Research Article | | Peer-Reviewed

Determination of Optimum Bed Width and Hydraulic Performance of Furrow Irrigation for Wheat at Dambi Dima Irrigation Scheme, Western Oromia, Ethiopia

Received: 1 October 2025     Accepted: 17 October 2025     Published: 11 December 2025
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Abstract

The use of furrow irrigated bed width method has increased due to its capability of saving massive amounts of irrigation water. Based on these field experiments were conducted to evaluate the impact of furrow irrigated bed width and flow rate on irrigation efficiency, wheat grain yield and crop water productivity under surface irrigation system. The experimental field was arranged factorial experiments in randomized complete block design with three replications. The result indicated that, effect of bed width of furrow and flow rate were highly significant (p<0.01) on wheat grain yield, yield component, crop water productivity, application efficiency and distribution uniformity, but effect of bed width of furrow were no significant effect on grain per spike and Plant height. The result of interaction analysis showed that interaction between bed width of furrow and flow rate were significant (p<0.05) affected by wheat grain yield, crop water productivity, application efficiency and distribution uniformity, but non-significant influencing wheat yield component. The mean maximum wheat grain yield, crop productivity, application efficiency were obtained with treatment interaction of BW 80cm X Q2, were 6.87 tons/ha, 2.88 kg/m3, and 87.52%, respectively. The mean maximum distribution uniformity of 90.35% was obtained with treatment interaction of BW 80cm X Q3. From economic analysis point of view the maximum net benefit of 189,820 ETB per hectare with 1.05 benefit cost ratio was obtained at optimum bed width (80cm) and flow rate (Q2). At optimum bed width (80cm) and flow rate (Q2), 1234 m3/ha amount of water was saved and this saved water was able to irrigate 0.5 ha and from this hectare, farmers able to get net return of 93,653.72 ETB. Therefore, it can be concluded that, application of 80cm bed width of furrow and flow rate of Q2 (2L/s) at Dambi Dima irrigation scheme was found to be the most efficient and also economically viable.

Published in Science Frontiers (Volume 6, Issue 4)
DOI 10.11648/j.sf.20250604.14
Page(s) 149-158
Creative Commons

This is an Open Access article, distributed under the terms of the Creative Commons Attribution 4.0 International License (http://creativecommons.org/licenses/by/4.0/), which permits unrestricted use, distribution and reproduction in any medium or format, provided the original work is properly cited.

Copyright

Copyright © The Author(s), 2025. Published by Science Publishing Group

Keywords

Bed Width of Furrow, Application Efficiency, Crop Water Productivity, Irrigation Efficiency

