Abstract
For resolving the problem of sprinkle repeated, overtaken and went beyond in irrigation, it is important to research the approach of irregular boundary area. The equation of range and flow for achieving the square and triangle spray were deduced. Pressure is proportional to range. Specific method of changing the sectional area was put forward for achieving square and triangle spray. Adopted MATLAB language editor to analyzing the theoretical relation and emulate for achieving square and triangle spray. The experiments of theory pressure were carried out. The results showed that the experimental value were consistent with the theoretical value.
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H. Sourell, J. M. Faci, and E. Playán. .Performance of Rotating Spray Plate Sprinklers in Indoor Experiments. J. Irrig. Drain. Eng., 2003.129.(5):376∼380.
Han Xin, HAO Pei-ye. Analysis of Spraying Mechanism of a Whirl Sprinkler with Square Spray Field. Transactions of the CSAM,2005,36(3): 40∼44. (in Chinese)
Han, Wenting; Fen, Hao; Wu, Pute; Yang, Qing. Evaluation of sprinkler irrigation uniformity by double interpolation using cubic splines. ASABE Annual International Meeting, Technical Papers, 2007,(6);1–7.
Li, J. and H.Kawano.Simulating water-drop movenent from noncircular sprinkler nozzles. Journal of Irrigation.and.Drainage Engineering,1995,121(2):152∼158.
Zhang She-qi, LIU Shu-ming, HAN Wei-sheng. The hydromechanics way to change the nozzle sprinkling orbit. Jour. of Northwest Sci2Tech Univ. of Agri and For. (N at. Sci. Ed.), 2001,29(4):118∼121. (in Chinese)
Meng Qin-qian, WANG Jian CAI Jang-bi. , The research on realizing non-circular spraying distr ict of sprinkle. Jour. of Northwest Sci2Tech Univ. of Agri and For. (N at. Sci. Ed.),,2003,(4):145∼148. (in Chinese)
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Liu, J., Yuan, S., Li, H., Zhu, X. (2009). METHOD FOR ACHIEVING IRREGULAR BOUNDARY AREA FOR COMPLETE FLUIDIC SPRINKLER. In: Li, D., Zhao, C. (eds) Computer and Computing Technologies in Agriculture II, Volume 2. CCTA 2008. IFIP Advances in Information and Communication Technology, vol 294. Springer, Boston, MA. https://doi.org/10.1007/978-1-4419-0211-5_13
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DOI: https://doi.org/10.1007/978-1-4419-0211-5_13
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