2020
DOI: 10.1016/j.apsusc.2019.144926
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Target properties – Plasma dynamics relationship in laser ablation of metals: Common trends for fs, ps and ns irradiation regimes

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Cited by 31 publications
(39 citation statements)
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“…The existence of coherent states implies that the individual ejected particles are coherent (through the double-layer characteristic to each laser ablation plasma structure), and there is a connecting tissue amongst the ablated particle cloud. This aspect of the laser-produced plasma was empirically showcased by our group in [10], where we show that at all laser ablation scales, there are mathematical functions connecting series of materials, a property that is inherent to a fractal model. As the particularity of a fractal model is the use of zoom in/zoom out processes, we can still find a coherence between the plasma structures (Coulomb or thermal).…”
Section: Ablation Plasma Behavior Through a Special Tunneling Effect mentioning
confidence: 69%
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“…The existence of coherent states implies that the individual ejected particles are coherent (through the double-layer characteristic to each laser ablation plasma structure), and there is a connecting tissue amongst the ablated particle cloud. This aspect of the laser-produced plasma was empirically showcased by our group in [10], where we show that at all laser ablation scales, there are mathematical functions connecting series of materials, a property that is inherent to a fractal model. As the particularity of a fractal model is the use of zoom in/zoom out processes, we can still find a coherence between the plasma structures (Coulomb or thermal).…”
Section: Ablation Plasma Behavior Through a Special Tunneling Effect mentioning
confidence: 69%
“…Although during expansion, there are other phenomena that need to be considered like ion neutralization, secondary ionizations, or molecule formation [18], this shift in the floating potential showcases the change in the ion-to-electron ratio within the plasma volume for a fixed moment in time (1 µs).The spatiotemporal evolution of all main plasma parameters considered here (electron temperature and plasma potential) follow a classical quasi-exponential decrease. To determine the aforementioned plasma parameters, we treated the I−V characteristics following the procedure from [10,11]. Briefly, by applying a logarithm procedure to the I−V characteristic curve, we will obtain a distribution that is defined by a linear increase, an inflection point, and a saturation region.…”
Section: Langmuir Probe Measurementsmentioning
confidence: 99%
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