1. Introduction
Surface irrigation is the most commonly used irrigation method and indispensable in Ethiopia because it is easy in operation and maintenance but while having a serious defect that decreases irrigation efficiency ranged from 40 to 60% . Farmers use surface irrigation systems to irrigate wheat through furrow, technique due to those systems being low in cost, easier to the farmers to construct, operate and maintain. But the efficiency of surface irrigation, however, is lower and in some cases, farmers may lose up to 50% water delivery in deep percolation and runoff . This method is the most common technique being practiced throughout the world, implying that water distribution is uncontrolled and inefficient. Therefore, implementation of optimal irrigation management practices such sizing bed width of furrow, using pressurized distribution system, and selection of correct inflow rates based on field parameters was important. The use of pressurized distribution system in bed width was used to regulate and control water application which affect overtopping of bed width of furrow. Bed planting is an innovative technique to save irrigation water and increase wheat grain yield and water productivity. However, saving irrigation water and increasing crop yield was depend on management of bed furrow size according to soil and field conditions. Wider beds can lead to poor lateral infiltration in the bed middle. The effect of bed width of furrow on yield of wheat saving water up to 50% in wheat and 30% in maize . In Ethiopia farmer’s competition for irrigation water use among the upstream and downstream small scale irrigation scheme is very high. Therefore, the objective of this study was to determine optimum bed width and hydraulic Performance of furrow irrigation to enhance yield and water productivity of wheat at Dambi dima irrigation scheme, Western Oromia, Ethiopia.
2. Materials and Methods
2.1. Description of Study Area
The study area was located at Bako Tibe Woreda at Dambi Dima irrigation scheme, West Shewa Zone, Oromia National Regional State with an altitude of 1590m above sea level and lies in 9°06' N and 37°09’ E Latitude and longitude, mean monthly minimum and maximum temperature in the area are 13.7°C and 28.4°C respectively. Dependable mean monthly annual and effective rainfall in the area was 808.5mm and 482mm respectively.
2.2. Materials Used
Different UPVC Pipe Size, UPVC TEE different size, UPVC Reducer, UPVC Elbow, Transparent plastic tube, Line level, Stop watch and Parshall flume.
2.3. Experimental Design and Treatments
The treatments considered for this experiment were four irrigated bed width (B1 = 40cm, B2 = 60cm, B3 = 80cm, and B4 = 100cm) and three levels of furrow discharge rates, viz., (Q1, Q2 and Q3). The furrow discharge was made by rating 80%, 100% and 120% of the maximum non erosive flow rate. The maximum non-erosive flow rate was determined based on soil textural class and furrow bed slope . The experimental field had an average of furrow bed slope of 0.27% and clay loam in textural class which categorized as medium-heavy textured soil group . Based on these Coefficient parameters for furrow maximum flow rate were α=0.988 and β=0.55. Accordingly, maximum non erosive flow rate (Qmax) obtained was 2 L/s. Based on this the three levels of flow rate were (Q1=1.6 L/s, Q2=2L/s and Q3 =2.4 L/s), respectively. The pressurized water distribution system with integrated furrow irrigated bed width was used to control the flow of water at specified bed width furrow. Finally, experimental field was arranged 3 x 4 factorial experiments in RCBD with three replications.
2.4. Soil Sample Collection
Soil moisture content before and after irrigation were collected from each plot at three depths of wheat crop 0-30cm, 30-60 cm, and 60-90cm by using soil auger and core sampler holder for undistributed soil samples. To determined gravimetric moisture content, the standard method known as the gravimetric moisture determination method was used .
2.5. Determination of Hydraulic Parameters of Furrow Irrigation
Furrow Cross sectional Area
The Parameters characterizing the furrow geometry was measured by furrow profilometer. The measured data using furrow Profilometer were used to derive the relationship between depths of water in the furrow and corresponding top width. For selected furrow bed width evaluation, the furrow cross-sectional area was measured at each station. Finally, flow cross sectional area and wetted perimeter of furrow were estimated as parabolic channel shape by the following empirical equations .
and
Where, d= flow depth (m), t=top flow width (m), A = flow cross sectional area (m2) and P=wetted perimeter (m).
Advance and Recession time measurement
The time required for the water to advance to the end of the field length or to cover the field completely is an important consideration in managing furrow irrigation systems. The advance and recession was recorded at the distance of 5, 10, 15, 20 25, 30m along furrow irrigated bed width.
Infiltration characteristics of Soil
To determine the infiltration characteristics along length of furrow irrigated bed width, double ring infiltrometer and two-point method of volume balance method was used . Finally, the depth of water infiltrated along length of furrow irrigated bed width (z) was determined by using this equation.
Where, Z = the cumulative infiltration per unit length of furrow (m3/m/m), r= intake opportunity time (min), for any point, fo = basic intake rate (m3/min/m), K and a = infiltration parameters.
2.6. Application Efficiency and Distribution Uniformity
Efficiency of water stored or utilized at crop root zone at the center and side of furrow irrigated bed width was determined based on application efficiency (Ea,) and it was determined as the follow
Where; Zs = depth of water retained in the root zone (mm), and Z = depth of water applied to the furrow (mm).
Efficiency distributed at the center and side of furrow irrigated bed width was determined based on distribution uniformity, and it was determined based on the following equations;
Where; Du=distribution uniformity (%), Zmin =minimum infiltrated depth (mm) and Zav = mean of depths infiltrated over the furrow length (mm).
2.7. Yield Component, Yield and Crop Water Productivity
Plant height (cm): The height wheat was measured from the soil surface to the tip of a spike from 10 randomly tagged plants in the net plot area at physiological maturity.
Number of grain per spike: recorded as an average of 10 randomly taken spikes from the net plot area.
Thousand grain weight: was determined based on the weight of 1000 kernels sampled from the grain yield of each net plot and weighed with electronic sensitive balance.
Above-ground dry biomass yield: The wheat biomasses were determined through weighting plants harvested from the net plot area.
Wheat Grain yield: These were also taken by harvesting and threshing the grain yield from net plot area. The yield were adjusted to 12.5% moisture content and expressed as yield in kg/ha.
Wheat Crop water productivity: was computed as the ratio of yield obtained to the depth of water applied to the field.
2.8. Economic Analysis
For Economics analysis, the price of grain wheat in the area is taken during time of harvest was 55 Birr /kg and the price for water was 1.00 Birr per 0.5m3 of water. The indigenous farmers in the study area do not pay for irrigation water of their farms. Therefore assumption was made for the costs of water unit price which was estimated to be 1 Birr per 0.5m3 of water Gross revenue has been calculated by multiplying total yield in kg/ha of wheat market price per kilogram. The farm-gate price for wheat in this study was 55 ETB/kg (averaged local price). Net return (NR) and benefit-cost ratio (BCR) due to irrigation were calculated according to following equations.
Net return (NR) and benefit-cost ratio (BCR) due to irrigation was calculated as
NR = Gross revenue –Total cost
The benefit cost ratio (BCR) measures the increase in net return (NR) which was generated by total cost expenditure (TC).
2.9. Data Analysis Techniques
Collected data such as wheat grain yield, yield component, application efficiency, distribution efficiency, water productivity were analyzed factorial Randomized Complete block design (RCBD) using R statistical software. For comparing means of the treatments that showed significant result, least significant difference (LSD) test at 5% probability level were used.
3. Results and Discussions
3.1. Soil Physical Properties Analysis
The result of the soil analysis from the experimental site showed, the soil has an average percentages of sand, silt and clay were 36.67, 25.33, 36.33, and 42%, respectively. The soil texture of experimental site was classified as clay Loam soil. TAW is the amount of water that a crop can extract from its root zone is directly related to variation in FC and PWP, 212.8, 204 and 229.35 mm/m for 0-20cm, 20-40cm and 40-60cm, respectively. Average of total Available Water for experimental site was 215.38 mm/m and bulk density of 1.36 g/cm3 which was below the critical threshold level (1.4g/cm3) (Table 1).
Table 1. Soil physical Properties of the experimental site.

