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@ IJTSRD | Available Online @ www.ijtsrd.com | Volume – 2 | Issue – 1 | Nov-Dec 2017 Page: 1259
ISSN No: 2456 - 6470 | www.ijtsrd.com | Volume - 2 | Issue – 1
International Journal of Trend in Scientific
Research and Development (IJTSRD)
International Open Access Journal
Runoff Prediction of Gharni River Catchment of Maharashtra
by Regressional Analysis and Ann Tool Box
Warish
Dept. of Civil Engineering,
Al-Falah University, Faridabad,
Haryana, India
Adil Masood
Dept. of civil Engineering, Jamia
Millia Islamia, New Delhi
Najib Hasan
Dept. of Civil Engineering, HOD
Govt. Polytechnic, Uttawar Palwal
ABSTRACT
The present study deals with the prediction of runoff of
a river catchment of maharastra by using linear
regressional analysis and self organizing maps by
handling numerical data. The prediction is done by
using past data record. A mathematical model has been
developed for rainfall runoff correlation.
Keywords: watershed, Runoff. Artificial neural
network, Regression analysis, gharni river
1. INTRODUCTION
Runoff data is most important for the effective
management of water resources and also for solving
many engineering problems such as forecasting stream
flow for the purpose of water supply, flood control,
irrigation, drainage, water quality, power generation,
recreation, etc. again the rainfall to runoff
transformation process is one of the most complex
hydrologic phenomena to analyze due to the
tremendous spatial and temporal variability of
watershed characteristics and precipitation patterns, and
the number of geomorphologic parameter that are
involved in the modeling processes.
Various methods have been developed to simulate the
rainfall runoff process in the catchment. They can be
classified as conceptual model and data driven model.
The conceptual models are based on the several
assumptions so as to simplify the model as there may
be many variables which are difficult to consider all
and also to have acceptability along with their
assumption. These models require data to evaluate their
performance and acceptability, for example unit
hydrograph by SHERMAN (1932). On the other hand
data driven models are developed and validated
completely based only on the length of the data series,
for example ANN and regression model.
2. STUDY AREA AND DATA SOURCE
Data has been collected from water resource dept govt
of Maharhstra for the catchment of Gharni. A
catchment of river Gharni is in Latur district of
Maharshtra. Series of data for about 10 years has been
used for linear regressional analysis and for ANN tool.
3. METHODOLOGY
3.1 DEVELOPMENT OF MODEL
The homogenity between the two catchment has been
developed by using their geomorphological parameter
like area, perimeter, stream length, odor number etc.
after finding a suitable similar catchment with gharni
river the predicted and actual values have been
compared for different set of input.
3.2 REGRESSIONAL ANALYSIS TO DEVELOP
THE MODEL
We have developed a rainfall runoff pattern of Limb
river Fig (1.1) shows input as of six days of rainfall and
one day runoff as output for this model.
Q (t+1) is next day’s runoff,
X1R (t), R (t-1), R (t-2), R (t-3) + X5R (t-4) + X6R (t-5)
is the previous 6 days rainfall,
International Journal of Trend in Scientific Research and Development (IJTSRD) ISSN: 2456-6470
@ IJTSRD | Available Online @ www.ijtsrd.com | Volume – 2 | Issue – 1 | Nov-Dec 2017 Page: 1260
X7Q (t) is previous one day runoff,
Xi is the regression coefficient, and C is constant
(intercept).
Fig (1.2) shows the regression analysis using artificial
neural network tools on mat lab and presents the
training, validation results and gives the value of
regression ‘R’.
Table No. 1:- Six days of rainfall and one day runoff as output for this model.
Table no. 2
Similarly we have used the data of yellamghat catchement and developed both the ANN and regression
correlation.
4. RESULTS & SUMMARY
We found that the area as geomorphological parameter
influence a lot over the rainfall runoff model. As when
the parameters were classified in self organizing maps
the group have been classified mostly based upon
similar areas. Gharni river catchment has been grouped
with yellamghat river catchment which having
available rainfall runoff data.
The linear regression analysis done in excel and ANN
tool box of MATLAB shows a result of R = 0.997 and
R= 0.7966 respectively, which is acceptible.
CONCLUSION
The present study will lead to predict the runoff of a
ungauged catchments of india. As this study has shown
the area as the most influencing geomorphological
parameter for classification of catchment, and thus we
can develop a model to compare actual and predicted.
REFERENCES
1. CHOW, V.T., MAIDMENT, D.R., MAYS, L.W.,
(1988) “Applied Hydrology”. McGraw Hill, New
York
2. JENA. S.K., TIWARI. K.N., (2006) “Modeling
International Journal of Trend in Scientific Research and Development (IJTSRD) ISSN: 2456-6470
@ IJTSRD | Available Online @ www.ijtsrd.com | Volume – 2 | Issue – 1 | Nov-Dec 2017 Page: 1261
synthetic unit hydrograph parameters with
geomorphologic parameters of watersheds” Journal
of hydrology 319, 1-14.
