.971 −0.0002 −0.258 −7.68 −0.0002 

Innovative trend analysis

Scatter plot between both the halves of the series shows the temporal trend of discharge using ITA at Burhanpur G.S., Yerli G.S. and Gopalkheda G.S. of UTB in (Figure 4). At Yerli G.S., a decreasing trend is observed and it is seen from the scatter plot that an increasing trend is observed in peak value, i.e., 8703 m3/s occurred on 7th August 2006. From the change boxes diagram it is seen that for middle ranges a−40 to −100% decrease is observed in discharge while for the upper range most of the values lie from −50 to −20% and peak discharge shows a variation of 30%. For Gopalkheda G.S., an increasing trend is observed in higher discharges. It is clearly seen that a peak discharge of magnitude 4124 m3/s which occurred on 7th August 2006 appears farthest from the 45̊ line. Discharge lying in the middle range showed variation from −100 to 0% while the upper range was from −10 to 60%. Thus, a decreasing trend in middle values and an increasing trend in higher values of discharge is observed. A similar trend is observed at Burhanpur G.S. From the change boxes, the maximum values of middle range of discharge is −80 to −20 while higher values lie are from −20% to 40%. Overall, higher magnitudes of discharge have shown a positive trend at the three gauging stations and a negative trend for low values of discharge. Table 4 gives the trend results for ITA tests.
Table 4

ITA test results for discharge

StationTrend slope (m3/s/year)Trend indicator
Burhanpur G.S. −0.002 −1.31 
Gopalkheda G.S. −0.00013 −0.257 
Yerli G.S. −0.0004 −4.3 
StationTrend slope (m3/s/year)Trend indicator
Burhanpur G.S. −0.002 −1.31 
Gopalkheda G.S. −0.00013 −0.257 
Yerli G.S. −0.0004 −4.3 
Figure 4

ITA results and change boxes of discharge.

Figure 4

ITA results and change boxes of discharge.

Close modal

Trend analysis of suspended sediment load using MK test and MMK test

Burhanpur G.S. and Yerli G.S. have shown a decreasing trend in daily SSL using MK and MMK methods. All the stations are showing a significant decreasing trend (z < −1.96, for 5% confidence interval). It is seen from Table 5 that the MK test detected more significance as compared to that of the MMK test because autocorrelation was not removed in the data while doing the MK test. Yerli G.S. showed the most significant decreasing trend in SSL in Upper Tapi Basin. Gopalkheda G.S. showed an increase in sediment load.

Table 5

MK and MMK test results for sediment load

StationMann-Kendall
Modified Mann-Kendall
TauZSlope (MT/day/year)TauZSlope (MT/day/year)
Burhanpur G.S. −0.096 −20.85 −4.74 × 10−7 −0.09 −4.68 −4.74 × 10−7 
Gopalkheda G.S. 0.194 30.45 0.783 0.18 6.47 0.689 
Yerli G.S. −0.255 −43.62 –0.00007 −0.23 −6.97 −0.00007 
StationMann-Kendall
Modified Mann-Kendall
TauZSlope (MT/day/year)TauZSlope (MT/day/year)
Burhanpur G.S. −0.096 −20.85 −4.74 × 10−7 −0.09 −4.68 −4.74 × 10−7 
Gopalkheda G.S. 0.194 30.45 0.783 0.18 6.47 0.689 
Yerli G.S. −0.255 −43.62 –0.00007 −0.23 −6.97 −0.00007 

