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首页> 外文期刊>IEEE Transactions on Plasma Science >Theory of Dynamic Behavior in Atmospheric Pressure Arc Plasma Devices: Part I: Theory and System Behavior
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Theory of Dynamic Behavior in Atmospheric Pressure Arc Plasma Devices: Part I: Theory and System Behavior

机译:大气压电弧等离子体设备中的动态行为理论:第一部分:理论和系统行为

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Fluctuations in atmospheric pressure arc plasma devices play important role in plasma processing applications. A full knowledge and control over such fluctuations can effectively lengthen lifetime and drastically improve performance and reliability. Dynamical analyses of associated experimental fluctuating signals established existence of chaotic dynamics in such devices. However, the origin of such fluctuations remained unexplained so far and no theoretical investigation is carried out to explore underlying physics behind such phenomena. This work addresses development of a general theory for such fluctuations in atmospheric pressure arc plasma devices in terms of various nondimensional parameters using basic governing equations and presents the result of application of the theory to various important experiments reported in literature. Various aspects of dynamic behavior have been investigated through the study of coefficients appearing in the nonlinear amplitude equation. It has been shown that the theory supports arc current and gas flow rate as the major externally available controlling parameters in agreement with experiment. Theory exhibits period doubling route to chaos under variation of control parameter as observed experimentally. System includes catastrophic behavior for some operating range. The whole work is divided into two parts. This paper presents part-I: Development of theory for such fluctuations using basic equations of the dynamics and study of system behavior.
机译:大气压电弧等离子体装置中的波动在等离子体处理应用中起重要作用。对此类波动的全面了解和控制可以有效地延长使用寿命,并大大提高性能和可靠性。相关实验波动信号的动力学分析建立了此类设备中混沌动力学的存在。然而,到目前为止,这种起伏的原因尚无法解释,因此没有进行任何理论研究来探索这种现象背后的潜在物理学。这项工作使用基本的控制方程解决了在大气压电弧等离子体装置中针对各种无量纲参数的这种波动的一般理论的发展,并提出了将该理论应用于文献中报道的各种重要实验的结果。通过研究非线性振幅方程中出现的系数,研究了动力学行为的各个方面。结果表明,该理论支持电弧电流和气体流量作为与实验一致的主要外部可用控制参数。理论上表明,在实验参数观察到的控制参数变化的情况下,周期呈现出倍增的路径,从而达到了混沌。系统在某些操作范围内具有灾难性行为。整个工作分为两个部分。本文介绍了第一部分:使用动力学的基本方程式和系统行为研究来研究此类波动的理论。

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