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Calibration & Validation of HEC-HMS Parameters for
Kharkai River Basin (Eastern India)
Under the guidance of
Dr. P. K . Parhi
Presented by:
Madhurendra Madhukar
Reg.No: CUJ/I/2010/IWEM/10
Introduction
 Rainfall – Runoff process is most frequent event in Hydrology.
 It determines the magnitude of runoff from watershed resulting from rainfall.
 Hydrological modelling is the most commonly tool to estimate the basins
hydrological response.
 Rainfall-Runoff model helps to compute – Runoff volume, Peak runoff rate,
Base flow and loss rate.
 It is employed for - Flood protection, Forecasting of real time flood, Water
demand forecasting, Water resources management and to assess the change in
stream flow.
Need of Present Study
• Major tributary of Subarnarekha
River.
• Since it is a fast flowing river, due
to incessant rains the river has
created so much of flood in the
year 2008 & 2011 in the state of
Odisha and Jharkhand which has
damaged human and animal life
badly.
Objective of Study
• To calibrate and validate various
hydrologic parameters of HEC-HMS
which affects the rainfall runoff
process in the basin (Eastern India).
• To determine flood peak and time to
peak due to a rainfall event of
Kharkai river basin using validated
parameters.
• To compute the models performance
using different statistical approaches
for the study area.
River Profile
Study AreaMaterials & Methods
Geographical Area of Sub basins Thiessen Polygon
Land Use Pattern of Kharkai River Basin
Subbasins Area (km2)
Kharkai 3610
Sanjai 2061
Upper basin 144
Location of Rain Gauge stations
Total Area
5815 km2
Gauge Weight
Gauge Station (GS) Subbasins Gauge Weight (GW)
Jamshedpur Kharkai 0.025
Tiring Kharkai 0.502
Rairangpur Kharkai 0.477
Jamshedpur Sanjai 0.171
Tiring Sanjai 0.833
Jamshedpur Upper Subbasin 0.973
Components of HEC-HMS model
• Basin Model- represented by different hydrological element like sub basin, junction
and sink.
• It consists of Canopy method, Surface method, Loss method, Transform method
and Base flow method.
Canopy Method
• Intended to represent
the presence of plants in
landscape.
• This parameter is not
considered due to
unavailability of data
and it does not show
much impact in the
rainfall–runoff process.
Surface Method
• It is intended to
represent the
ground surface.
• This parameter is
not considered due
to unavailability of
data and it doesn’t
shows much impact
in the rainfall runoff
process.
Initial Loss
• Initial loss specifies the
amount of incoming
precipitation that will be
infiltrated or stored in
the watershed before
surface runoff begins.
• The tentative value taken
for initial loss is the
amount of rainfall before
surface runoff begins.
Constant Loss Rate
• Determines the rate
of infiltration that
will occur after the
initial loss is
satisfied.
Impervious factor
• The percentage of the sub
basin which is directly
connected impervious area
can be specified.
• the tentative value taken
for impervious based upon
the percentage of area
which is impervious.
Standard Lag
• The standard lag is
defined as the length of
time between the
centroid of precipitation
mass and the peak flow
of the resulting
hydrograph.
• For this study the
tentative value taken for
standard lag is 1, 2,
3….n hour.
Peaking Coefficient
• The peaking coefficient
measures the steepness
of the hydrograph that
results from a unit of
precipitation.
• For this study the
peaking coefficient is
considered from 0.4 to
0.8 for calibration.
Recession base flow
• The recession baseflow
method is the typical
behavior observed in
watersheds, when
channel flow recedes
exponentially after an
event.
• For this study the
tentative value vary
for Recession constant
is 0.85 to 0.99 and
ratio to peak is the
ratio of base flow at
current time to the
base flow one day
earlier.
Calibration of HEC-HMS Parameters
SI. No Name of Parameter Calibrated Value
1 Initial Loss (mm) 0.22
2 Constant Rate (mm/h) 7.8
3 Impervious (%) 42
4 Standard Lag (hour) 3.6
5 Peaking Coefficient 0.56
6 Initial discharge (m3/s) 2.23
7 Recession Constant 0.90
8 Ratio 0.28
Input parameters for calibration for
Sanjai Sub basin (2161 Km2 )
Input parameters for calibration for
Kharkai Sub basin (3610 Km2 )
SI. No Name of Parameter Calibrated Value
1 Initial Loss (mm) 0.5
2 Constant Rate (mm/h) 5.6
3 Impervious (%) 34
4 Standard Lag (hour) 3.6
5 Peaking Coefficient 0.56
6 Initial discharge (m3/s) 3.2
7 Recession Constant 0.90
8 Ratio 0.10
Input parameters for calibration for
Upper Sub basin (20161 Km2 )
SI. No Name of Parameter Calibrated Value
1 Initial Loss (mm) 0.20
2 Constant Rate (mm/h) 4.5
3 Impervious (%) 35
4 Standard Lag (hour) 3.6
5 Peaking Coefficient 0.50
6 Initial discharge (m3/s) 1.0
7 Recession Constant 0.90
8 Ratio 0.20
Input parameters for Muskingum Routing.