Innovative trend analysis

Figure 5 shows a plot between both halves of the series shows the temporal trend of SSL using ITA at Burhanpur G.S., Yerli G.S. and Gopalkheda G.S. of UTB. At Yerli G.S., a decreasing trend is observed and it is seen from the scatter plot that an increasing trend is observed in peak value, i.e., 12.96 × 106 MT/day, which occurred on 7th August 2006. From the change boxes diagram it is seen that for middle ranges a −20 to −100% decrease is observed in SSL while for the upper range, most of the values lie from −50 to −20% and peak discharge shows a variation of 30%. For Gopalkheda G.S., an increasing trend is observed in higher SSL. It is clearly seen that the peak sediment load of magnitude (3.41 × 106 MT/day) occurred on 7th August 2006 appears farthest from the 45̊ line. SSL lying in the middle range has shown variation from −100 to 0% while the upper range was from −10 to 60%. Thus, a decreasing trend in middle values and an increasing trend in higher values of SSL is observed. A similar trend is observed at Burhanpur G.S. From the change boxes, the maximum values of middle range of discharge lie in −80 to −20 while higher values lie from −20 to 40%. Overall, higher magnitudes of sediment load have shown a positive trend at all three gauging stations and a negative trend for low values of discharge. Table 6 gives the trend results of ITA tests.
Table 6

ITA test results for sediment load

StationTrend slope (MT/day/year)Trend indicator
Burhanpur G.S. −9.98 × 10−7 −4.77 
Gopalkheda G.S. 0.585 6.56 
Yerli G.S. −0.57 −2.9 
StationTrend slope (MT/day/year)Trend indicator
Burhanpur G.S. −9.98 × 10−7 −4.77 
Gopalkheda G.S. 0.585 6.56 
Yerli G.S. −0.57 −2.9 
Figure 5

ITA results and change boxes of sediment load.

Figure 5

ITA results and change boxes of sediment load.

Close modal
Figure 6 shows the sediment load and discharge variation of Purna River at Gopalkheda G.S. and Yerli G.S. From the trend analysis, it has been found that Gopalkheda shows an increasing trend in sediment load while Yerli is showing a decreasing trend. A reverse trend pattern is observed at the gauging stations. On average, Purna at Yerli carries more sediment load than Purna at Gopalkheda. It is seen from Figure 8 that the sediment load at Yerli is greater than Gopalkheda until 2012 and after 2012 the sediment load at Gopalkheda is of higher magnitude than at Yerli. One of the reasons for this change in pattern is due to the ongoing construction of Purna Barrage II which is located downstream of Gopalkheda G.S.
Figure 6

SSL variation at Gopalkheda and Yerli.

Figure 6

SSL variation at Gopalkheda and Yerli.

Close modal
Figure 7

Change point of sediment load and discharge.

Figure 7

Change point of sediment load and discharge.

Close modal
Figure 8

Double mass plot representing change point.

Figure 8

Double mass plot representing change point.

Close modal

Change point detection of discharge and sediment load

Figure 7 shows the change point analysis using the Pettitt test for Annual Water Discharge (m3) (AWD) at Burhanpur G.S. AWD is the total volume of discharge passing throughout the year. The change point of discharge at Burhanpur G.S. is observed in 1988. For Gopalkheda G.S., the change point is observed in 2017 and for Yerli G.S. it is observed in the year 2000. Figure 7 also shows the change point analysis using Pettitt test for Annual Sediment Load (M.T.) (ASL) at Burhanpur G.S. ASL is the total suspended sediment load carried throughout the year. At Gopalkheda G.S., the change point for ASL is obtained in 2016, for Yerli G.S. in 1990 and at Burhanpur G.S. in 1999.

Figure 8 shows the double mass plots which are developed for the G.S. to understand the change in ratio of sediment load and discharge. Gopalkheda shows steeper regression before the change point, i.e., 3.16, while it declines to 1.57 after occurrence of the change point. For Yerli G.S., steeper regression before the change point is observed, i.e., 4.9, while it declines to 2.57 after occurrence of the change point. Slope represents the ratio of sediment load and discharge going downstream on Purna River, the slope decreases from Yerli to Gopalkheda indicating a decrease in sediment load. For Burhanpur G.S., the slope decreases from 1.57 to 1.40. Burhanpur G.S. has observed less change in regression slope as compared to G.S. at Purna River, so lesser change in sediment load has occurred. Comparing all the G.S. at UTB, Yerli G.S. holds maximum regression slope after the change point, thus it carries more sediment load throughout the basin.

