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Coaxial gun can produce high-speed and high-density plasma jet and has some potential applications in many research areas such as space thruster, space debris impact simulation, nuclear fusion, and material processing. The coaxial gun is usually composed of a pair of coaxial cylindrical and hollow electrodes. The pulsed discharge of coaxial gun has two discharge modes, i.e., deflagration mode and pre-fill mode. Compared with the pre-fill mode, deflagration discharge mode can induce a plasma jet with few impurities, high collimation, and fast speed. In this paper, the effect of gas injection mass and discharge voltage on the discharge characteristic of deflagration mode are studied with electrical and optical diagnosis including the emission spectrum, plasma velocity and discharge current measurements. The experimental results show that when the gas injection mass is relatively low, such as 1.4 mg, many plasma clusters eject from the muzzle. As the gas flowing into the coaxial gun bottom increases, the plasma density increases and the jet velocity decreases. Eventually, when the gas injection mass increases to 2.6 mg, one cluster of plasma is found and ejects from the muzzle of the gun. In the discharge process, as a small quantity of gas flows into the bottom of the coaxial gun through the electromagnetic valve continuously, new current paths will be generated at the bottom of the coaxial gun and move forward. This results in the observation of multiple plasma jet at the exit of the coaxial gun. It is noted that the plasma densities are different for different gas mass flowing into coaxial gun bottom, but the currents have little effect in the first discharge half cycle due to the small plasma inductance in discharge circuit. Meanwhile, the plasma characteristics under different voltages with the fixed gas mass of 2.6 mg flowing into the coaxial gun bottom are experimentally measured. The results show that the plasma density and speed increase with voltage increasing, which is attributed to the stronger discharge current and larger self-induced Lorentz force. More neutral particles can be ionized into plasma with discharge voltage increasing, and the transport speed becomes faster under the enhanced force. In addition, the multiple ionization phenomena are observed again when the discharge voltage increases from 5 kV to 8 kV. This study provides an insight into how to better apply the coaxial gun discharge plasma to practical engineering field. The article further verifies the phenomenon of multiple discharges at the bottom of the coaxial gun by changing the charging capacitance and analyzing the magnetic probe signals.
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Keywords:
- coaxial gun /
- deflagration mode /
- plasma /
- discharge parameters
[1] Marshall J 1960 Phys. Fluids 3 134
[2] 杨亮, 张俊龙, 闫慧杰, 滑跃, 任春生 2017 物理学报 66 055203
Google Scholar
Yang L, Zhang J L, Yan H J, Hua Y, Ren C S 2017 Acta Phys. Sin. 66 055203
Google Scholar
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Yang L, Yan H J, Zhang J L, Hua Y, Ren C S 2014 High Voltage Engineering 40 2113
[4] Witherspoon F D, Case A, Messer S J, B R, Phillips M W, Brockington S, Elton R 2009 Rev. Sci. Instrum. 80 363
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Google Scholar
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Google Scholar
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Google Scholar
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Google Scholar
Li H W, Han J W, Cai M H, Wu F S 2013 Acta Phys. Sin. 62 229601
Google Scholar
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Google Scholar
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Google Scholar
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Google Scholar
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Google Scholar
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Google Scholar
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Google Scholar
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Google Scholar
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图 1 实验装置原理图
Figure 1. Schematic diagram of experimental equipment
图 2 (a)—(d)分别为电压为5 kV, 进气量为1.4, 2.1, 2.3, 2.6 mg的电流信号与光电流信号
Figure 2. Current and photocurrent signals for 5 kV voltage at gas in the coaxial gun bottom of (a) 1.4 mg, (b) 2.1 mg, (c) 2.3 mg and (d) 2.6 mg, respectively
图 3 电压5 kV时等离子体输运速度随着进气量的变化
Figure 3. The velocity versus with the gas which enters in the coaxial gun bottom with the discharge voltage 5 kV
