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arXiv 2208.03363cond-mat.softphysics.optics
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单个分形集合体的多角度全息表征

Multi-angle holographic characterization of individual fractal aggregates

Rafe Abdulali, Lauren E. Altman, David G. Grier

摘要:

全息颗粒表征使用全息显微镜数据的定量分析来精确和快速地测量单个胶体球在其原生介质中的直径和折射率。当这种技术应用于非均匀或非球面颗粒时,测量的直径和折射率代表包围每个颗粒的有效球体的特性。连续球分析已成功地应用于分形聚集体的人口,产生一个整体的人口作为一个整体的分形维数。在这里,我们证明了全息表征也可以测量一个单独的分形集群的分形维数,通过探测它的有效直径和折射率的变化,因为它经历旋转扩散。这一过程从多个角度探测团簇的结构,因此构成了一种断层扫描形式。在这里,我们证明和验证非球面粒子的全息图的有效球的解释,通过在一系列条件下生长的二氧化硅纳米粒子的聚集体的实验研究。

英文摘要:

Holographic particle characterization uses quantitative analysis of holographic microscopy data to precisely and rapidly measure the diameter and refractive index of individual colloidal spheres in their native media. When this technique is applied to inhomogeneous or aspherical particles, the measured diameter and refractive index represent properties of an effective sphere enclosing each particle. Effective-sphere analysis has been applied successfully to populations of fractal aggregates, yielding an overall fractal dimension for the population as a whole. Here, we demonstrate that holographic characterization also can measure the fractal dimensions of an individual fractal cluster by probing how its effective diameter and refractive index change as it undergoes rotational diffusion. This procedure probes the structure of a cluster from multiple angles and thus constitutes a form of tomography. Here we demonstrate and validate this effective-sphere interpretation of aspherical particles' holograms through experimental studies on aggregates of silica nanoparticles grown under a range of conditions.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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