2nd International School and Conference on Disorder in Materials Science - DisoMAT 2023
Lecture
19.06.2023 (CEST)
Broadband Light Delivery deep into Diffusive Media
RM

Rohin McIntosh (B.A.)

Yale University

McIntosh, R. (Speaker)¹; Bender, N.²; Cao, H.¹; Goetschy, A.³; Hsu, C.W.⁴; Yamilov, A.⁵; Yilmaz, H.⁶
¹Yale University, New Haven (United States); ²Cornell University, Ithaca (United States); ³Institute Langevin, Paris (France); ⁴University of Southern California, Los Angeles (United States); ⁵Missouri University of Science and Technology, Rolla (United States); ⁶Bilkent University, Ankara (Turkey)
Vorschau
19 Min. Untertitel (CC)

Waves propagate diffusively through disordered media, such as biological tissue, clouds, and paint, due to random scattering. Recent advances in optical wavefront shaping techniques have enabled controlling coherent light propagation in multiple-scattering samples. We overcome wave diffusion to deliver optical energy into a target region of arbitrary size and shape anywhere inside a strong-scattering system. For monochromatic light, we previously introduced the deposition matrix (DM) Z(ω), which maps its input wavefront to the field distribution in the target region [1]. The eigenchannel with the largest eigenvalue provides the wavefront for maximal energy delivery. Since the enhancement is achieved via constructive interference of scattered waves, the optimal wavefront will vary with input wavelength.

In this work, we show it is possible to find a common wavefront to enhance energy delivery over a broad spectrum. We introduce the broadband deposition matrix (BDM), A=∫dω I(ω)Z(ω)^†Z(ω), where I(ω) is the input spectrum [2]. The eigenvector of the BDM with the largest eigenvalue gives the input wavefront for maximal energy delivery to the target by a broadband light.

Experimentally we measure the frequency-resolved DM Z(ω) for an extended target at varying depth inside a two-dimensional diffusive waveguide (Fig. 1a). From it we reconstruct the BDM for a range of bandwidths Δλ, where the largest eigenvalue gives the maximal energy that can be delivered to the target region. The corresponding eigenvector gives the input wavefront that enhances the energy over a broad wavelength range. With increasing bandwidth Δλ, the energy enhancement (compared to random inputs) is lower at the center wavelength but persists over more wavelengths. Integrating the energy over Δλ gives the total energy enhancement, which is plotted versus Δλ in Fig. 1c. It decreases much slower with increasing Δλ than the maximum eigenchannel of a monochromatic DM. We further perform numerical simulation and theoretical analysis to explain the experimental data.

In summary, we believe this work will pave the way for numerous applications including optogenetic control of cells, photothermal therapy, and probing and manipulating photoelectrochemical processes deep inside nominally opaque media.

Abstract

Abstract

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