Soil Depth

Bd (g/cm3)

FC (%)

PWP (%)

TAW (mm/m)

Particle size Distribution (%)

clay

Textural class

sand

silt

0-20cm

1.33

38.50

22.50

212.80

38

28

34

Clay loam

20-40cm

1.36

38.30

23.30

204.00

36

24

40

Clay

40-60cm

1.39

40.60

24.10

229.35

24

24

52

Clay

Average

1.36

39.13

23.30

215.38

32.67

25.33

42

clay loam

3.2. Evaluation of Hydraulic Parameters of Furrow Irrigated Bed Width
Furrow geometry
The furrow geometry was determined by measuring flow depth, bottom width, and top flow width along the furrow length of 30 m at 5m intervals as shown in Table 2. The flow depth in the furrows ranged from a minimum depth of 0.194 m to a maximum depth of 0.235 m and the average flow depth was found as 0.212 m. Top width of flow section varied from 0.194 m to 0.687 m with an average value of 0.678m. It was found that flow area varied from 0.086m2 to 0.103m2 with an average flow area as 0.093m2. The wetted perimeter also showed a variation ranging from 0.768 m to 0.819 m with an average wetted perimeter of 0.790 m (Table 2).
Table 2. Flow dimensions and wetted perimeter along the furrow length.

Distance

Follow depth (m)

Top follow depth (m)

Flow area (m2)

Wetted perimeter (m)

5

0.215

0.687

0.098

0.812

10

0.202

0.674

0.090

0.782

15

0.198

0.675

0.088

0.774

20

0.194

0.668

0.086

0.768

25

0.225

0.684

0.103

0.819

30

0.235

0.681

0.091

0.787

Average

0.212

0.678

0.093

0.790

The relationship was developed to determine cross sectional area, wetted perimeter and top width with respect to depth of flow. The best fit statistical relationships between these parameters with respect to flow depth were found as a power function relationship (Table 3).
Table 3. Relationship between furrow cross section area, wetted perimeter and top width with respect to depth of flow.

No

Furrow Parameters

Functional Relationship

Coefficient of Determination

1

Cross section Area in m2

A=0.5882d1.167

R2=0.99

2

Wetted perimeter (p) in m

P=1.5779d0.4369

R2=0.96

3

Top width (T) in m

T=0.9869d0.237

R2=0.94

Advance Time
The advance and recession was recorded at the distance of 5, 10, 15, 20, 25, 30m along furrow irrigated bed width. The furrow irrigated bed width of 80cm accomplished faster advance time compared with furrow irrigated bed width of 100cm; which may be due to increased lateral movement of irrigation water under BW=100cm is more than BW= 80cm since the bed is wider which led to slowing in water advance. In general the longest advance time is formed with (BW 100cm X Q1) and the shortest advance time is formed with (BW 40cm X Q3). In general increases flow rate and bed width of furrow, decreases the time required for the water to advance to the end of the field length. These results have the same trend to those obtained in many research studies .
Figure 1. Advance time for different furrow irrigated bed width and flow rates of 2L/s.
Infiltration characteristics
Double ring infiltrometer and two-point method or volume balance Method was used to determine IFC along length of furrow irrigated bed width. From double ring infiltrometer basic infiltration rate of 3.42 mm/hr (0.000057 m/min) obtained and from two-point method infiltration parameters K and a was determine (K = 0.00365 m/min and a = 0.347). Finally, the depth of water infiltrated along length of furrow irrigated bed width (z) was determined by using this equation.
3.3. Effect of Bed Width of Furrow and Flow Rate on Yield and Water Productivity of Wheat
According to the analysis of variance, the effect of bed width of furrow and flow rate were highly significant at (p<0.01) on wheat grain yield, yield component, Crop water productivity, application efficiency and distribution uniformity, But effect of bed width of furrow were no significant effect on grain per spike and Plant height. The result of combined/interaction analysis showed that interaction between bed width of furrow and flow rate were significant (p<0.05) affected by wheat grain yield, Crop water productivity, application efficiency and distribution uniformity, But non-significant influencing wheat yield component (Table 4).
Table 4. Analyses of variance effect of bed width of furrow on wheat yield, water Productivity and Irrigation Efficiency of wheat.

