Paper
1 June 1974 Some Experience With The Use Of A Moire Test Pattern In The Measurement Of The Optical Transfer Function
L. Dabergerova, J. Daberger
Author Affiliations +
Proceedings Volume 0046, Image Assessment and Specification; (1974) https://doi.org/10.1117/12.953998
Event: Image Assessment and Specification, 1974, Rochester, United States
Abstract
Incoherently illuminated sinewave objects are generally employed as tar-gets in transfer function studies. Since it is not easy to obtain good targets of this type, other targets have been proposed which, by the aid of appropriate filtering, can be transformed into effectively sinusoidal gratings. The rectangular-and triangu-larwave objects are mostly used in this connection (Ref.l) . The latter is especially advantageous since the higher harmonics of its Fourier-series representation converge-more rapidly than those in a rectangular wave. A practical method of generating test objects of triangular waveform is based on the utilization of moire fringes produced by two crossed gratings (Ron-chi rulings) -(]Ref.2 and 3). By ro-tating the two gratings in opposite directions the spatial frequency of the moire fringes can be varied continuously and linearly with time,observing simultaneously the condition that the scanning time-frequency remains the same for all spatial frequencies. In order to achieve the desired accuracy in OTF measurements with an equipment using the mentioned test ob-ject it is necessary to satisfy certain conditions. One of these is good quality of the basic gratings, another is correct positioning in the driving mechanism.
© (1974) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
L. Dabergerova and J. Daberger "Some Experience With The Use Of A Moire Test Pattern In The Measurement Of The Optical Transfer Function", Proc. SPIE 0046, Image Assessment and Specification, (1 June 1974); https://doi.org/10.1117/12.953998
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KEYWORDS
Modulation transfer functions

Spatial frequencies

Moire patterns

Modulation

Optical transfer functions

Fourier transforms

Lithium

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