2019
DOI: 10.1364/boe.10.001469
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Brillouin-Raman mapping of natural fibers with spectral moment analysis

Abstract: Brillouin spectroscopy has emerged as a novel analytical tool for biophotonic research and applications. It operates on a microscopic scale and in the GHz spectral range, providing a new spatial and frequency window for the analysis of the materials elasticity. Here we investigate spectral moments calculation as a means of analysing Brillouin and Raman spectra, providing rapid access to peak intensity and frequency shift, with robust application to fast scanning measurements. This work demonstrates the potenti… Show more

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Cited by 21 publications
(19 citation statements)
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“… 12 , by averaging Stokes and anti-Stokes contributions. In particular, we estimated the average frequency shift of each peak through the calculation of the first spectral 43 , 44 , i.e. where the index i spans spectral channels in the range 4–13 GHz and 13–32 GHz for the low-frequency ( ν SOFT ) and high-frequency ( ν HARD ) modes, respectively.…”
Section: Methodsmentioning
confidence: 99%
“… 12 , by averaging Stokes and anti-Stokes contributions. In particular, we estimated the average frequency shift of each peak through the calculation of the first spectral 43 , 44 , i.e. where the index i spans spectral channels in the range 4–13 GHz and 13–32 GHz for the low-frequency ( ν SOFT ) and high-frequency ( ν HARD ) modes, respectively.…”
Section: Methodsmentioning
confidence: 99%
“…1(d) would be quite unjustified due to the mixing of homogeneous and heterogeneous mechanisms of broadening. For this reason, we adopt a model-independent estimate of the average frequency shift of each peak through calculation of the first spectral moment [21]…”
Section: Measurements and Data Elaborationmentioning
confidence: 99%
“…Using 2σR as lateral dimension of the scattering volume and considering as a first approximation that the contributions to the spatial resolution add in quadrature (exact for Gaussian distributions), the lateral acoustic contribution can be found as 2σ E = 2√(σ B ) 2 − (σ R ) 2 . While this value is always utterly negligible for the glass-water interface, for the PET-Glycerol one studied by 1.2 NA objective 2σ E results The present analysis is of significant relevance for a critical assessment of a number of recent works 15,21,[24][25][26][27] , where submicrometric features are discriminated on the basis of Brillouin signature. While the comparison with different optical techniques indicates that the observed elastic modulation is indeed related to structural changes, the measured values of the elastic constant should be considered as spatial averages, whose extent depends on both NA of the optics and on the propagation length of phonons, in turn depending on the investigated material.…”
Section: ))mentioning
confidence: 64%