Source of variation

MS

df

GY (ton/ha)

BMY (ton/ha)

TGW (g)

PH (cm)

Grain/spik

CWP (kg/m3)

AE (%)

DU (%)

Replication

2

0.428***

1.182***

26.14

12.80***

12.24

0.025***

29.42***

22.64***

Flow Rate (FR)

2

19.844***

45.307***

2797.35***

1977.01**

678.64***

1.147***

2824.45***

2163.67***

Bed width (BW)

3

4.841***

7.736***

149.88***

4.96Ns

5.08NS

0.279***

352.04 ***

269.21***

BW X FR

6

0.192**

0.248NS

1.87NS

5.13NS

15.96NS

0.011**

29.14**

22.34**

Error

22

0.047

0.172

19.97

12.52

7.21

0.0027

4.61

3.53

CV

4.72

3.92

10.52

4.87

8.09

4.78

2.92

2.47

R2 (%)

98.2

96.9

93.3

93.9

90.4

98.2

96.6

98.6

3.4. Effect of Bed Width of Furrow and Flow Rate on Yield Component of Wheat
Plant Height
Plant height of wheat as influenced by only furrow irrigation flow rate rather than bed width of furrow. It was observed that the tallest plant height (84.63cm) was obtained at maximum furrow irrigation flow rate (Q3). The shortest plant height (59.08cm) was observed at minimum furrow irrigation flow rate (Q1) (Table 5). This result is in line with who found that plant height and dry matter accumulation increased significantly with increase in number of irrigations because of more water availability to the crop plants.
Grain per spike
Number of grains per spike at harvest was significantly influenced by only furrow irrigation flow rate rather than bed width of furrow. It was observed that the highest number of grains per spike at harvest (33.00) was obtained at maximum furrow irrigation flow rate (Q3). The lowest number of grains per spike at harvest (27.11) was observed at minimum furrow irrigation flow rate (Q1)(Table 5). This result is in accord with that of who found that irrigation with no deficit throughout the growth stages recorded the more gains per spike.
Thousand- grain weight
Effect of bed width of furrow and gate flow rate on TGW of wheat were highly significant (P<0.01). But, their interaction was non-significant. The TGW of wheat was significantly influenced by size of width of furrow and irrigation flow rate. The maximum TGW of wheat (47.37g) was obtained at (B100cm) and (58.72g) was obtained at Q3 (Table 5).
Dry Biomass of wheat Yield
Effect of bed width of furrow and flow rate on biomass of wheat were highly significant at (P<0.01). Effect of bed width of furrow and flow rate on biomass of wheat were highly significant at (P<0.01). But, their interaction was non-significant. The biomass of wheat grain was increases from 40cm to 80cm bed width of furrow and also increases from flow rate of 1.6l/s to 2l/s. The maximum biomass of wheat yield was obtained at 80cm width of furrow and 2 l/s flow rate where 11.72 ton/ha and 12.61 ton/ha, respectively (Table 5). This may be due to the influences of Variation of applied water on each treatment. This result in line with .
Table 5. Main effect of bed width of furrow and Flow rate on Yield and yield Component of Wheat.

Treatment

Plant Heightm (cm)

Grain per spike

Thousand- grain weight (gram)

Dry Biomass of wheat Yield (tons/ha)

B1 (40cm)

71.7a

32.33a

37.80c

9.58d

B2 (60cm)

72.6a

32.85a

40.94bc

10.16 c

B3 (80cm)

72.8a

33.48a

43.83ab

11.72a

B4 (100cm)

73.4a

34.06

47.37a

10.89b

Mean

72.59

33.18

42.49

11

CV

4.87

8.09

10.52

3.92

LSD (0.05)

NS

NS

4.37

0.405

Q1 (1.6l/s)

59.08c

27.11c

28.41c

8.74c

Q2 (2.0l/s)

74.08b

30.83b

40.33b

12.61a

Q3 (2.4l/s)

84.63a

41.59a

58.72a

10.41b

Mean

72.59

33.18

42.49

11

CV

4.87

8.09

10.52

3.92

LSD (0.05)

