Moiré effect without a multi-line grid preserving the phase of a physical image fragment containing a single line

To observe the moiré phenomenon, two grids are required. Nevertheless, the effect can be achieved without a physical grid, using computer-generated grids based on a fragment of the image. This approach allows for the observation of the moiré effect without a physical grid. The computer-generated grid replicates the vibration of the object and, therefore, can be used for practical displacement measurements. The principle has been confirmed by simulations and experimental tests. The proposed method enables measurements with significantly reduced optical target sizes. This may make moiré measurements more convenient and accurate.

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Publication Details

Journal
Journal of the Optical Society of America A
Published
2026-02-09
DOI
https://doi.org/10.1364/josaa.580696
Primary Topic
Elasticity and Wave Propagation
Type
article
Field-Weighted Citation Impact
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article

Moiré effect without a multi-line grid preserving the phase of a physical image fragment containing a single line

Vladimir Saveljev, Gwanghee Heo
Journal of the Optical Society of America A
Elasticity and Wave Propagation
article

Moiré effect without a multi-line grid preserving the phase of a physical image fragment containing a single line

Vladimir Saveljev, Gwanghee Heo
article en

Abstract

To observe the moiré phenomenon, two grids are required. Nevertheless, the effect can be achieved without a physical grid, using computer-generated grids based on a fragment of the image. This approach allows for the observation of the moiré effect without a physical grid. The computer-generated grid replicates the vibration of the object and, therefore, can be used for practical displacement measurements. The principle has been confirmed by simulations and experimental tests. The proposed method enables measurements with significantly reduced optical target sizes. This may make moiré measurements more convenient and accurate.

Journal of the Optical Society of America AVol. 43(3)
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Elasticity and Wave Propagation
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