2021
DOI: 10.1155/2021/6657459
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Optimization of Layout and Pipe Sizes for Irrigation Pipe Distribution Network Using Steiner Point Concept

Abstract: In tropical countries like India, irrigation is necessary to grow crops in the nonmonsoon period. The conventional methodology for conveying irrigation water from the source to the field is through open canals. However, considering huge losses due to evaporation and percolation, a modern system of irrigation like pipe irrigation network (PIN) is desired. Advancement in technology has led to the progress in the PIN as they are compatible with modern irrigation facilities such as sprinkler and drip irrigation sy… Show more

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Cited by 8 publications
(2 citation statements)
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“…This figure was changed after optimization to: 48.89% of pipe diameters were 100 mm, 60.71% of pipe diameters were 150 mm, 54.55% of pipe diameters were 200 mm, 46.88% of pipe diameters were 250 mm, 24% of pipe diameters were 300 mm, 50% of pipe diameters were 350 mm, 43.75% of pipe diameters were 400 mm, 50% of pipe diameters were 450 mm and 60% of pipe diameters were 600 mm. As the result of reduction in pipe sizes of the optimized design the cost reduction was brought ( Gajghate et al., 2021 ). This optimization of pipe diameter of water distribution system was done based on local commercially available pipe size.…”
Section: Resultsmentioning
confidence: 99%
“…This figure was changed after optimization to: 48.89% of pipe diameters were 100 mm, 60.71% of pipe diameters were 150 mm, 54.55% of pipe diameters were 200 mm, 46.88% of pipe diameters were 250 mm, 24% of pipe diameters were 300 mm, 50% of pipe diameters were 350 mm, 43.75% of pipe diameters were 400 mm, 50% of pipe diameters were 450 mm and 60% of pipe diameters were 600 mm. As the result of reduction in pipe sizes of the optimized design the cost reduction was brought ( Gajghate et al., 2021 ). This optimization of pipe diameter of water distribution system was done based on local commercially available pipe size.…”
Section: Resultsmentioning
confidence: 99%
“…Recently, Liu et al [27] suggested a multi-staged, many-objective optimization methodology for DMAs identification. The first step was to identify the tree structure of the network using minimum spanning tree algorithm [28] and the second step used many objective optimization tool (BORG) to optimize structural and hydraulic objectives simultaneously. It has been observed from the literature that each new methodology proposed adds up a new set of partitioning parameters and hydraulic constraints.…”
Section: Figure 1: Generalized Flow Diagram Of Dmas Identification Proceduresmentioning
confidence: 99%