2.99

2.27

3.78

0.351

3.5. Interaction Effect of Bed Width of Furrow and Flow Rate on Yield, Crop Water Productivity of Wheat and Irrigation Efficiency
Wheat grain yield
From Anova result, effect of bed width of furrow flow rate and their interaction on wheat grain yield were highly significant at (P<0.01). The highest wheat grain yield of (6.27 tons/ha) was obtained with treatment interaction of (BW80cm X Q2) and the lowest wheat grain yield (3.45 tons/ha) was obtained with treatment interaction of (BW40cm X Q1). From Interaction (Table 6) increases bed width from 40cm to 80cm increases wheat grain yield but decreases from 80cm to 100cm, this due to increasing size of bed width of furrow, the center of the bed width did not get the required quantity of water, hence remained unsaturated. The results in line with the similar findings of .
Similarly increases flow rate from 1.6l/s to 2l/s increases wheat grain yield but decreases from 2 l/s to 2.4 l/s. As shown in (Table 6) wheat grain yield increases as the furrow irrigation inflow rate increased until it reached the design discharge limit (Qmax), at which point yield began to fall. This occurs as a result of excessive water application, which leaches off vital plant nutrients, stressing the plant's nutrition .
Wheat Crop water Productivity
From Anova result, effect of bed width of furrow flow rate and their interaction on crop water productivity were highly significant at (P<0.01). The highest crop water productivity of (2.88kg/m3) was obtained with treatment interaction of (BW80cm XQ2) and the lowest crop water productivity (0.93kg/m3) was obtained with treatment interaction of (BW40cm X Q3) as compared to other treatment (Table 6). In general Increases bed width of furrow increases water crop productivity and increases flow rate decreases crop water productivity (Table 6). The results in line with the similar findings of .
Application Efficiency and Distribution uniformity
Effect of bed width of furrow, flow rate and their interaction on application efficiency and distribution uniformity were highly significant at (P<0.01). Increasing flow rate from 1.6 to 2.0 l/s increased application efficiency for under different bed width of furrow and application efficiency decreases from 2 to 2.4 l/s (Table 6). When irrigation application amounts exceed the maximum non erosive flow rate of the soil the application losses increases and the efficiency of irrigation system begins to decline. Increases bed width from 40cm to 80cm increases application efficiency but decreases from 80cm to 100cm, this due to increasing size of bed width of furrow, the center of the bed width did not get the required quantity of water, hence remained unsaturated.
In this study, the highest application efficiency was observed for treatment interaction of (BW80cm + Q2) with mean value of 87.52% and minimum application efficiency was recorded at (BW40cm + Q3) with mean of 60.45%. This is might be due to faster advance time at higher flow rate make minimum deep drainage loss below root zone of wheat crop which contribute to increase the application efficiency. The same trend were observed by . Increasing flow rate from 1.6 to 2.4 L/s increased distribution uniformity under different Bed width of furrow. In this study, the highest distribution uniformity was observed for treatment interaction of (BW80cm + Q3) with mean value of 90.35% and minimum distribution uniformity was recorded at (BW40cm + Q1) with mean of 72.2% (Table 6). This might be due to increases orifice discharge/flow rate, increase advance time and decreases the variation of infiltration opportunity time, which contribute to increases the distribution uniformity on bed width of furrow. The same trend were observed by .
Table 6. Mean Interaction Effect of bed width furrow and flow rate on yield, Crop water productivity of Wheat and Irrigation Efficiency.

Bed width of furrow

Flow rate (l/s)

Grain yield (ton/ha)

Crop water productivity (kg/m3)

Application Efficiency (%)

Distribution Uniformity (%)

B1 (40cm)

Q1 (1.6l/s)

3.45h

0.94 1i

60.75b

72.2e

Q2 (2.0l/s)

3.83ef

1.01f

64.99fg

74.5ef

Q3 (2.4l/s)

3.34f

0.93 d

60.45c

76.74g

B2 (60cm)

Q1 (1.6l/s)

4.63 j

1.79 h

65.87hi

77.62gh

Q2 (2.0l/s)

5.83bc

2.26ef

78.29e

82.1de

Q3 (2.4l/s)

4.20e

1.52 bc

70.35c

86.45c

B3 (80cm)

Q1 (1.6l/s)

6.17a

2.62j

75.46ef

87.21bc

Q2 (2.0l/s)

6.27ab

2.88cd

87.52a

88.65b

Q3 (2.4l/s)

5.97c

2.29 a

83.48c

90.35a

B4 (100cm)

Q1 (1.6l/s)

4.29eg

1.53 g

65.35gh

78.45ig

Q2 (2.0l/s)

6.02d

2.25e

74.57f

80.26e

Q3 (2.4l/s)

4.63j

1.97 b

80.75b

83.48fd

3.6. Economic Analysis
Table 7. Economic analysis.

Treatment

Water Applied (m3/ha)

Avy (ton/ha)

AdjY (ton/ha)

TC (ETB/ha)

GR (ETB/ha)

NR (ETB/ha)

BCR

WS (m3/ha)

AAI (ha)

NR _AAI (ETB/ha)

