2011
DOI: 10.1115/1.4002778
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Re-examining Electron-Fermi Relaxation in Gold Films With a Nonlinear Thermoreflectance Model

Abstract: In this work, we examine Fermi relaxation in 20 nm Au films with pump-probe themoreflectance using a thin film, intraband thermoreflectance model. Our results indicate that the Fermi relaxation of a perturbed electron system occurs approximately 1.10±0.05 ps after absorption of a 785 nm, 185 fs laser pulse. This is in agreement with reported values from electron emission experiments but is higher than the Fermi relaxation time determined from previous thermoreflectance measurements. This discrepancy arises due… Show more

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Cited by 28 publications
(47 citation statements)
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“…We fit the data before the peak by accounting for a delay in thermalization of the electron system. 26 In agreement with the previous data on electron thermalization time in Au, 26,34-38 we find thermalization time of the excited electrons in our experiments is between 800 fs to 1.1 ps. This implies that the electron system is nearly fully thermalized during electron-phonon relaxation, as discussed by Guo et al 14 We find that for all fluences and samples, only minor adjustments to A ee and B ep (by less than 10%) are necessary to achieve a best fit.…”
supporting
confidence: 93%
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“…We fit the data before the peak by accounting for a delay in thermalization of the electron system. 26 In agreement with the previous data on electron thermalization time in Au, 26,34-38 we find thermalization time of the excited electrons in our experiments is between 800 fs to 1.1 ps. This implies that the electron system is nearly fully thermalized during electron-phonon relaxation, as discussed by Guo et al 14 We find that for all fluences and samples, only minor adjustments to A ee and B ep (by less than 10%) are necessary to achieve a best fit.…”
supporting
confidence: 93%
“…17,26 Thermal coupling between the electron and phonon systems in the Au films is governed by G eff ; G eff is distinct from the intrinsic rate of electron-phonon coupling in a metal, G, since G should not be affected by electron-electron or electroninterface scattering. 15 However, the measured response in a film is a convolution of all of these relaxation mechanisms.…”
mentioning
confidence: 99%
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“…The data is normalized by the maximum magnitude of the signal from the lock-in amplifier. The predicted maximum effective electron temperature in this data is 1,750±120 K with a G eff =2.90±0.2×16 W m −3 K −1 , which is in good agreement with previous literature [97,104]. The dotted lines in Fig.…”
Section: The Two-temperature Modelsupporting
confidence: 92%
“…is the source term that is modified to account for the delayed relaxation in the electronic distribution [97]. Note, in the limit of T e = T p , Eq.…”
Section: The Two-temperature Modelmentioning
confidence: 99%