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用有效介质理论解释全息分子结合测定法。

Interpreting holographic molecular binding assays with effective medium theory.

作者信息

Altman Lauren E, Grier David G

机构信息

Department of Physics and Center for Soft Matter Research, New York University, New York, NY 10003, USA.

出版信息

Biomed Opt Express. 2020 Aug 24;11(9):5225-5236. doi: 10.1364/BOE.401103. eCollection 2020 Sep 1.

Abstract

Holographic molecular binding assays use holographic video microscopy to directly detect molecules binding to the surfaces of micrometer-scale colloidal beads by monitoring associated changes in the beads' light-scattering properties. Holograms of individual spheres are analyzed by fitting to a generative model based on the Lorenz-Mie theory of light scattering. Each fit yields an estimate of a probe bead's diameter and refractive index with sufficient precision to watch a population of beads grow as molecules bind. Rather than modeling the molecular-scale coating, however, these fits use effective medium theory, treating the coated sphere as if it were homogeneous. This effective-sphere analysis is rapid and numerically robust and so is useful for practical implementations of label-free immunoassays. Here, we assess how measured effective-sphere properties reflect the actual properties of molecular-scale coatings by modeling coated spheres with the discrete-dipole approximation and analyzing their holograms with the effective-sphere model.

摘要

全息分子结合测定法利用全息视频显微镜,通过监测微米级胶体微珠表面光散射特性的相关变化,直接检测与微珠表面结合的分子。通过基于光散射的洛伦兹 - 米氏理论拟合生成模型,对单个球体的全息图进行分析。每次拟合都能以足够的精度得出探针微珠的直径和折射率估计值,以便观察随着分子结合微珠群体的增长情况。然而,这些拟合并非对分子尺度的涂层进行建模,而是使用有效介质理论,将涂覆球体视为均匀球体来处理。这种有效球体分析快速且数值稳健,因此对于无标记免疫测定的实际应用很有用。在此,我们通过用离散偶极近似法对涂覆球体进行建模,并使用有效球体模型分析其全息图,来评估所测量的有效球体特性如何反映分子尺度涂层的实际特性。

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Interpreting holographic molecular binding assays with effective medium theory.用有效介质理论解释全息分子结合测定法。
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