60

Q3

3175

4.84

4.356

155,571.43

239,580.00

84,008.57

0.54

432

0.14

11,430.46

40

Q1

3651

3.45

3.105

109,471.15

170,775.00

61,303.85

0.56

-

-

-

60

Q2

2839

6.43

5.787

192,900.00

318,285.00

125,385.00

0.65

782

0.28

34,537.19

80

Q1

2583

6.77

6.093

183,708.54

335,115.00

151,406.46

0.82

1068

0.41

62,602.44

40

Q2

3621

3.67

3.303

103,808.57

181,665.00

77,856.43

0.75

-

-

-

100

Q1

3197

4.89

4.401

160,036.36

242,055.00

82,018.64

0.51

454

0.14

11,647.31

80

Q2

2387

6.87

6.183

154,575.00

340,065.00

185,490.00

1.20

1234

0.52

95,892.19

100

Q2

2945

6.62

5.958

191,165.78

327,690.00

136,524.22

0.71

676

0.23

31,337.99

40

Q3

3607

3.34

3.006

111,709.46

165,330.00

53,620.54

0.48

-

-

-

100

Q3

3226

6.34

5.706

218,063.69

313,830.00

95,766.31

0.44

381

0.12

11,310.28

60

Q1

2914

5.23

4.707

161,382.86

258,885.00

97,502.14

0.60

737

0.25

24,659.94

80

Q3

2875

6.57

5.913

181,010.20

325,215.00

144,204.80

0.80

732

0.25

36,715.79

Note: AVY = average yield (ton/ha), Adjy = adjusted yield (ton/ha), Tc = Total cost (ETB/ha), GR = gross return (ETB/ha), NR = net return (ETB/ha), WS = amount of water saved (m3/ha), AAI = Additional area irrigated (ha), NR _AAI = net return from additional area irrigated (ETB/ha)
For Economics analysis, the price of grain wheat in the area is taken during time of harvest was 60 Birr /kg and the price for water was 1.00 Birr per 0.5 m3 of water. From Table 7, the minimum net benefit is 53,620.54 ETB per hectare with 0.48 benefit cost ratio was obtained at FIBW40cm X Q3 Trt. The maximum net benefit of 185,490.00 ETB per hectare with 1.2 benefit cost ratio was obtained at optimum bed width FIBW 80cm X Q2 Trt. At optimum bed width and flow rate (Q2), 1234 m3/ha amount of water was saved and used to irrigate an additional area 0.5 ha, gave net return of 95,892.19 ETB. Therefore, application of 80cm bed width of furrow and flow rate of Q2 (2l/s) at Dambi Dima irrigation scheme was found to be the most efficient and also economically viable. Therefore, application of 80cm bed width of furrow and flow rate of Q2 (2l/s) at Dambi Dima irrigation scheme could be considered to have an economic advantage over the other.
4. Conclusion and Recommendation
In Ethiopia, wheat irrigation by small scale farmers was conducted through Conventional furrow and flood irrigation. This leads to ineffective use of applied nitrogen, poor aeration and leaching, lower water use efficiency that leads to increased irrigation losses. Considering these issues, a study was conducted to determine Optimum bed width and hydraulic Performance of furrow Irrigation for Wheat at Dambi Dima Irrigation scheme, wesh shewa zone.
The result indicated that, effect of bed width of furrow and flow rate were highly significant at (p<0.01) on wheat grain yield, yield component, Crop water productivity, application efficiency and distribution uniformity, But effect of bed width of furrow were no significant effect on grain per spike and Plant height. The result of combined/interaction analysis showed that interaction between bed width of furrow and flow rate were significant (p<0.05) affected by wheat grain yield, Crop water productivity, application efficiency and distribution uniformity, But non-significant influencing wheat yield component. The mean maximum value of wheat yield 6.27 ton/ha was obtained with treatment interaction of bed width (80cm) of furrow and flow rate (Q2) while minimum value of wheat yield 3.34 ton/ha was obtained with treatment interaction of bed width (40cm) of furrow and flow rate (Q3), respectively. The mean maximum value of wheat water productivity 2.88 kg/m3 was obtained with treatment interaction of bed width (80cm) of furrow and flow rate (Q2) while minimum value of wheat water productivity 0.93 kg/m3 was obtained with treatment interaction of bed width (40cm) of furrow and flow rate (Q3), respectively.
The mean maximum application efficiency and distribution uniformity formed under different bed width of furrow were formed with treatment interaction of BW80cm X Q2 and BW80cm X Q3 were 87.52 and 90.35%, respectively and the mean minimum application efficiency and distribution uniformity formed under different bed width of furrow were formed with treatment interaction of BW40cm X Q3 and BW40cm X Q1 were 60.45 and 72.2%, respectively.
From economic analysis point of view the maximum net benefit of 189,820 Ethiopian birr per hectare with 1.05 benefit cost ratio was obtained at optimum bed width (80cm) and flow rate (Q2). In addition at optimum bed width (80cm) and flow rate (Q2), 1234 m3/ha amount of water was saved and this saved water was able to irrigate 0.5 ha and from this hectare, we able to get net return of 93,653.72 Ethiopian birr. Therefore, application of 80cm bed width of furrow and flow rate of Q2 (2l/s) at Dambi Dima irrigation scheme was found to be the most efficient and also economically viable.
Recommendation
Finally, it was recommended to farmers of Dambi Dima irrigation scheme to use 80cm bed width furrow and 2l/s flow rate to increases wheat grain yield and water productivity in the study area.
It was also recommended that, similar experiment will be conducted on other irrigation scheme to identify the optimum bed width of furrow for irrigated wheat at different agro-ecology and soil type.
Abbreviations