3. BHADRA A., PANIGRAHY. N., SINGH. R.,
RAGHUWNSHI. N.S., MAL. B.C., TRIPATHI.
M.P., (2008)“Development of a geomorphological
instantaneous unit hydrograph model for scantily
gauged watersheds” Journal of environmental
modeling & software 23, 1013-1925.
4. PERRIN.C, MICHEL.C, ANDRE AASSIAN.,
(2001) “does, a large number of parameters enhance
model performance” Comparative assessment of
common catchment model structures on 429
catchments” Journal of hydrology 242, 275-301.
5. MARK S.W, STEPHEN J.B., (1997) “An adaptive
modeling and monitoring approach to describe the
hydrologic behavior of small catchments” Journal
of hydrology 202, 48-77.
6. PERRIN J.B., WALLACE D.E., LANE. L.J.,
(2007) “Geomorphic parameter predict hydrograph
characteristics in the Southwest” Journal of the
American water resources association volume 13,
issue 1, pages 25-37.
7. RAJURKAR M.P., KOTHYARI U.C, CHAUBE
U.C., (2003) “Modeling of the daily rainfall runoff
relationship with artificial neural network” journal
of hydrology 285, (2004) 96-113.
8. LHOMME J., BOUVEIR. C., PERRIN. L.G.,
(2004) “Applying geomorphologic based routing
model in urban catchments” journal of hydrology
299, P203-216
9. RODRIGUEZ. F., ANDRIEU .H. CREUTIN J.D.
(2003) “surface runoff in urban catchments:
morphological identification of unit hydrographs
from urban catchments” journal of hydrology 283,
146-168.
10. MARIA C.M., WENCESLAO G M., MANUEL
P.S., ROMAN L.C., (2004) “Modeling of the
monthly and daily behavior of the runoff of the
XALLAS river using box-Jenkins and neural
networks methods” Journal of hydrology 296, 38
-58.
11. GUPTA V.K., WAYMIRE, E. WANG, C.T.,
(1980) “Representation of an instantaneous unit
hydrograph from geomorphology” journal of
environmental modeling & software 16, 855-862.
12. SANAGA S., ASHU JAIN., (2003), “A
comparative analysis of training methods for
artificial neural network rainfall-runoff
models” journal of applied soft computing 6, 295-
306.
13. ZHANG B., GOVINDARAJU R.S., (2000)
“Prediction of watershed runoff using Bayesian
concepts and modular neural networks”. Journal of
water resource research 36, 753-762.
14. TOKAR A.S., JOHNSON, P.A., (1999) “Rainfall
runoff modeling using artificial neural networks”
journal of hydrology, ASCE 4, 232-239

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Runoff Prediction of Gharni River Catchment of Maharashtra by Regressional Analysis and Ann Tool Box

  • 1. @ IJTSRD | Available Online @ www.ijtsrd.com | Volume – 2 | Issue – 1 | Nov-Dec 2017 Page: 1259 ISSN No: 2456 - 6470 | www.ijtsrd.com | Volume - 2 | Issue – 1 International Journal of Trend in Scientific Research and Development (IJTSRD) International Open Access Journal Runoff Prediction of Gharni River Catchment of Maharashtra by Regressional Analysis and Ann Tool Box Warish Dept. of Civil Engineering, Al-Falah University, Faridabad, Haryana, India Adil Masood Dept. of civil Engineering, Jamia Millia Islamia, New Delhi Najib Hasan Dept. of Civil Engineering, HOD Govt. Polytechnic, Uttawar Palwal ABSTRACT The present study deals with the prediction of runoff of a river catchment of maharastra by using linear regressional analysis and self organizing maps by handling numerical data. The prediction is done by using past data record. A mathematical model has been developed for rainfall runoff correlation. Keywords: watershed, Runoff. Artificial neural network, Regression analysis, gharni river 1. INTRODUCTION Runoff data is most important for the effective management of water resources and also for solving many engineering problems such as forecasting stream flow for the purpose of water supply, flood control, irrigation, drainage, water quality, power generation, recreation, etc. again the rainfall to runoff transformation process is one of the most complex hydrologic phenomena to analyze due to the tremendous spatial and temporal variability of watershed characteristics and precipitation patterns, and the number of geomorphologic parameter that are involved in the modeling processes. Various methods have been developed to simulate the rainfall runoff process in the catchment. They can be classified as conceptual model and data driven model. The conceptual models are based on the several assumptions so as to simplify the model as there may be many variables which are difficult to consider all and also to have acceptability along with their assumption. These models require data to evaluate their performance and acceptability, for example unit hydrograph by SHERMAN (1932). On the other hand data driven models are developed and validated completely based only on the length of the data series, for example ANN and regression model. 2. STUDY AREA AND DATA SOURCE Data has been collected from water resource dept govt of Maharhstra for the catchment of Gharni. A catchment of river Gharni is in Latur district of Maharshtra. Series of data for about 10 years has been used for linear regressional analysis and for ANN tool. 3. METHODOLOGY 3.1 DEVELOPMENT OF MODEL The homogenity between the two catchment has been developed by using their geomorphological parameter like area, perimeter, stream length, odor number etc. after finding a suitable similar catchment with gharni river the predicted and actual values have been compared for different set of input. 3.2 REGRESSIONAL ANALYSIS TO DEVELOP THE MODEL We have developed a rainfall runoff pattern of Limb river Fig (1.1) shows input as of six days of rainfall and one day runoff as output for this model. Q (t+1) is next day’s runoff, X1R (t), R (t-1), R (t-2), R (t-3) + X5R (t-4) + X6R (t-5) is the previous 6 days rainfall,
