On-Axis Optical Trapping with Vortex Beams: The Role of the Multipolar Decomposition

TL;DR

This paper investigates on-axis optical trapping using vortex beams, combining experimental measurements of trap stiffness with theoretical electromagnetic field calculations to understand the underlying physics and improve trapping techniques.

Contribution

It provides a comprehensive analysis of on-axis trapping with vortex beams, integrating experimental data with exact electromagnetic field solutions and multipolar decomposition.

Findings

Excellent agreement between theory and experiment for trap stiffness.

Electromagnetic field insights inside trapped particles.

Enhanced understanding of vortex beam trapping mechanisms.

Abstract

Optical trapping is a well_established, decades old technology with applications in several fields of research. The most common scenario deals with particles that tend to be centered on the brightest part of the optical trap. Consequently, the optical forces keep the particle away from the dark zones of the beam. However, this is not the case when a focused doughnut_shaped beam generates on_axis trapping. In this system, the particle is centered on the intensity minima of the laser beam and the bright annular part lies on the periphery of the particle. Researchers have shown great interest in this phenomenon due to its advantage of reducing light interaction with trapped particles and the intriguing increase in the trapping strength. This work presents experimental and theoretical results that extend the analysis of on_axis trapping with light vortex beams. Specifically, in our experiments, we trap micron_sized spherical silica (SiO2) particles in water and we measure, through the power spectrum density method, the trap stiffness constant \k{appa} generated by vortex beams with different topological charge orders. The optical forces are calculated from the exact solutions of the electromagnetic fields provided by the generalized Lorentz_Mie theory. We show a remarkable agreement between the theoretical prediction and the experimental measurements of \k{appa}. Moreover, our numerical model gives us information about the electromagnetic fields inside the particle, offering valuable insights into the influence of the electromagnetic fields present in the vortex beam trapping scenario.