ETB

Ethiopian Birr

RCBD

Randomized Completed Block Design

LSD

Least Significance Difference

PWP

Permanent Wilting Point

TAW

Total Available Water

BCR

Benefic Cost Ratio

Author Contributions
Gudeta Genemo: Conceptualization, Data curation, Formal Analysis, Funding acquisition, Investigation, Methodology, Project administration, Software, Supervision, Visualization, Writing – original draft, Writing – review & editing
Habtamu Bedane: Conceptualization, Data curation, Formal Analysis, Investigation, Methodology, Software, Supervision, Visualization, Writing – review & editing
Conflicts of Interest
The authors declare no conflicts of interest.
References
[1] W. R. Walker, “SIRMOD III-Surface Irrigation Simulation, Evaluation and Design (Guide and Technical Documentation),” Logan, Utah State Univ. 130 p, 2003.
[2] W. Tadesse, M. Solh, H.-J. Braun, T. Oweis, and M. Baum, “Approaches and strategies for sustainable wheat production.,” 2016.
[3] N. Ahmad, M. Arshad, and M. A. Shahid, “Bed-furrow system to replace conventional flood irrigation in Pakistan,” in Proceedings of 59th IEC Meeting and 20th ICID Conference held at New Dehli, India from December, 2009, pp. 6–11.
[4] G. Akbar, S. Raine, A. D. McHugh, G. Hamilton, and Q. Hussain, “Strategies to Improve the Irrigation Efficiency of Raised Beds on Small Farms.,” Sarhad J. Agric., vol. 33, no. 4, 2017.
[5] S. N. Hamad and G. E. Stringham, “Maximum nonerosive furrow irrigation stream size,” J. Irrig. Drain. Div., vol. 104, no. 3, pp. 275–281, 1978.
[6] C. Chapman and A. Engineer, “Water harvesting, FAO, Rome” 1991.
[7] T. S. Strelkoff and A. J. Clemmens, “Approximating wetted perimeter in power-law cross section,” J. Irrig. Drain. Eng., vol. 126, no. 2, pp. 98–109, 2000.
[8] R. L. Elliott and W. R. Walker, “Field evaluation of furrow infiltration and advance functions,” Trans. ASAE, vol. 25, no. 2, pp. 396–400, 1982.
[9] G. El-Sanat, “Improving irrigation efficiencies through different methods of land leveling and irrigation discharge under using gated pipes at North Delta,” J. Soil Sci. Agric. Eng., vol. 9, no. 4, pp. 191–196, 2018.
[10] E. M. M. Elkholy, T. M. Attafy, A. H. Elmetwalli, and A. Derbala, “Optimizing Bed Width and Orifice Flow Rate for Wheat Crop Irrigation in The Nile Delta,” J. Soil Sci. Agric. Eng., vol. 12, no. 4, pp. 289–294, 2021.
[11] M. Kumar, D. Ghosh, and R. Singh, “Effect of crop establishment and weed management practices on growth and yield of wheat,” 2018.
[12] S. Ngwako and P. K. Mashiqa, “The effect of irrigation on the growth and yield of winter wheat (Triticum aestivum L.) cultivars.,” 2013.
[13] Wang, C., Gao, Z., Zhao, J., Feng, Y., Laraib, I., Shang, M., Wang, K., Chen, F., & Chu, Q. Irrigation-induced hydrothermal variation affects greenhouse gas emissions and crop production, Agric. Water Manag., vol. 260, p. 107331, 2022.
[14] Memon, M. S., Ullah, K., Siyal, A. A., Leghari, N., Tagar, A. A., Ibupoto, K. A., Tahir Ata-ul-karim, S., Tahir, M., & Memon, N. The effect of different raised bed sizes under furrow irrigation method on salt distribution in soil profile and yield by Hydrus (2/3d), Pakistan J. Agric. Res., vol. 33, no. 1, p. 113, 2020.
[15] J. A. Tolk and T. A. Howell, “Field water supply: yield relationships of grain sorghum grown in three USA Southern Great Plains soils,” Agric. water Manag., vol. 95, no. 12, pp. 1303–1313, 2008.
[16] G. Genemo, “Response of Furrow Flow Rate on Irrigation Water Productivity of Onion and Irrigation Efficiency Parameters in Western Oromia, Ethiopia,” 2023.
[17] Sagar, V. K., Naresh, R. K., Kumar, V., Kumar, S., Tyagi, S., Kumar, V., Kumar, S., Mahajan, N. C., Kumar, A., & Singh, V “International Journal of Current Research and Academic Review,” Int. J. Curr. Res. Aca. Rev, vol. 5, no. 5, pp. 70–77, 2017.
[18] K. Singh, A. S. Dhindwal, A. K. Dhaka, M. Sewhag, and R. K. Pannu, “Water use pattern and productivity in bed planted wheat (Triticum aestivum L.) under varying moisture regimes in shallow water table conditions,” Indian J. Agric. Sci., vol. 85, no. 8, pp. 1080–1084, 2015.
[19] A. E. Guirguis, W. M. Aboukarima, M. S. Marazky, and M. I. Egela, “Sunflower crop response to furrow irrigation inflow rate and tillage system,” J. Ag. Eng, vol. 25, pp. 38–57, 2008.
[20] D. Wu, J. Xue, X. Bo, W. Meng, Y. Wu, and T. Du, “Simulation of irrigation uniformity and optimization of irrigation technical parameters based on the SIRMOD model under alternate furrow irrigation,” Irrig. Drain., vol. 66, no. 4, pp. 478–491, 2017.
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  • APA Style