Decadal analysis of LULC

Figure 9(a) and 9(b) shows LULC of the basin in the years 1989 and 2020 respectively. The decadal change in land use for UTB are derived after preparing LULC which is classified in five major classes. The decadal changes are derived in terms of percentage classes for water bodies, built-up area, agricultural area, barren land and vegetation. Agricultural land is the dominating class in the basin. It is seen from Figure 10 that vegetation of the basin has transformed into agricultural land and built-up areas.
Figure 9

Land use land cover of Upper Tapi Basin.

Figure 9

Land use land cover of Upper Tapi Basin.

Close modal
Figure 10

LULC modelling.

Figure 10

LULC modelling.

Close modal

Table 7 gives the area statistics of historical variation of LULC. From 1989 to 2020, the vegetation in the basin decreased from 43 to 21% of the basin area, while agricultural land increased from 50 to 60.79%, and the built-up area increased from 1 to 8.3% of the total area. Water bodies of the basin increased to 2.1% from 1.2%. Reduction in the vegetation is observed which has converted into agricultural land because of the increase in the urban area, giving rise to demands of population.

Table 7

Area statistics of decadal change

YearWater bodies (%)Vegetation (%)Agricultural land (%)Built-up area (%)Barren land (%)
1989 1.2 43 50 
1999 1.4 37 53 5.6 
2009 1.6 29 57 5.6 
2020 1.9 21 60.79 8.3 
YearWater bodies (%)Vegetation (%)Agricultural land (%)Built-up area (%)Barren land (%)
1989 1.2 43 50 
1999 1.4 37 53 5.6 
2009 1.6 29 57 5.6 
2020 1.9 21 60.79 8.3 

It is observed from the trend analysis that sediment load has shown a decreasing trend at Yerli and Burhanpur G.S. while an increasing trend is observed at Gopalkheda G.S. and discharge has shown a decreasing trend at all G.S. LULC has also shown drastic changes from 1989 to 2020. Thus, it can be said that the change in LULC of the basin has impacted the discharge and sediment load pattern of the basin. Hence, in order to correlate the LULC changes, sediment load and discharge patterns were studied to determine the trend. A decrease in vegetation and increase in agricultural land has increased the sediment load in Purna River at Gopalkheda G.S. These changes have affected the sediment load carried by the river, soil erosion, and streamflow in the basin. A reduction in vegetation and simultaneous growth in agricultural land increases the sediment yield of the basin (Sinha & Eldho 2018).

Accuracy assessment and validation of LULC

An accuracy assessment of classification was carried out to compare the classified data to the ground truth data. Table 8 shows the accuracy assessment of LULC.

Table 8

Accuracy assessment of LULC

YearAccuracy (%)Kappa (%)
1989 83.89 79.56 
1999 83.45 78.9 
2009 82.7 77.8 
2020 91.91 89.8 
YearAccuracy (%)Kappa (%)
1989 83.89 79.56 
1999 83.45 78.9 
2009 82.7 77.8 
2020 91.91 89.8 

To validate the projected LULC of 2020 with the observed 2020 LULC, Kappa coefficient is used. To calculate the Kappa coefficient, first the LULC is predicted and then by forming a confusion matrix accuracy is assessed. Overall accuracy of 82.35% was obtained with a Kappa coefficient of 78.12%.

LULC modeling

The Cellular Automata-Markov Chain works on the principle of past trends to predict future scenarios. Land Change Modeler in Terrset implements the CA-Markov method and later the transition potentials are run and optimized by Support Vector Machine (SVM). After giving LULC of 1999 and 2009, a transition sub model was obtained from the change maps. After obtaining the LULC 2020 from 1999 to 2009 using SVM, same methodology will be used to predict LULC of 2030. Using images of 2009 and 2020, LULC of 2030 was predicted. Figure 10(a) and 10(b) show the predicted 202 and 2030 image of Upper Tapi Basin respectively. The obtained LULC 2030 is of 30 m resolution.

