Measurement Range in Fringe Projection Profilometry: A Practical Case

Fringe projection profilometry is a widely adopted three-dimensional measurement technique, renowned for its ability to achieve highly accurate non-contact measurements. While extensive research has focused on various algorithms —particularly phase-shifting and Fourier analysis— there is limited documentation addressing the hardware’s limitations and their impact on measurement accuracy. This gap has resulted in a wide range of potential device configurations. To address this, we present a detailed methodology for determining the measurement range and spatial resolution as a function of the working distance. A practical case study is included, utilizing the optical specifications to calculate the maximum measurable dimensions. Our findings are experimentally validated using a phase-shifting algorithm, providing practical insights for optimizing fringe projection setups.

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Publication Details

Published
2024-11-27
DOI
https://doi.org/10.1109/concapan63470.2024.10933602
Primary Topic
Optical measurement and interference techniques
Type
article
Field-Weighted Citation Impact
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article

Measurement Range in Fringe Projection Profilometry: A Practical Case

Juana Martinez-Laguna, Guillermo Escalona-Rivera, Catalina Rodriguez-Moreno
Optical measurement and interference techniques
article

Measurement Range in Fringe Projection Profilometry: A Practical Case

Juana Martinez-Laguna, Guillermo Escalona-Rivera, Catalina Rodriguez-Moreno
article en

Abstract

Fringe projection profilometry is a widely adopted three-dimensional measurement technique, renowned for its ability to achieve highly accurate non-contact measurements. While extensive research has focused on various algorithms —particularly phase-shifting and Fourier analysis— there is limited documentation addressing the hardware’s limitations and their impact on measurement accuracy. This gap has resulted in a wide range of potential device configurations. To address this, we present a detailed methodology for determining the measurement range and spatial resolution as a function of the working distance. A practical case study is included, utilizing the optical specifications to calculate the maximum measurable dimensions. Our findings are experimentally validated using a phase-shifting algorithm, providing practical insights for optimizing fringe projection setups.

Openalex Percentile: Top 71%
Optical measurement and interference techniques
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