    Genemo, G., Bedane, H. (2025). Determination of Optimum Bed Width and Hydraulic Performance of Furrow Irrigation for Wheat at Dambi Dima Irrigation Scheme, Western Oromia, Ethiopia. Science Frontiers, 6(4), 149-158. https://doi.org/10.11648/j.sf.20250604.14

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    ACS Style

    Genemo, G.; Bedane, H. Determination of Optimum Bed Width and Hydraulic Performance of Furrow Irrigation for Wheat at Dambi Dima Irrigation Scheme, Western Oromia, Ethiopia. Sci. Front. 2025, 6(4), 149-158. doi: 10.11648/j.sf.20250604.14

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    AMA Style

    Genemo G, Bedane H. Determination of Optimum Bed Width and Hydraulic Performance of Furrow Irrigation for Wheat at Dambi Dima Irrigation Scheme, Western Oromia, Ethiopia. Sci Front. 2025;6(4):149-158. doi: 10.11648/j.sf.20250604.14

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  • @article{10.11648/j.sf.20250604.14,
      author = {Gudeta Genemo and Habtamu Bedane},
      title = {Determination of Optimum Bed Width and Hydraulic Performance of Furrow Irrigation for Wheat at Dambi Dima Irrigation Scheme, Western Oromia, Ethiopia},
      journal = {Science Frontiers},
      volume = {6},
      number = {4},
      pages = {149-158},
      doi = {10.11648/j.sf.20250604.14},
      url = {https://doi.org/10.11648/j.sf.20250604.14},
      eprint = {https://article.sciencepublishinggroup.com/pdf/10.11648.j.sf.20250604.14},
      abstract = {The use of furrow irrigated bed width method has increased due to its capability of saving massive amounts of irrigation water. Based on these field experiments were conducted to evaluate the impact of furrow irrigated bed width and flow rate on irrigation efficiency, wheat grain yield and crop water productivity under surface irrigation system. The experimental field was arranged factorial experiments in randomized complete block design with three replications. The result indicated that, effect of bed width of furrow and flow rate were highly significant (p2, were 6.87 tons/ha, 2.88 kg/m3, and 87.52%, respectively. The mean maximum distribution uniformity of 90.35% was obtained with treatment interaction of BW 80cm X Q3. From economic analysis point of view the maximum net benefit of 189,820 ETB per hectare with 1.05 benefit cost ratio was obtained at optimum bed width (80cm) and flow rate (Q2). At optimum bed width (80cm) and flow rate (Q2), 1234 m3/ha amount of water was saved and this saved water was able to irrigate 0.5 ha and from this hectare, farmers able to get net return of 93,653.72 ETB. Therefore, it can be concluded that, application of 80cm bed width of furrow and flow rate of Q2 (2L/s) at Dambi Dima irrigation scheme was found to be the most efficient and also economically viable.},
     year = {2025}
    }
    

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  • TY  - JOUR
    T1  - Determination of Optimum Bed Width and Hydraulic Performance of Furrow Irrigation for Wheat at Dambi Dima Irrigation Scheme, Western Oromia, Ethiopia
    AU  - Gudeta Genemo
    AU  - Habtamu Bedane
    Y1  - 2025/12/11
    PY  - 2025
    N1  - https://doi.org/10.11648/j.sf.20250604.14
    DO  - 10.11648/j.sf.20250604.14
    T2  - Science Frontiers
    JF  - Science Frontiers
    JO  - Science Frontiers
    SP  - 149
    EP  - 158
    PB  - Science Publishing Group
    SN  - 2994-7030
    UR  - https://doi.org/10.11648/j.sf.20250604.14
    AB  - The use of furrow irrigated bed width method has increased due to its capability of saving massive amounts of irrigation water. Based on these field experiments were conducted to evaluate the impact of furrow irrigated bed width and flow rate on irrigation efficiency, wheat grain yield and crop water productivity under surface irrigation system. The experimental field was arranged factorial experiments in randomized complete block design with three replications. The result indicated that, effect of bed width of furrow and flow rate were highly significant (p2, were 6.87 tons/ha, 2.88 kg/m3, and 87.52%, respectively. The mean maximum distribution uniformity of 90.35% was obtained with treatment interaction of BW 80cm X Q3. From economic analysis point of view the maximum net benefit of 189,820 ETB per hectare with 1.05 benefit cost ratio was obtained at optimum bed width (80cm) and flow rate (Q2). At optimum bed width (80cm) and flow rate (Q2), 1234 m3/ha amount of water was saved and this saved water was able to irrigate 0.5 ha and from this hectare, farmers able to get net return of 93,653.72 ETB. Therefore, it can be concluded that, application of 80cm bed width of furrow and flow rate of Q2 (2L/s) at Dambi Dima irrigation scheme was found to be the most efficient and also economically viable.
    VL  - 6
    IS  - 4
    ER  - 

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  • Abstract
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  • Document Sections

    1. 1. Introduction
    2. 2. Materials and Methods
    3. 3. Results and Discussions
    4. 4. Conclusion and Recommendation
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  • Abbreviations
  • Author Contributions
  • Conflicts of Interest
  • References
  • Cite This Article
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