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Francois Amblard

Publications and source records attributed to Francois Amblard.

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3D stochastic interferometer detects picometer deformations and minute dielectric fluctuations of its optical volume

Optical interferometry has proven extremely powerful to investigate some of the most fundamental laws of physics, using light with very precisely controlled geometry. In the past few decades, various speckle metrology methods have emerged to harness the interferometric properties of strongly disordered light instead, using time-domain analysis of speckle patterns at a maximum rate limited by the frequency of image acquisition. The present work is based on using a centimeter-sized quartz-powder cavity with an arbitrary shape that is engineered with very high Lambertian reflectivity. When filled with a coherent monochromatic photon gas, a statistically isotropic and homogeneous 3D speckle interference pattern is obtained. A single-mode fiber is then used in combination with photon number autocorrelation analysis to detect minute changes of the speckle decorrelation spectrum, caused either by cavity deformations or fluctuations of the dielectric tensor field inside. The decorrelation spectrum is acquired over 8 to 10 frequency decades below 100 MHz, with a sensitivity that is only limited by the intrinsic photon statistics and the extrinsic instrumental noises. With typically 1700 reflections and an average photon transit path length of 62m, our 3D stochastic interferometer yields a typical finesse of 10500, and cavity deformations are detected in an ergodic fashion over a six-decade dynamic range with a power noise floor of 4x{10}^{-3} pm^2 which corresponds to 2.7 pm at 1 kHz. The cavity also operates as a speckle fluctuation amplifier that reveals decorrelation spectra due to picometric thermal motions of colloids in both single and multiple scattering regimes with a typical 100-fold sensitivity gain compared to conventional light scattering techniques.

physics.optics

Cavity Amplified Scattering Spectroscopy reveals the dynamics of proteins and nanoparticles in quasi-transparent and miniature samples

Dynamic light scattering techniques are routinely used for numerous industrial and research applications, because they can give access to the motion spectrum of micro- and nano-objects, and therefore to particle sizes or visco-elastic properties. However, measurements are impossible when samples do not scatterer light enough, i.e. when there are too few scattering events due to excessively small scattering cross-sections and/or low concentrations of scatterers. Here, we propose to amplify light scattering efficiency by placing weakly scattering samples inside a Lambertian cavity with high reflectance walls. It produces a 3D isotropic and homogeneous light field that effectively elongates the scattering pathlength by 2 to 3 orders of magnitude, and leads to a dramatic increase in sensitivity. We could indeed measure the diffusion coefficient and size of particles ranging from 5nm to 20 microns with volume fractions as low at 10^(-9) in volumes as low as 100 microliters, and in solvents with refractive index mismatches down to 0.01. With a 10^(4) fold increase in sensitivity compared to classical techniques, we considerably expand the applications of light scattering to highly diluted samples, miniaturized microfluidics samples, and samples practically deemed non-scattering. Beyond the realm of current applications of light scattering techniques, our Cavity Amplified Scattering Spectroscopy method (CASS) and its outstanding sensitivity represent a major methodological step towards the study of problems such as the ballistic limit of Brownian motion, the internal dynamics of proteins, or the low frequency dielectric dynamics of liquids.

physics.optics