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首页> 外文期刊>Journal of Electrostatics >Effect of electrical conductivity of water on plasma-driven gas flow by needle-water discharge at atmospheric pressure
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Effect of electrical conductivity of water on plasma-driven gas flow by needle-water discharge at atmospheric pressure

机译:水电导率对大气压下针水排放的等离子体驱动气体流动的影响

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In this study, we investigated the process of gas flow formation, which is driven by atmospheric-pressure plasma. The plasma discharge was produced by a high voltage of 5-7.5 kV(0p) and was generated between a needle electrode and water surface. Gas flow formation caused by the discharge was observed using the Schlieren visualization technique. Mie-scattered light was detected after the introduction of micrometer-sized particles, which were illuminated by a laser light source. It was determined that the generated gas flow velocity had a strong dependence on the magnitude of the water conductivity. The gas flow velocities for water conductivity values of 0.8 mu S/cm and 5 mu S/cm were approximately 28 m/s and 8 m/s, respectively. The time evolution of the electric field between the needle electrode and water surface caused different flow formations, and the evolution was affected by the process of charge accumulations in the water and its glass cell container. This charging effect determined the strength of the electric field. The formation of the gas flow required a high electric field, and the process occurred in approximately 10 mu s As the pulse width of the applied voltage decreased, the velocity of the resulting gas flow also reduced. It was therefore concluded that the gas flow formation was dependent on the strength and time duration of the present electric field.
机译:在这项研究中,我们研究了气体流动的过程,其由大气压等离子体驱动。等离子体放电通过5-7.5kV(0p)的高电压产生,并在针电极和水表面之间产生。使用Schlieren可视化技术观察到由放电引起的气体流动形成。在引入MICROMES尺寸的颗粒后检测到MIE散射光,其被激光光源照射。确定产生的气流速度对水导率的大小具有很强的依赖性。水传导率值为0.8μs/ cm和5μS/ cm的气流速度分别为约28m / s和8m / s。针电极和水表面之间的电场的时间展现引起不同的流动形成,并且通过水和其玻璃细胞容器中的电荷累积过程的影响。这种充电效果确定了电场的强度。气流的形成需要高电场,并且随着施加电压的脉冲宽度降低的脉冲宽度的情况下,该过程发生在大约10μS中,所得到的气流的速度也降低。因此得出结论,气体流动依赖于本电场的强度和持续时间。

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