  • 2. International Journal of Trend in Scientific Research and Development (IJTSRD) ISSN: 2456-6470 @ IJTSRD | Available Online @ www.ijtsrd.com | Volume – 2 | Issue – 1 | Nov-Dec 2017 Page: 1260 X7Q (t) is previous one day runoff, Xi is the regression coefficient, and C is constant (intercept). Fig (1.2) shows the regression analysis using artificial neural network tools on mat lab and presents the training, validation results and gives the value of regression ‘R’. Table No. 1:- Six days of rainfall and one day runoff as output for this model. Table no. 2 Similarly we have used the data of yellamghat catchement and developed both the ANN and regression correlation. 4. RESULTS & SUMMARY We found that the area as geomorphological parameter influence a lot over the rainfall runoff model. As when the parameters were classified in self organizing maps the group have been classified mostly based upon similar areas. Gharni river catchment has been grouped with yellamghat river catchment which having available rainfall runoff data. The linear regression analysis done in excel and ANN tool box of MATLAB shows a result of R = 0.997 and R= 0.7966 respectively, which is acceptible. CONCLUSION The present study will lead to predict the runoff of a ungauged catchments of india. As this study has shown the area as the most influencing geomorphological parameter for classification of catchment, and thus we can develop a model to compare actual and predicted. REFERENCES 1. CHOW, V.T., MAIDMENT, D.R., MAYS, L.W., (1988) “Applied Hydrology”. McGraw Hill, New York 2. JENA. S.K., TIWARI. K.N., (2006) “Modeling
  • 3. International Journal of Trend in Scientific Research and Development (IJTSRD) ISSN: 2456-6470 @ IJTSRD | Available Online @ www.ijtsrd.com | Volume – 2 | Issue – 1 | Nov-Dec 2017 Page: 1261 synthetic unit hydrograph parameters with geomorphologic parameters of watersheds” Journal of hydrology 319, 1-14. 3. BHADRA A., PANIGRAHY. N., SINGH. R., RAGHUWNSHI. N.S., MAL. B.C., TRIPATHI. M.P., (2008)“Development of a geomorphological instantaneous unit hydrograph model for scantily gauged watersheds” Journal of environmental modeling & software 23, 1013-1925. 4. PERRIN.C, MICHEL.C, ANDRE AASSIAN., (2001) “does, a large number of parameters enhance model performance” Comparative assessment of common catchment model structures on 429 catchments” Journal of hydrology 242, 275-301. 5. MARK S.W, STEPHEN J.B., (1997) “An adaptive modeling and monitoring approach to describe the hydrologic behavior of small catchments” Journal of hydrology 202, 48-77. 6. PERRIN J.B., WALLACE D.E., LANE. L.J., (2007) “Geomorphic parameter predict hydrograph characteristics in the Southwest” Journal of the American water resources association volume 13, issue 1, pages 25-37. 7. RAJURKAR M.P., KOTHYARI U.C, CHAUBE U.C., (2003) “Modeling of the daily rainfall runoff relationship with artificial neural network” journal of hydrology 285, (2004) 96-113. 8. LHOMME J., BOUVEIR. C., PERRIN. L.G., (2004) “Applying geomorphologic based routing model in urban catchments” journal of hydrology 299, P203-216 9. RODRIGUEZ. F., ANDRIEU .H. CREUTIN J.D. (2003) “surface runoff in urban catchments: morphological identification of unit hydrographs from urban catchments” journal of hydrology 283, 146-168. 10. MARIA C.M., WENCESLAO G M., MANUEL P.S., ROMAN L.C., (2004) “Modeling of the monthly and daily behavior of the runoff of the XALLAS river using box-Jenkins and neural networks methods” Journal of hydrology 296, 38 -58. 11. GUPTA V.K., WAYMIRE, E. WANG, C.T., (1980) “Representation of an instantaneous unit hydrograph from geomorphology” journal of environmental modeling & software 16, 855-862. 12. SANAGA S., ASHU JAIN., (2003), “A comparative analysis of training methods for artificial neural network rainfall-runoff models” journal of applied soft computing 6, 295- 306. 13. ZHANG B., GOVINDARAJU R.S., (2000) “Prediction of watershed runoff using Bayesian concepts and modular neural networks”. Journal of water resource research 36, 753-762. 14. TOKAR A.S., JOHNSON, P.A., (1999) “Rainfall runoff modeling using artificial neural networks” journal of hydrology, ASCE 4, 232-239