图 4 放电电压5 kV、进气量1.4 mg、光谱仪曝光时间3 s光栅设置为1200 g/mm时的Hβ谱线
Figure 4. The Hβ line of the discharge voltage 5 kV, the gas which enters in the coaxial gun bottom 1.4 mg, the exposure time of the spectrometer 3 s, and the grating set at 1200 g/mm
图 5 进气量1.4 mg、放电电压5 kV时, Hβ谱线及其拟合曲线, 展宽为0.089 nm
Figure 5. Hβ spectrum and its Lorenz fitting line, spectrum broadening is 0.089 nm
图 6 使用氦氖激光器测量得到的仪器展宽, 得到的展宽为0.036 nm
Figure 6. Instrument broadening measured using helium laser, spectrum broadening is 0.036 nm
图 7 放电电压5 kV时电子密度随进气量变化
Figure 7. Electron density versus the gas with the discharge voltage of 5 kV
图 8 放电电压5 kV进气量分别为1.4 mg和2.6 mg条件下的电流信号和磁信号
Figure 8. The current signal and magnetic signal for for 5 kV voltage at gas in the coaxial gun bottom of (a) 1.4 mg and (d) 2.6 mg, respectively
图 9 (a)—(d)分别为进气量2.6 mg, 电压为5, 6, 7, 8 kV的电流信号与光电流信号
Figure 9. Current and photocurrent signals for 2.6 mg gas in the coaxial gun bottom at voltages of (a) 5 kV, (b) 6 kV, (c) 7 kV and (d) 8 kV, respectively
图 10 进气量2.6 mg速度随着电压的变化
Figure 10. The velocity versus discharge voltage with the gas which enters in the coaxial gun bottom of 2.6 mg
图 11 进气量2.6 mg时电子密度随着电压的变化
Figure 11. The electron density versus discharge voltage with the gas which enters in the coaxial gun bottom of 2.6 mg
图 12 数码相机拍摄的同轴枪放电图片, (a), (b)分别为进气量5.5 mg, 电压为5 kV和8 kV时的图片
Figure 12. The coaxial gun discharge pictures taken by the digital camera, the exposure time is 1 s, with the gases which enter in the coaxial gun bottom of 5.5 mg and the discharge voltage of (a) 5 kV and (b) 8 kV respectively
图 13 (a), (b)分别为放电电压5 kV、送气量1.4 mg、电容分别为180 μF和120 μF的电流信号和光电流信号
Figure 13. Current signals and photocurrent signals for a discharge voltage of 5 kV, 1.4 mg gas in the coaxial gun bottom, and capacitances of (a) 180 μF and (b) 120 μF, respectively
图 14 (a), (b)分别为电流幅值52 kA、送气量1.4 mg、电容分别为180 μF和120 μF的电流信号和光电流信号
Figure 14. Current signal and photocurrent signal for current amplitude of 52 kA, 1.4 mg gas in the coaxial gun bottom, and capacitance of (a) 180 μF and (b) 120 μF, respectively
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[1] Marshall J 1960 Phys. Fluids 3 134
[2] 杨亮, 张俊龙, 闫慧杰, 滑跃, 任春生 2017 物理学报 66 055203
Google Scholar
Yang L, Zhang J L, Yan H J, Hua Y, Ren C S 2017 Acta Phys. Sin. 66 055203
Google Scholar
[3] 杨亮, 闫慧杰, 张俊龙, 滑跃, 任春生 2014 高电压技术 40 2113
Yang L, Yan H J, Zhang J L, Hua Y, Ren C S 2014 High Voltage Engineering 40 2113
[4] Witherspoon F D, Case A, Messer S J, B R, Phillips M W, Brockington S, Elton R 2009 Rev. Sci. Instrum. 80 363
[5] Bhuyan H, Mohanty S R, Neog N K, Bujarbarua S, Rout R K 2003 Meas. Sci. Technol. 14 1769
Google Scholar
[6] Mather J W 1965 Phys. Fluids 8 366
Google Scholar
[7] Mather J W 1963 Phys. Fluids 7 S28
[8] Cheng D Y 1971 AIAA J. 9 1681
Google Scholar
[9] 李宏伟, 韩建伟, 吴逢时, 蔡明辉, 张振龙 2014 物理学报 63 119601
Google Scholar
Li H W, Han J W, Wu F S, Cai M H, Zhang Z L 2014 Acta Phys. Sin. 63 119601
Google Scholar
[10] 李宏伟, 韩建伟, 蔡明辉, 吴逢时 2013 物理学报 62 229601
Google Scholar
Li H W, Han J W, Cai M H, Wu F S 2013 Acta Phys. Sin. 62 229601
Google Scholar
[11] 高著秀, 冯春华, 杨宣宗, 黄建国, 韩建伟 2012 物理学报 61 145201
Google Scholar
Gao Z X, Feng C H, Yang X Z, Huang J G, Han J W 2012 Acta Phys. Sin. 61 145201
Google Scholar
[12] Turchi P J, Roderick N F, Degnan J H, Frese M H, Amdahl D J 2008 IEEE Trans. Plasmas Sci. 36 92
Google Scholar
[13] Schoenberg K F, Gerwin R A, Moses Jr R W, Scheuer J T, Wagner H P 1998 Phys. Plasmas 5 2090
Google Scholar
[14] Woodall D M, Len L K 1985 J. Appl. Phys. 57 961
Google Scholar
[15] Poehlmann F R 2010 Ph. D Dissertation (Stamford: Stanford University)
[16] 刘帅, 黄易之, 郭海山, 张永鹏, 杨兰均 2018 物理学报 67 065201
Google Scholar
Liu S, Huang Y Z, Guo H S, Zhang Y P, Yang L J 2018 Acta Phys. Sin. 67 065201
Google Scholar
[17] Rabiński M, Zdunek K 2003 Vacuum 70 303
Google Scholar
[18] Liu S, Huang Y Z, Guo H S, Lin T Y, Huang D, Yang L J 2018 Phys. Plasmas 25 053506
Google Scholar
[19] Loebner K T K, Wang B C, Poehlmann F R, Watanabe Y, Cappelli M A 2014 IEEE Trans. Plasmas Sci. 42 2500
Google Scholar
[20] Poehlmann F R, Cappelli M A, Rieker G B 2010 Phys. Plasmas 17 333
[21] Rieker G B, Poehlmann F R, Cappelli M A 2013 Phys. Plasmas 20 07311
[22] Subramaniam V, Underwood T C, Raja L L, Cappelli M A 2018 Plasma. Sources Sci. T. 27 025016
Google Scholar
[23] Ashkenazy J, Kipper R, Caner M 1991 Physical Rev. A 43 568
Google Scholar
[24] Wiechula J, Hock C, Iberler M, Manegold T, Schonlein A, Jacoby J 2015 Phys. Plasmas 22 043516
Google Scholar
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