Muskingum K (HR) 1.65
Muskingum X 0.4
• The Muskingum K -- travel time through the reach. It can be
estimated from knowledge of the cross section properties and
flow properties.
• The Muskingum X is the weighting between inflow and
outflow influence; it ranges from 0.0 up to 0.5.
Comparison of Observed Discharge and Calculated Discharge for Calibration
Calibration of HEC-HMS parameters
Flood hydrograph (Calibrated) for Sanjai Subbasin
Flood hydrograph (Calibrated) for Kharkai Subbasin
Flood hydrograph (Calibrated) for Upper Subbasin
Flood Hydrograph (Calibrated) at Outlet
Nash and Sutcliffe Efficiency of Model (Calibration)
Validation of HEC-HMS Parameters
Comparison of Observed Discharge and Computed Discharge for validation
Flood hydrograph (validated) for Sanjai Sub basin
Flood hydrograph (validated) for Kharkai Sub basin
Flood hydrograph (validated) for Upper Sub basin
Flood hydrograph (validated) at Junction
Flood Hydrograph (validated) at Outlet
Nash and Sutcliffe Efficiency of Model (Validation)
Comparison of Observed and Calculated Flow Hydrograph for (Calibration)
RESULT & DISCUSSION
Comparison of Observed and Calculated Flow Hydrograph for (Validation)
CONCLUSION
From the above study
 The model can predict the peak flood volume and time to peak accurately based on the
available historical flood data. This shows that HEC-HMS is suitable for the Kharkhai
catchment effectively.
 The structure of HEC-HMS is simple, it is a powerful tool for flood forecasting. Despite
difficulties, limitations and uncertainties associated with obtaining observations and
measured parameters.
THANKS…..

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madhukarz_presntation

  • 1. Calibration & Validation of HEC-HMS Parameters for Kharkai River Basin (Eastern India) Under the guidance of Dr. P. K . Parhi Presented by: Madhurendra Madhukar Reg.No: CUJ/I/2010/IWEM/10
  • 2. Introduction  Rainfall – Runoff process is most frequent event in Hydrology.  It determines the magnitude of runoff from watershed resulting from rainfall.  Hydrological modelling is the most commonly tool to estimate the basins hydrological response.  Rainfall-Runoff model helps to compute – Runoff volume, Peak runoff rate, Base flow and loss rate.  It is employed for - Flood protection, Forecasting of real time flood, Water demand forecasting, Water resources management and to assess the change in stream flow.
  • 3. Need of Present Study • Major tributary of Subarnarekha River. • Since it is a fast flowing river, due to incessant rains the river has created so much of flood in the year 2008 & 2011 in the state of Odisha and Jharkhand which has damaged human and animal life badly. Objective of Study • To calibrate and validate various hydrologic parameters of HEC-HMS which affects the rainfall runoff process in the basin (Eastern India). • To determine flood peak and time to peak due to a rainfall event of Kharkai river basin using validated parameters. • To compute the models performance using different statistical approaches for the study area.
  • 5. Geographical Area of Sub basins Thiessen Polygon Land Use Pattern of Kharkai River Basin Subbasins Area (km2) Kharkai 3610 Sanjai 2061 Upper basin 144 Location of Rain Gauge stations Total Area 5815 km2
  • 6. Gauge Weight Gauge Station (GS) Subbasins Gauge Weight (GW) Jamshedpur Kharkai 0.025 Tiring Kharkai 0.502 Rairangpur Kharkai 0.477 Jamshedpur Sanjai 0.171 Tiring Sanjai 0.833 Jamshedpur Upper Subbasin 0.973
  • 7. Components of HEC-HMS model • Basin Model- represented by different hydrological element like sub basin, junction and sink. • It consists of Canopy method, Surface method, Loss method, Transform method and Base flow method. Canopy Method • Intended to represent the presence of plants in landscape. • This parameter is not considered due to unavailability of data and it does not show much impact in the rainfall–runoff process. Surface Method • It is intended to represent the ground surface. • This parameter is not considered due to unavailability of data and it doesn’t shows much impact in the rainfall runoff process. Initial Loss • Initial loss specifies the amount of incoming precipitation that will be infiltrated or stored in the watershed before surface runoff begins. • The tentative value taken for initial loss is the amount of rainfall before surface runoff begins. Constant Loss Rate • Determines the rate of infiltration that will occur after the initial loss is satisfied.
