Sparsity-constrained wavefront optimization by leveraging complex media
收藏DataONE2024-05-31 更新2024-06-08 收录
下载链接:
https://search.dataone.org/view/sha256:292aaf3d6da96f7e27f37a8f36b258b3e3924e477fe10eb106502db3bb3aed1b
下载链接
链接失效反馈官方服务:
资源简介:
Wavefront shaping gains increasing importance in complex photonics, which can manipulate light spatially and temporally to counter the scattering effect. Important applications include deep-tissue imaging, microendoscopy, optical communications, nanofabrication, and remote sensing. However, high-speed and high-fidelity wavefront shaping is fundamentally hindered by the dimensionality limitation of hardware devices, evinced by the competition between the frame rate, pixel count, and modulation depth. To overcome the speed-fidelity tradeoff, we leverage complex media (e.g., diffusers or multimode fibers) as analogue random multiplexers for pattern compression to address the demand for high-dimensional spatiotemporal control. Sparsity-constrained wavefront optimization is designed to solve the problem by seeking a low-dimensional, robust representation of wavefronts with a carefully designed sparsity constraint. This optimization framework can achieve high-fidelity wavefront shaping throu..., The dataset contains an experimentally calibrated complex-field transmission matrix of a graded-index multimode fiber (GIF50C, Thorlabs) and 1000 preprocessed test images extracted from the Fashion-MNIST dataset. The script takes the preprocessed test images as the ground truth. It carries out the sparsity-constrained wavefront optimization to solve for the wavefront to generate those test images through the multimode fiber given its transmission matrix. Â
In brief, the transmission matrix was measured by raster scanning the proximal end of the multimode fiber using a DMD and recording the corresponding speckles at the distal end using off-axis holography. The test images were first downsampled and interpolated to match the coordinate of the distal end of the multimode fiber. Then, they were vectorized to a one-dimensional vector to comply with the format of the transmission matrix. The initial guesses were obtained by performing the Gerchberg-Saxton algorithm with 10 iterations. All th..., , # Sparsity-constrained wavefront optimization by leveraging complex media
[https://doi.org/10.5061/dryad.wdbrv15wk](https://doi.org/10.5061/dryad.wdbrv15wk)
Python codes for performing wavefront optimization with the sparsity constraints associated with the dimensionality limitation of spatial light modulation devices.
## Overview
Wavefront shaping gains increasing importance in complex photonics, which can manipulate light spatially and temporally to counter the scattering effect. Important applications include deep-tissue imaging, microendoscopy, optical communications, nanofabrication, and remote sensing. However, high-speed and high-fidelity wavefront shaping is fundamentally hindered by the dimensionality limitation of hardware devices, evinced by the competition between the frame rate, pixel count, and modulation depth. To overcome the speed-fidelity tradeoff, we leverage complex media (e.g., diffusers or multimode fibers) as analogue random multiplexers for pattern compressio...
创建时间:
2025-08-01



