2016
DOI: 10.1016/j.phpro.2016.08.017
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Investigation on the Ablation of thin Metal Films with Femtosecond to Picosecond-pulsed Laser Radiation

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Cited by 23 publications
(21 citation statements)
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“…By irradiating a material using ultrafast laser radiation the temperature of the phonon system increases within the heating time τ heat , being defined by τ heat = max{τ e-ph ; τ H }, wherein τ e-ph = 1 [26,27] represents the electronphonon relaxation time or also called electron-phonon coupling time in the absence of ablation, and τ H the pulse duration. By increasing the temperature of the phonon system, thermal stress is induced, which usually induces a thermal expansion of the material in the case of slow heating, and therefore unloading and reduction of the induced thermal stress.…”
Section: Two-temperature Modelmentioning
confidence: 99%
“…By irradiating a material using ultrafast laser radiation the temperature of the phonon system increases within the heating time τ heat , being defined by τ heat = max{τ e-ph ; τ H }, wherein τ e-ph = 1 [26,27] represents the electronphonon relaxation time or also called electron-phonon coupling time in the absence of ablation, and τ H the pulse duration. By increasing the temperature of the phonon system, thermal stress is induced, which usually induces a thermal expansion of the material in the case of slow heating, and therefore unloading and reduction of the induced thermal stress.…”
Section: Two-temperature Modelmentioning
confidence: 99%
“…However, in the solution of the two-temperature model equations, the temperature dependence of C e and G ep should be considered. As an example, Figure 3 reports that according to Olbrich et al [54], the heat capacity (per material unit volume) of electrons (C e ), the electron-phonon coupling constant (G = G ep ), and the relaxation time to reach a thermal equilibrium between the electron and phonon systems (τ R ) for some selected metals (Al, Au, Mo, Ni, Pt) versus the electronic temperature T e . On the other hand, considering a laser pulse of duration τ pulse , the two-temperatures model equations are useful if τ p is comparable to the lifetime of excited electrons τ ee and to the electron-phonon coupling time τ ep (i.e., for the femtosecond or picosecond laser pulse).…”
Section: Laser-metal Films Interaction: General Considerationsmentioning
confidence: 99%
“…Figure 4 reports the results of calculations performed by Olbrich et al [54] for the time evolution of the maximum electronic temperature T max,e and of the maximum phonons temperature T max, ph in Al, Au, Mo, Ni, Pt under a pulsed laser irradiation with a pulse duration of τ H = 200 fs (left) or τ H = 10 ps (right), laser energy of 1 μJ, laser wavelength of 1028 nm (and considering, for simplicity, zero reflectance for all the metals, only energy diffusion and no vaporization). From these plots, we can observe, for example, that for all the investigated materials, T max,e is higher for τ H = 200 fs than for τ H = 10 ps since the laser-generated energy is completely transferred from the electrons to the phonons during the laser irradiation at τ H = 10 ps.…”
Section: Laser-metal Films Interaction: General Considerationsmentioning
confidence: 99%
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“…This operation greatly increased machining speeds of alumina surface, thereby minimizing the costs, and making femtosecond laser machining a feasible choice for industrial consumers. Olbrich et al [ 26 ] also explored the ablation of thin metal films using variable-pulsed laser radiations. They studied the ablation characteristics of several metals, namely aluminum, gold, molybdenum, nickel, and platinum focusing on pulse duration for single-pulsed ultrafast laser radiation.…”
Section: Introductionmentioning
confidence: 99%