Irimiciuc Ștefan-Andrei, Chertopalov Sergii, Novotný Michal, Craciun Valentin, Lancok Jan, Agop Maricel
National Institute for Laser, Plasma and Radiation Physics-NILPRP, 409 Atomistilor Street, 077125 Bucharest, Romania.
Institute of Physics of the Czech Academy of Sciences, Na Slovance 1999/2, 18221 Prague, Czech Republic.
Materials (Basel). 2022 Apr 9;15(8):2769. doi: 10.3390/ma15082769.
The recent advancements in pulsed laser deposition (PLD) control via plasma diagnostics techniques have been positive and raised questions on the limitation of some techniques, such as the Langmuir probe (LP). The particularities of laser-produced plasma can lead to incorrect interpretation of collected electrical signal. In this paper, we explored the limitations of LP as a technique for in situ PLD control by performing investigations on several metallic plasmas, expanding in various Ar atmosphere conditions. Sub-microsecond modulation was seen in the reconstructed characteristics attributed to non-equilibrium dynamics of the ejected charges. A perturbative regime was recorded for Ar pressures higher than 2 Pa, where ionic bursts were observed in the electron saturation region. This perturbation was identified as a plasma fireball. A non-linear multifractal model was developed here to explore these new regimes of the LP. The strange attractors characterizing each fireball were reconstructed, and their evolution with the Ar pressure is discussed. Both short- and long-time non-linear behavior were correlated via probe bias, and the pressure effect on the strange attractor's defining the fireball-like behavior was investigated. A good correlation was noticed between the simulated data and experimental findings.
通过等离子体诊断技术对脉冲激光沉积(PLD)进行控制,近年来取得了积极进展,同时也引发了对一些技术局限性的质疑,比如朗缪尔探针(LP)。激光产生的等离子体的特殊性可能导致对采集到的电信号产生错误解读。在本文中,我们通过对多种金属等离子体进行研究,在不同的氩气气氛条件下展开实验,探讨了LP作为原位PLD控制技术的局限性。在重构的特性中观察到了亚微秒级调制,这归因于喷射电荷的非平衡动力学。对于高于2 Pa的氩气压力,记录到了一种微扰状态,在电子饱和区域观察到了离子爆发。这种微扰被确定为等离子体火球。在此开发了一个非线性多重分形模型来探索LP的这些新状态。重构了表征每个火球的奇怪吸引子,并讨论了它们随氩气压力的演化。通过探针偏压关联了短期和长期的非线性行为,并研究了压力对定义火球状行为的奇怪吸引子的影响。模拟数据与实验结果之间存在良好的相关性。