Numerical Investigation of Choking Cavitator Based on Orthogonal Experiment

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The different structures of choking cavitator were studied by using numerically simulation based on the orthogonal experiment. Many different structures of choking cavitator were researched to get a set of parameters which can produce much stronger intensity of cavitation. The results of investigation show that the optimal values of characteristic parameters are the optimal flow value of 1.5 m3 / h, entry point of the optimal value of 35 o, the outlet diameter of 9 mm, the back pressure of 70 kPa and the throat length of 70 mm.

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603-607

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August 2014

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© 2014 Trans Tech Publications Ltd. All Rights Reserved

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[1] Shen Zhonghou, et al. Experimental Study on Rock Erosion by Self-Resonating Cavitating Jets [C]. Beijing : Water Jet, Symp, 1987: 168-172.

Google Scholar

[2] Li Gen-sheng, Shen Zhong-hou, Experiment study on erosion of rock with self-excited cavitation jet submerged under atmospheric pressure [J]. Journal of east China petroleum institute, 1987: 52-60.

Google Scholar

[3] Katsuya Yanaida. Water Jet Cavitation of Submerged Horn Sharped Nozzles[C]. U.S. Water Jet Conference. 1985: 103-110.

Google Scholar

[4] Zhang Feng-hua, Liu Hai-feng , et al. Inventive patent:A choking cavitation cavitator for organic wastewater treatment, 2012, 06, 13. Patent no. :201110424659.

Google Scholar

[5] Chen Xi-ru. Tutorial of mathematical statistics [M]. University of science and technology of China press. (2009).

Google Scholar

[6] Zhang Feng-hua, Liu Hai-feng, et al. Experimental investigation on the degradation of phenol in water with choking cavitation [J]. Industrial Water Treatment, 1005-829X(2013)02-0055-04.

Google Scholar

[7] Zhang Feng-hua, Tang Chuan-lin, et al. Investigation of Cavitating Nozzle with Converging-diverging Exit[J]. Fluid Machinery, 2004, 32:25-28.

Google Scholar