Geometric interpretation of radiation pressure

When light, or electromagnetic radiation, impacts a surface, it generates a force known as radiation pressure. In this study, we explore the radiation pressure generated by a finite, structured light beams and how it differs from that of a plane wave at an identical frequency. A notable characteristic of structured beams, especially as they pass through their focal point, is the accumulation of an extra phase shift, unlike a plane wave traveling the same distance. This phenomenon, known as the Gouy phase, underpins the difference in radiation pressure that we observe. One case we focus on is for Laguerre-Gaussian modes, and we detail specific experimental approaches to quantify the variance in radiation pressure, which amounts to approximately 20fN/W for each unit of orbital angular momentum.

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Published
2024-10-02
DOI
https://doi.org/10.1117/12.3028637
Primary Topic
Gas Dynamics and Kinetic Theory
Type
article
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article

Geometric interpretation of radiation pressure

Kishan Dholakia, Alexander C. Trowbridge
Gas Dynamics and Kinetic Theory
article

Geometric interpretation of radiation pressure

Kishan Dholakia, Alexander C. Trowbridge
article en

Abstract

When light, or electromagnetic radiation, impacts a surface, it generates a force known as radiation pressure. In this study, we explore the radiation pressure generated by a finite, structured light beams and how it differs from that of a plane wave at an identical frequency. A notable characteristic of structured beams, especially as they pass through their focal point, is the accumulation of an extra phase shift, unlike a plane wave traveling the same distance. This phenomenon, known as the Gouy phase, underpins the difference in radiation pressure that we observe. One case we focus on is for Laguerre-Gaussian modes, and we detail specific experimental approaches to quantify the variance in radiation pressure, which amounts to approximately 20fN/W for each unit of orbital angular momentum.

University of Arizona (US), University of St Andrews (GB), The University of Adelaide (AU)
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Gas Dynamics and Kinetic Theory
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