Optical trapping forces exerted by a pulsed Hermite–Gaussian beam on a dielectric nanosphere

An analytical expression for the optical forces exerted by a pulsed Hermite–Gaussian (HG) beam on a nano-dielectric sphere has been derived. This allows us to investigate how the forces are affected by different beam modes ( p , l ) and the duration of the light pulse ( τ ) . Our findings demonstrate that these factors significantly influence the strength of the forces, the number of regions where the sphere can be trapped, and the size of these trapping zones. This knowledge paves the way for precise control of these tiny particles with light, potentially leading to improved techniques for trapping and sorting nanoparticles. • The value of the gradient force increases as the pulse duration decreases. • The trapping area decreases with decreasing pulse duration. • The number of trapping regions increases with increasing beam mode p . • Optical force values are influenced by changes in beam modes ( p , l ) .

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Publication Details

Journal
Results in Physics
Published
2024-10-24
DOI
https://doi.org/10.1016/j.rinp.2024.108020
Citations
2
Primary Topic
Orbital Angular Momentum in Optics
Type
article
Field-Weighted Citation Impact
0.68
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article

Optical trapping forces exerted by a pulsed Hermite–Gaussian beam on a dielectric nanosphere

M. A. Shukri, F. M. Thabit
2 citations
Results in Physics
Orbital Angular Momentum in Optics
0.68
article

Optical trapping forces exerted by a pulsed Hermite–Gaussian beam on a dielectric nanosphere

M. A. Shukri, F. M. Thabit
article en
2 citations

Abstract

An analytical expression for the optical forces exerted by a pulsed Hermite–Gaussian (HG) beam on a nano-dielectric sphere has been derived. This allows us to investigate how the forces are affected by different beam modes ( p , l ) and the duration of the light pulse ( τ ) . Our findings demonstrate that these factors significantly influence the strength of the forces, the number of regions where the sphere can be trapped, and the size of these trapping zones. This knowledge paves the way for precise control of these tiny particles with light, potentially leading to improved techniques for trapping and sorting nanoparticles. • The value of the gradient force increases as the pulse duration decreases. • The trapping area decreases with decreasing pulse duration. • The number of trapping regions increases with increasing beam mode p . • Optical force values are influenced by changes in beam modes ( p , l ) .

Results in PhysicsVol. 66
Sana'a University (YE)
Openalex Percentile: Top 30%
Orbital Angular Momentum in Optics
0.68
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