Physical Model Design of Tertiary Box Combined with Overflow and Orifice

Vena Rahayu Surya Putra, Suhardjono, Widandi Soetopo, Moh. Sholichin

Abstract

This research aimed to design tertiary boxes combined with overflow and orifices. The methodology consists of a physical model test of the orifice. The model dimensions used in this research are adapted to the field conditions required in the criteria of irrigation design and as trial variables: channel width = 0.42 m; channel height (h) = 0.78 m; and crest height (P) = 0.25 m. The crest width uses two alternatives: 0.42 and 0.33 m. However, the diameter of the orifice uses three alternatives: 0.08 m, 0.06 m, and 0.04 m. The orifice placement also uses three alternatives: in the channel bed, the distance of the orifice from the channel bed is ½ of the diameter, and the distance of the orifice from the channel bed is the same as the diameter. Several orifices also use three variations: one, two, and three orifices. However, discharge uses eight variations: 25 l/s, 30 l/s, 35 l/s, 40 l/s, 45 l/s, 50 l/s, 55 l/s, and 60 l/s. Based on the variation of variables above, we obtained 448 scenarios, consisting of 432 scenarios using orifices and 16 scenarios without orifices. The research result will produce the average discharge coefficient of the orifice, the difference ratio limits of the downstream and upstream water levels so that it does not cause submerged flow, and produce ideal dimensions and positions of the orifice to the accuracy of proportional discharge division under the condition of free and submerged flows.

 

Keywords: physical model, overflow, orifice, tertiary box.

 

https://doi.org/10.55463/issn.1674-2974.51.6.11


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WANG F., CHEN Y., LI Z., FANG G., LI Y., and XIA Z. Assessment of the irrigation water requirement and water supply risk in the Tarim River Basin, Northwest China. Sustainability (Switzerland), 2019, 11(18): 4941. DOI: 10.3390/su11184941.

PURWADI H., LIMANTARA L.M., SUHARTANTO E., and RISPININGTATI. Optimization of water distribution to support the balance of water usage: A Case Study of the Sempor Irrigation System, Central Java, Indonesia. IOP Conference Series: Earth and Environmental Science, 2020, 437: 012030. DOI:10.1088/1755-1315/437/1/012030.

IBRAHIM L.A., ABU-HASHIM M., SHAGHALEH H., ELSADEK E., HAMAD A.A.A., and ALHAJ Y. A comprehensive review of the multiple uses of water in aquaculture-Integrated agriculture based on international and national experiences. Water (Switzerland), 2023, 15(2). https://doi.org/10.3390/w15020367

ASMELITA, LIMANTARA L.M., BISRI M., SOETOPO W., and FARNI I. Allocation of existing water irrigation in Panti Rao. Journal of Southwest Jiaotong University, 2022, 57(3): 355-362.

ASMELITA, LIMANTARA L.M., BISRI M., SOETOPO W., and FARNI, I. Dynamics system model for the optimization of irrigation water allocation. Journal of Hunan University (Natural Sciences), 2022, 49(12): 45-55.

NADERI V., NASRABADI M.S., and ARVANAGHI H. Effect of height of sharp-crested weir on discharge coefficient. International Journal of Basic Sciences & Applied Research, 2014, 3(6): 325-330. http://www.isicenter.org

MORIASI D.N., ARNOLD J.G., VAN LIEW M.W., BINGNER R.L., HARMEL R.D., and VEITH T.L. Model evaluation guidelines for systematic quantification of accuracy in watershed simulations. Journal of the American Society of Agricultural and Biological Engineers, 2007, 50(3), 885-900.

LIM Y.C., and KIM D.S. Hydraulic design practice of canal structures. Korea Rural Environmental Development Institute, Korea, 1981.

RICHARD F.H. Open channel hydraulics. International Student Edition McGraw-Hill Book Company, Singapore, 1986.

SOSRODARSONO S., and TAKEDA K. Hydrology for irrigation. PT Pradnya Paramita, Jakarta, 1983.

PRIYANTORO D. Open channel hydraulics. Textbook. Brawijaya University, Malang, 2010.


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