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Accepted Papers - 3.pdf - UNESCO

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Table 1. Present land use of watershed.<br />

Area under Area under Area not available<br />

Forest (%) cultivation (%) for agricultural<br />

use (Roads,<br />

habitation and<br />

waste land) (%)<br />

34.7 62.37 2.93<br />

The information on crops being grown in<br />

the watershed was collected by interviewing farmers<br />

of the catchment area and from the revenue records.<br />

Maize, sorghum and black-gram were the commonly<br />

grown crops in kharif season, whereas, in rabi<br />

season, wheat, barley, gram and mustard were the<br />

commonly grown crops.<br />

Probability Analysis of Rainfall<br />

The daily rainfall data of 14 years, of the<br />

watershed area under study, were collected from the<br />

agro-meteorological observatory, Ranichauri. The<br />

collected rainfall data were analyzed for probability<br />

distribution at different levels, using the technique<br />

proposed by Weibull (1939).<br />

Surface Runoff and Irrigation Water<br />

Requirement<br />

The surface runoff from the watershed area<br />

and irrigation water requirement were estimated by<br />

SCS Curve Number Method and CROPWAT<br />

software, respectively. Crop evapo-transpiration and<br />

effective rainfall were also determined by using the<br />

CROPWAT software. The whole year was divided<br />

into four periods i.e. mid-June to mid-September,<br />

mid-September to December, January to March and<br />

April to mid June. The first and third periods are<br />

surplus ones while second (autumn) and fourth<br />

(summer) are the deficit ones. Thus, the irrigation<br />

is required mainly during autumn and summer,<br />

except in abnormal years when irrigation may be<br />

required due to prolonged dry spell during surplus<br />

period.<br />

Water Harvesting System<br />

Due to wide variability in terrain and<br />

topography in hilly region, a single design cannot<br />

serve the purpose and harvesting water efficiently.<br />

Keeping this in view, following two types of<br />

irrigation systems were designed to suit different<br />

341<br />

topographic conditions :<br />

i. irrigation system based on runoff recycling; and<br />

ii. irrigation system based on very low discharge<br />

springs and streams (1 to 10 lpm).<br />

i) Irrigation System Based on Runoff<br />

Recycling<br />

The design criteria of runoff recycling based<br />

irrigation system includes size of tanks and<br />

catchment command area ratio (n). The final size<br />

of tank can be determined as follows :<br />

VT = IA * A + Losses<br />

...(1)<br />

Subjected to<br />

RW * N * A > IS*<br />

A + losses<br />

where<br />

V = capacity of tank (liter);<br />

T<br />

I = gross irrigation requirement during summer<br />

S<br />

crop (April to mid June) (mm);<br />

A = command area (m2 );<br />

R = runoff during winter surplus season;<br />

W<br />

N = catchment command ratio; and<br />

I = gross irrigation requirement during autumn<br />

A<br />

...(2) crop.<br />

It is assumed that the tank will be full after<br />

monsoon, and the water needed during summer will<br />

be met by runoff during winter.<br />

Model development for optimal pond design :<br />

The pond is considered as partially<br />

excavated and partially embankment type. Thus is<br />

mainly to avoid unnecessary disposal of spoil and<br />

transporting extra earth from borrow pits. Therefore,<br />

the volume of excavation is considered to be equal<br />

to the volume of embankment to design<br />

economically. This was considered as one constraint<br />

for the optimization model. The geometrical<br />

formulae used for determination of design<br />

components were derived based on principle of solid<br />

geometry.<br />

The classical optimization model, using<br />

Lagrange multiplier, was used to obtain the optimal<br />

design of pond. The objective function of the model<br />

is to maximize, the storage capacity of pond subject<br />

to the constraints that the volume of earthwork is<br />

equal to volume of embankment. Mathematically,

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