Study on Internal Flow Field of Series Pulsed Nozzle

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Abstract:

This paper describes experimental study and numerical simulation of series pulsed nozzle. The simulation of internal flow field in nozzle with different cavity length was carried out by using CFD. The influence of chamber length on the velocity distribution and the axial velocity was analyzed. The simulation results indicate that there is a optimum rang of cavity length producing the maximum outlet velocity. The dynamic pressure of pulsed jet was also studied by using SD150 test system. The effect law of chamber length on the impact pressure of pulsed jet was analyzed. The experimental results show that the peak of hitting power reaches the maximum within a certain range of cavity length. Simulation results are in agreement with Experimental results.

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Advanced Materials Research (Volumes 860-863)

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1535-1541

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December 2013

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© 2014 Trans Tech Publications Ltd. All Rights Reserved

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[1] Zhonghou Shen. Theory and Technology of Water Jet[M]. Shandong: University of Petroleum Press, 1998. 3: 52-55.

Google Scholar

[2] Xiaohong Li and Lin Yang. The Natural Frequency Characteristics of Self-excited Oscillation Pulsed Jet Device[J]. Journal of China Coal Society, 2000, 25(6): 64l-644.

Google Scholar

[3] Xia Wu. The Research on Dynamic Characteristics of Series Pulsed Nozzle[Master's Thesis]. Hunan University of Technology, 2007. 4: 10-70.

Google Scholar

[4] Chuanlin Tang, Dong Hu and Jianghong Pei. The Experimental Study on Dynamic Characteristics of Self-excited Oscillation Pulsed Jet[J]. Water Resources and Hydropower Engineering, 2006, 37(12): 7l-74.

Google Scholar

[5] Yueqin Wang, Xunming Wang and Ruliang Xu. The Experimental Research on Structure Parameters Ratio of Self-excited Oscillation Pulsed Nozzle[J]. Journal of Engineering Thermal Physics, 2004, 25(6): 956-958.

Google Scholar

[6] Jianghong Pei, Chuanlin Tang and Dong Hu. The Frequency Characteristics of Double Chamber Self-excited Oscillation Nozzle[J]. Vibration and Shock, 2011, 30(4): 43—45.

Google Scholar

[7] Chuanlin Tang, Xia Wu and Dong Hu, The Experimental Study on Series Pulsed Nozzle[J], Academic Journal of Hunan University of Technology, 2007. 21(4): 55-57.

Google Scholar

[8] Weixing Huang and Jianming Li. Engineering Fluid Mechanics[M], Beijing: Chemical Industry press, 2008. 12: 25-67.

Google Scholar

[9] Guolai Yang and Wenhui Zhou. Flow Field Simulation of High Pressure Water Jet Nozzle Based on FLUENT, Academic Journal of Lanzhou University of Technology,2008. 34(2): 18-20.

Google Scholar

[10] Lin Chen, Yuyong Lei and Zonghuan Guo. The Study on Inner contour of Pulsed Jet Nozzles Based on FLUENT, Mining Machinary,2011. 39(10): 19-21.

Google Scholar

[11] Yuxin Ren and Haixin Chen. Computational Fluid Mechanics[M]. Beijing: Tsinghua university press, 2006. 6: 22-45.

Google Scholar

[12] Yong Yu. The introductory and advanced tutorial of FLUEN[M]. Beijing Institute of Technology Press, 2008. 9: 20-55.

Google Scholar

[13] Junbo Zhou and Yang Liu. FLUENT6. 3 flow field analysis from entry to proficient[M]. Beijing: Mechanical Industry Press, 2011. 10: 17-34.

Google Scholar

[14] Shuguang Fu, Yundan Lu and Xiang Cheng. The flow field numerical simulation of Desiccating Nozzle Based on Fluent [J]. Manufacturing Automation, 2010. 32(2): 25-27.

Google Scholar

[15] Shenghua Qian, Jiyou Xiong and Shishui Wang. The numerical simulation of Self-excited oscillation chamber flow field. Natural Gas Industry, 2004. 6: 21-24.

Google Scholar

[16] Jiangyun Li, Ruliang Xu and Leqin Wang. The occurrence mechanism numerical simulation of the mechanism of Self-excited pulsed nozzle[J]. Journal of Engineering Thermal Physics, 2004. 25(2): 23-25.

Google Scholar

[17] Rui Xu, Changlong Du and Hao Zhou. The simulation on Effect of Nozzle Cavity on Jet Based on FLUENT. Mining Machinary, 2010. 38(19): 15-17.

Google Scholar