t矩阵形式下的光力

P. Polimeno, R. Saija, C. Boschi, O. Maragò, M. Iatì
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引用次数: 5

摘要

光学镊子是一种关键的工具,可以在没有机械接触的情况下操作和表征微纳米颗粒,从生物成分(如生物分子、病毒、细菌和细胞)到纳米管、纳米线、层状材料、等离子体纳米颗粒及其复合材料。尽管有许多跨学科的应用,但直到最近才有可能为中尺度尺度范围建立准确的理论模型。这超出了通常用于计算比捕获光的波长小得多(偶极近似)或大得多(射线光学)的粒子的光学力的强近似。在用于计算模型粒子上的光力的不同方法中,基于过渡矩阵(t矩阵)的方法是目前最准确和有效的方法之一,特别是当应用于非球形粒子时,无论是孤立的还是相互作用的,或者在复合结构中。在这里,我们首先概述了光力、光力学和t矩阵方法的理论背景。然后,我们重点计算了模型聚苯乙烯纳米线上的光捕获,目的是研究它们在中尺度上随纳米线长度的缩放。我们比较了力常数与捕获波长的小长度或大长度近似的依赖关系以及对球体的计算,指出了形状的作用。
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Optical forces in the T-matrix formalism
Optical tweezers are a crucial tool for the manipulation and characterisation, without mechanical contact, of micro- and nanoparticles, ranging from biological components, such as biomolecules, viruses, bacteria, and cells, to nanotubes, nanowires, layered materials, plasmonic nanoparticles, and their composites. Despite the many interdisciplinary applications, only recently it has been possible to develop an accurate theoretical modelling for the mesoscale size range. This goes beyond the strong approximations typically used for the calculation of optical forces on particles much smaller (dipole approximation) or much larger (ray optics) than the wavelength of the trapping light. Among the different methods used to calculate optical forces on model particles, the ones based on the transition matrix (T-matrix) are currently among the most accurate and efficient, particularly when applied to non-spherical particles, both isolated and interacting, or in composite structures. Here, we first give an overview of the theoretical background on optical forces, optomechanics, and T-matrix methods. Then, we focus on calculations of optical trapping on model polystyrene nanowires with the aim to investigate their scaling with nanowire length at the mesoscale. We compare the force constant dependence with approximations at small or large length with respect to the trapping wavelength and with calculations on spheres, pointing out the role of shape.
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来源期刊
CiteScore
3.80
自引率
0.00%
发文量
0
审稿时长
31 weeks
期刊介绍: This journal is of a multi- and inter-disciplinary nature and covers a broad range of fields including mathematics, computer science, physics, chemistry, biology, earth sciences, and their intersection. History of science is also included within the topics addressed by the journal. The transactions of the Pelorian Academy started out as periodic news sheets containing the notes presented by the members of the Divisions into which the Academy has been and still is organized, according to subject areas. The publication of these notes for the Division (“Classe”) of Mathematical, Physical and Natural Sciences is the responsibility of the Editorial Committee, which is composed of the Director of the division with the role of Chairman, the Vice-Director, the Secretary and two or more other members. Besides original research articles, the journal also accepts texts from conferences and invited talks held in the Academy. These contributions are published in a different section of the journal. In addition to the regular issues, single monographic supplements are occasionally published which assemble reports and communications presented at congresses, symposia, seminars, study meetings and other scientific events organized by the Academy or under its patronage. Since 2004 these transactions have been published online in the form of an open access electronic journal.
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