2011
DOI: 10.1021/nl201668t
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Damping of the Acoustic Vibrations of Individual Gold Nanoparticles

Abstract: In this letter, the ultrafast vibrational dynamics of individual gold nanorings has been investigated by femtosecond transient absorption spectroscopy. Two acoustic vibration modes have been detected and identified. The influence of the mechanical coupling at the nanoparticle/substrate interface on the acoustic vibrations of the nano-objects is discussed. Moreover, by changing the environment of the nanoring, we provide a clear evidence of the impact of the surrounding medium on the damping of the acoustic vib… Show more

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Cited by 75 publications
(125 citation statements)
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“…Dashed green lines indicate the result of theoretical calculations for the breathing mode of spheres (a) and infinite cylinders (b)-(c) in homogeneous environment (water or silica). embedding a nano-object in higher viscosity medium, as observed for single lithographed gold nanorings in water and glycerol, in qualitative agreement with viscoelastic models (Section 2.2) [83]. Investigation of the environment behavior of two different modes of the same object is here particularly interesting as it can bring information on the involved coupling mechanisms.…”
Section: Acoustic Response Of a Single Nano-object: Vibrational Dampingsupporting
confidence: 75%
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“…Dashed green lines indicate the result of theoretical calculations for the breathing mode of spheres (a) and infinite cylinders (b)-(c) in homogeneous environment (water or silica). embedding a nano-object in higher viscosity medium, as observed for single lithographed gold nanorings in water and glycerol, in qualitative agreement with viscoelastic models (Section 2.2) [83]. Investigation of the environment behavior of two different modes of the same object is here particularly interesting as it can bring information on the involved coupling mechanisms.…”
Section: Acoustic Response Of a Single Nano-object: Vibrational Dampingsupporting
confidence: 75%
“…This is no more the case when frequency-dependent µ and λ Lamé coefficients are used in order to include viscosity effects in liquids, deviations from a simple scaling law being obtained with increasing viscosity and mode frequency (i.e., decreasing the nano-object size) [67,[80][81][82]. However, in most conventional liquids these effects can be neglected, except for high viscosity solvents such as glycerol [59,[83][84][85], and will not be discussed in detail here.…”
Section: Continuum Mechanics Modelmentioning
confidence: 99%
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