dc.description.abstract |
Conjunctive management of water resources in irrigation systems requires multidisciplinary
data pertaining to hydrological, hydro-geological, hydro-meteorological, soil,
agronomic, and cropping pattern parameters in command areas. Further, a model is required
that can integrate all the available information to evaluate the system operation and provide
an integrated picture of the total system. Computers now make possible the use of larger data
sets, more sophisticated analytical techniques and a variety of graphical means for presenting
analysis results.
While the demands for water by all the sectors (municipal, industrial, irrigation,
hydropower etc.) are rising, investments for development of additional water resources are
limited. This requires more efficient and rationale utilization of the available resources based
on scientific principles. The realization of this objective in the irrigation sector requires a
formal framework for water resources decision-making that enables spatial assessment of
water supplies and demands in real-time and a balancing of the two to meet specified
objectives. A GIS based procedure has been developed in the present study for conjunctive
operation of the canal system. The model utilizes real-time data and multi-disciplinary spatial
and attribute data in a canal irrigation system and can help the operator in decision-making
process.
The model uses the real-time irrigation demands in the command area (calculated by
another model) and calculates the total flow requirements at each minor, distributory, and
branch in a canal system after accounting for the water application efficiency, field channel
efficiency, seepage losses, and canal capacity and water availability constraints. In addition,
the model uses the information of groundwater depth in the irrigation system for finding the
optimum canal-run configuration during each week. The model aims at utilizing the available
canal water to the maximum extent provided that groundwater conditions in the area permit.
In case of shortage of surface water, the demands of a minor/distributory with least water
table depth are met from groundwater. Through iterative simulation of canal operation, the
model finds a canal-run configuration that provides higher effective utilization of canal water,
relatively higher canal seepage in the areas of deeper groundwater and requires least energy
for pumping groundwater. In the development of this procedure, it is inherently assumed that
it is always economical to utilize the surface water as compared to the groundwater provided
that surface water is available.
A computer program has been written for the allocation model and applied to the
Lakhaoti command area under the Madhya Ganga Canal system. Data requirement of the
model is quite high. Detailed database has been developed for the Lakhaoti command. Layout
of canal system up to the minor level has been delineated using the PAN sensor data of IRS-
1C satellite. Minor-wise command area has been digitized. The location of groundwater wells
and the groundwater depths in various wells in the year 1998-99 have been collected from
field offices and groundwater surfaces have been generated in the GIS system (ILWIS).
Characteristics of different canal segments have also been collected from the field offices of
the Madhya Ganga Canal system. The operation of canal system is based on the irrigation
demands (as worked out by another model), canal water availability and the groundwater
depth in any week.
Major advantages of the model are that it operates the system for the actual cropping
pattern and uses real-time information about spatially distributed irrigation demands and
groundwater depths. It considers different characteristics of the canal segments and utilizes
the information of different irrigation practices in different parts of the command area rather
than assuming lumped values. Further, the model uses least number of assumptions in terms
of canal seepage, recharge because of rainfall and irrigation, income and expenditure on
various crops, and cost of providing surface and groundwater etc. The approach suggests the
operation plan for each week. The aim is to satisfy the irrigation demands in the command
area with least cost of pumping. To approach also tries to ensure groundwater stabilization by
curtailing canal water supply in the water logged area, pumping groundwater in the shallow
water table area and using canal water in deeper groundwater area.
One major limitation of the model is extensive database requirement. The model
requires digitization of Sajra maps for the whole canal system. Further, the approach requires
the determination of actual cropping pattern for the command area before the start of the
season. The approach also requires a network of well-distributed groundwater observation
wells and collection of groundwater level data from the observation wells at weekly/monthly
time step.
However, once the database is developed, the model can show simulation analysis for
different scenarios of canal water availability in the form of maps and tables. The model can
be used to design or alter the system configuration and different scenarios of canal capacities
and canal system layout, and area actually irrigated by them can be evaluated. |
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