  • 8. Impervious factor • The percentage of the sub basin which is directly connected impervious area can be specified. • the tentative value taken for impervious based upon the percentage of area which is impervious. Standard Lag • The standard lag is defined as the length of time between the centroid of precipitation mass and the peak flow of the resulting hydrograph. • For this study the tentative value taken for standard lag is 1, 2, 3….n hour. Peaking Coefficient • The peaking coefficient measures the steepness of the hydrograph that results from a unit of precipitation. • For this study the peaking coefficient is considered from 0.4 to 0.8 for calibration. Recession base flow • The recession baseflow method is the typical behavior observed in watersheds, when channel flow recedes exponentially after an event. • For this study the tentative value vary for Recession constant is 0.85 to 0.99 and ratio to peak is the ratio of base flow at current time to the base flow one day earlier.
  • 9. Calibration of HEC-HMS Parameters SI. No Name of Parameter Calibrated Value 1 Initial Loss (mm) 0.22 2 Constant Rate (mm/h) 7.8 3 Impervious (%) 42 4 Standard Lag (hour) 3.6 5 Peaking Coefficient 0.56 6 Initial discharge (m3/s) 2.23 7 Recession Constant 0.90 8 Ratio 0.28 Input parameters for calibration for Sanjai Sub basin (2161 Km2 ) Input parameters for calibration for Kharkai Sub basin (3610 Km2 ) SI. No Name of Parameter Calibrated Value 1 Initial Loss (mm) 0.5 2 Constant Rate (mm/h) 5.6 3 Impervious (%) 34 4 Standard Lag (hour) 3.6 5 Peaking Coefficient 0.56 6 Initial discharge (m3/s) 3.2 7 Recession Constant 0.90 8 Ratio 0.10
  • 10. Input parameters for calibration for Upper Sub basin (20161 Km2 ) SI. No Name of Parameter Calibrated Value 1 Initial Loss (mm) 0.20 2 Constant Rate (mm/h) 4.5 3 Impervious (%) 35 4 Standard Lag (hour) 3.6 5 Peaking Coefficient 0.50 6 Initial discharge (m3/s) 1.0 7 Recession Constant 0.90 8 Ratio 0.20 Input parameters for Muskingum Routing. Muskingum K (HR) 1.65 Muskingum X 0.4 • The Muskingum K -- travel time through the reach. It can be estimated from knowledge of the cross section properties and flow properties. • The Muskingum X is the weighting between inflow and outflow influence; it ranges from 0.0 up to 0.5.
  • 11. Comparison of Observed Discharge and Calculated Discharge for Calibration Calibration of HEC-HMS parameters
  • 12. Flood hydrograph (Calibrated) for Sanjai Subbasin Flood hydrograph (Calibrated) for Kharkai Subbasin Flood hydrograph (Calibrated) for Upper Subbasin Flood Hydrograph (Calibrated) at Outlet
  • 13. Nash and Sutcliffe Efficiency of Model (Calibration)
  • 14. Validation of HEC-HMS Parameters Comparison of Observed Discharge and Computed Discharge for validation
  • 15. Flood hydrograph (validated) for Sanjai Sub basin Flood hydrograph (validated) for Kharkai Sub basin Flood hydrograph (validated) for Upper Sub basin Flood hydrograph (validated) at Junction
  • 16. Flood Hydrograph (validated) at Outlet Nash and Sutcliffe Efficiency of Model (Validation)
  • 17. Comparison of Observed and Calculated Flow Hydrograph for (Calibration) RESULT & DISCUSSION
  • 18. Comparison of Observed and Calculated Flow Hydrograph for (Validation)
  • 19. CONCLUSION From the above study  The model can predict the peak flood volume and time to peak accurately based on the available historical flood data. This shows that HEC-HMS is suitable for the Kharkhai catchment effectively.  The structure of HEC-HMS is simple, it is a powerful tool for flood forecasting. Despite difficulties, limitations and uncertainties associated with obtaining observations and measured parameters.