Figure 11 shows the summary of decadal analysis of change of areas that occurred during the span of years. It also contains the area statistics for predicted LULC of 2030. It can be seen that a decrease in agricultural land and vegetation is observed with an increase in built-up area, waterbodies and barren land. Agriculture area is decreased from 60.79 to 58%, vegetation from 21 to 19% and built-up area is increased from 8.3 to 10%, barren land from 8 to 11% and waterbodies from 1.9 to 2.1%.
Figure 11

Decadal changes in LULC.

Figure 11

Decadal changes in LULC.

Close modal

Due to rapid urbanization, the increase in built-up area leads to an increase in impervious surfaces. Because of this, the rate of infiltration decreases, hence an increase in frequency of high streamflow is observed and low streamflow decreases (Wilson & Weng 2011). Due to increasing anthropogenic activities, the built-up area is increasing with a decrease in agricultural land and vegetation in the basin. For Tapi River at Burhanpur G.S., a decrease in sediment load will be observed due to the decrease in vegetation and agricultural land. For Purna River, as per the decadal variation, the increase in agricultural land has increased the sediment load but for projected LULC of 2030, agricultural land is decreasing from 17,654 to 16,843 km2, which may lead to a decrease in sediment load.

The present study focuses on trend detection of daily discharge and sediment load in Upper Tapi Basin using Mann-Kendall, Modified Mann-Kendall, and Innovative Trend Analysis. Change point for Annual Sediment Load and Annual Water Discharge is obtained through Pettitt Test. Decadal analysis of LULC is carried out from 1989 to 2019. The changes in LULC pattern are related with discharge and sediment load pattern. The findings of the study are as follows:

  • The spatial-temporal variation in discharge in the UTB is mainly controlled by climatic variation, i.e, due to variation in precipitation, as major discharge is observed in the months of monsoon. Thus, rainfall is the only source of water in the basin.

  • The variation of sediment load over the basin turns out to be a complex function depending upon discharge, rainfall, anthropogenic activities, and changes in LULC. Although discharge is the carrier of sediment load, due to change in geological conditions, sediment load may get deposited.

  • A significant decreasing trend for discharge is observed using MK and MMK tests at all three G.S. ITA gives clear trend representation of the time series using change boxes. On average, discharge in UTB has shown a decreasing trend for middle ranges while upper values of discharge have shown an increasing trend. Maximum discharge in UTB was observed during the flood in 2006. A similar trend was observed for sediment load.

  • The slopes of sediment load and discharge in double mass plot aligns with the results obtained from the trend analysis. The decline in slope at all three G.S. implies that a decrease in sediment load is more significant than discharge in the basin. Major change in slope is observed at Yerli G.S. as compared to Gopalkheda and Burhanpur G.S., thus a significant reduction in sediment load is observed at Yerli G.S.

  • From decadal analysis of LULC from 1989 to 2020, vegetation in UTB has decreased and an increase in agricultural land and built-up area is observed. This change in LULC is due to urbanization, increase in population and their requirements. These changes have led to a reduction in discharge and sediment load of the basin.

  • Using LCM Modeler in IDRIDI Terrset, LULC of 2020 was projected and validated with overall accuracy and Kappa coefficient of 82.35 and 78.12 respectively. Future LULC for Upper Tapi Basin for 2030 is projected and water-bodies, built-up area and barren land have increased in contrast to the decrease in vegetation and agricultural land. The rise in population, increase in the built-up areas and decrease in the vegetation is a threat to a sustainable environment. The impact of anthropogenic activities on land use changes can be managed by afforestation, water conservation measures and sediment management in the basin area.

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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