Department of Physics and Center for Soft Matter Research, New York University, New York, NY 10003, USA.
Soft Matter. 2023 Apr 26;19(16):3002-3014. doi: 10.1039/d2sm01283a.
Holographic particle characterization uses in-line holographic video microscopy to track and characterize individual colloidal particles dispersed in their native fluid media. Applications range from fundamental research in statistical physics to product development in biopharmaceuticals and medical diagnostic testing. The information encoded in a hologram can be extracted by fitting to a generative model based on the Lorenz-Mie theory of light scattering. Treating hologram analysis as a high-dimensional inverse problem has been exceptionally successful, with conventional optimization algorithms yielding nanometer precision for a typical particle's position and part-per-thousand precision for its size and index of refraction. Machine learning previously has been used to automate holographic particle characterization by detecting features of interest in multi-particle holograms and estimating the particles' positions and properties for subsequent refinement. This study presents an updated end-to-end neural-network solution called CATCH (Characterizing and Tracking Colloids Holographically) whose predictions are fast, precise, and accurate enough for many real-world high-throughput applications and can reliably bootstrap conventional optimization algorithms for the most demanding applications. The ability of CATCH to learn a representation of Lorenz-Mie theory that fits within a diminutive 200 kB hints at the possibility of developing a greatly simplified formulation of light scattering by small objects.
全息粒子特征化使用在线全息视频显微镜来跟踪和描述分散在其天然流体介质中的单个胶体粒子。应用范围从统计物理的基础研究到生物制药和医学诊断测试的产品开发。全息图中编码的信息可以通过拟合基于光散射的 Lorenz-Mie 理论的生成模型来提取。将全息分析视为高维逆问题已经取得了非凡的成功,传统的优化算法可以为典型粒子的位置提供纳米级精度,为其大小和折射率提供千分之一精度。机器学习以前被用于通过检测多粒子全息图中的感兴趣特征并估计粒子的位置和性质来实现全息粒子特征化的自动化,以便后续进行细化。本研究提出了一种名为 CATCH(全息法表征和跟踪胶体)的更新的端到端神经网络解决方案,其预测速度快、精度高、足够准确,适用于许多现实世界的高通量应用,并且可以为最苛刻的应用可靠地引导传统的优化算法。CATCH 能够学习适合 200 kB 微小空间的 Lorenz-Mie 理论表示,这暗示了开发针对小物体的光散射的简化公式的可能性。