Table 3.5 Indicative values of crop water needs and sensitivity to drought (5)
Crop
|
Crop water need
|
Sensitivity of drought
|
|
(mm/total growing period)
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
Alfalfa
|
800
|
-
|
1600
|
low
|
-
|
medium
|
|
Banana
|
1200
|
-
|
2200
|
high
|
|
|
|
Barley/oats/wheat
|
450
|
-
|
650
|
low
|
-
|
medium
|
|
Bean
|
300
|
-
|
500
|
medium
|
-
|
high
|
|
Cabbage
|
350
|
-
|
500
|
medium
|
-
|
high
|
|
Citrus
|
900
|
-
|
1200
|
low
|
-
|
medium
|
|
Cotton
|
700
|
-
|
1300
|
low
|
|
|
|
Maize
|
500
|
-
|
800
|
medium
|
-
|
high
|
|
Melon
|
400
|
-
|
600
|
medium
|
-
|
high
|
|
Onion
|
350
|
-
|
550
|
medium
|
-
|
high
|
|
Peanut
|
500
|
-
|
700
|
low
|
-
|
medium
|
|
Pea
|
350
|
-
|
500
|
medium
|
-
|
high
|
|
Pepper
|
600
|
-
|
900
|
medium
|
-
|
high
|
|
Potato
|
500
|
-
|
700
|
high
|
|
|
|
Rice (paddy)
|
450
|
-
|
700
|
high
|
|
|
|
Sorghum/millet
|
450
|
-
|
650
|
low
|
|
|
|
Soybean
|
450
|
-
|
700
|
low
|
-
|
medium
|
|
Sugarbeet
|
550
|
-
|
750
|
low
|
-
|
medium
|
|
Sugarcane
|
1500
|
-
|
2500
|
high
|
|
|
|
Sunflower
|
600
|
-
|
1000
|
low
|
-
|
medium
|
|
Tomato
|
400
|
-
|
800
|
medium
|
-
|
high
|
|
|
|
|
|
|
|
|
|
108 IRRIGATION AND WATER RESOURCES ENGINEERING
Example 3.6 Using the Blaney-Criddle formula, estimate the yearly consumptive use of water for sugarcane for the data given in the first four columns of Table 3.6.
Solution:
According to Eqs. (3.13) and (3.14),
u = k 100p (18. t + 32)
Values of monthly consumptive use calculated from the above formula have been tabulated in the last column of Table 3.6. Thus, yearly consumptive use = Σu = 1.75 m.
Table 3.6 Data and solution for Example 3.6
-
|
Mean monthly
|
Monthly crop
|
Per cent
|
Monthly
|
Month
|
temperature,
|
coefficient, k
|
sunshine
|
consumptive
|
|
t°C
|
|
hours, p
|
use, u (mm)
|
|
|
|
|
|
January
|
13.10
|
19.05
|
7.38
|
78.14
|
February
|
15.70
|
20.32
|
7.02
|
85.96
|
March
|
20.70
|
21.59
|
8.39
|
125.46
|
April
|
27.00
|
21.59
|
8.69
|
151.22
|
May
|
31.10
|
22.86
|
9.48
|
190.66
|
June
|
33.50
|
24.13
|
9.41
|
209.58
|
July
|
30.60
|
25.40
|
9.60
|
212.34
|
August
|
29.00
|
25.40
|
9.60
|
205.31
|
September
|
28.20
|
24.13
|
8.33
|
166.35
|
October
|
24.70
|
22.86
|
8.01
|
140.01
|
November
|
18.80
|
21.59
|
7.25
|
103.06
|
December
|
13.70
|
19.05
|
7.24
|
78.15
|
|
|
|
|
|
3.8. IRRIGATION REQUIREMENT
Based on the consumptive use, the growth of all plants can be divided into three stages, viz., vegetative, flowering, and fruiting. The consumptive use continuously increases during the vegetative stage and attains the peak value around the flowering stage; thereafter, the consumptive use decreases. It should be noted that different crops are harvested during different stages of crop growth. For example, leafy vegetables are harvested during the vegetative stage and flowers are harvested during the flowering stage. Most crops (such as potatoes, rice, corn, beans, bananas, etc.) are harvested during the fruiting stage.
At each precipitation, a certain volume of water is added to the crop field. Not all of the rainfall can be stored within the root zone of the soil. The part of the precipitation which has gone as surface runoff, percolated deep into the ground or evaporated back to the atomosphere does not contribute to the available soil moisture for the growth of crop. Thus, effective precipitation is only that part of the precipitation which contributes to the soil moisture available for plants. In other words, the effective rainfall is the water retained in the root zone and is obtained by subtracting the sum of runoff, evaporation, and deep percolation from the total rainfall.
SOIL-WATER RELATIONS AND IRRIGATION METHODS
|
109
|
If, for a given period, the consumptive use exceeds the effective precipitation, the difference has to be met by irrigation water. In some cases irrigation water has to satisfy leaching requirements too. Further, some of the water applied to the field necessarily flows away as surface runoff and/or percolates deep into the ground and/or evaporates to the atmosphere. Therefore, irrigation requirement is the quantity of water, exclusive of precipitation and regardless of its source, required by a crop or diversified pattern of crops in a given period of time of their normal growth under field conditions. It includes evapotranspiration not met by effective precipitation and other economically unavoidable losses such as surface runoff and deep percolation. Irregular land surfaces, compact impervious soils or shallow soils over a gravel stratum of high permeability, small or too large irrigation streams, absence of an attendant during irrigation, long irrigation runs, improper land preparation, steep ground slopes and such other factors contribute to large losses of irrigation water which, in turn, reduce irrigation efficiency. Irrigation efficiency is the ratio of irrigation water consumed by crops of an irrigated field to the water diverted from the source of supply. Irrigation efficiency is usually measured at the field entrance (3). Water application efficiency is the ratio of the average depth added to the root-zone storage to the average depth applied to the field. Obviously, irrigation efficiency measured at the field and the water application efficiency would be the same. Thus, the field irrigation requirement FIR is expressed as (2)
-
|
Det − (D p
|
− Dpl )
|
|
FIR =
|
|
|
(3.15)
|
|
Ea
|
|
|
|
|
|
|
in which, Det = depth of evapotranspiration, Dp = depth of precipitation,
Dpl = depth of precipitation that goes as surface runoff and/or infiltrates into the ground and/or intercepted by the plants,
and Ea = irrigation efficiency or application efficiency.
In the absence of any other information, the following values can be used as a guide for Ea in different methods of surface irrigation for different types of soils:
-
Soil class
|
Irrigation efficiency (%)
|
|
|
Sand
|
60
|
Sandy loam
|
65
|
Loam
|
70
|
Clay loam
|
75
|
Heavy clay
|
80
|
|
|
If no other information is available, the following formulae can be used to estimate the effective rainfall depth, Dpe provided that the ground slope does not exceed 5%.
Dpe = 0.8 Dp – 25 if Dp > 75 mm/month
Dpe = 0.6 Dp – 10 if Dp < 75 mm/month
Dpe is always equal to or greater than zero and never negative. Both Dp ad Dpe are in mm/month in the foregoing formulae.
Example 3.7 Using the data given in the first four columns of Table 3.7 for a given crop, determine the field irrigation requirement for each month assuming irrigation efficiency to be 60 per cent.
110
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IRRIGATION AND WATER RESOURCES ENGINEERING
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