1971
DOI: 10.1119/1.1976602
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The Curious Bands of Talbot

Abstract: We call attention to an old phenomenon that can still intrigue students in a contemporary physics course. Talbot's bands are investigated in an undergraduate laboratory project by utilizing commonly available apparatus. Variations of band spacing throughout the visible spectrum are measured. The effects on the pattern of retardance of the thin glass plates in the system and of the width of the grating or prism also are observed. An elementary theory is applied to describe these measurements and observations.

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Cited by 11 publications
(9 citation statements)
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“…Equivalent explanation could be produced for a spectrometer based on dispersion by writing the effect of the dispersion on the delay of different parts of the beams traversing the prism [20].…”
Section: Discussionmentioning
confidence: 99%
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“…Equivalent explanation could be produced for a spectrometer based on dispersion by writing the effect of the dispersion on the delay of different parts of the beams traversing the prism [20].…”
Section: Discussionmentioning
confidence: 99%
“…G. B. Airy [19] dispelled any "curious" effects as mere results of interference which enhances the amplitude of some wavelengths and reduces the amplitude of others. When using a prism, the plate should be introduced into the side corresponding to the red part [20] of the dispersed spectrum while when using a diffraction grating, the plate should be introduced into the blue side of the beam. So far, the optical configurations producing Talbot bands and those using a Michelson interferometer in most sensing and OCT systems have been dealt with independently.…”
Section: Talbot Bandsmentioning
confidence: 99%
“…These methods rely on the generation of the complex signal, where its imaginary component is inferred by producing a second interferogram shifted in phase by π/2. Talbot bands [1,2] present a solution to mirror terms in FD-OCT that does not require calculations or cancellation algorithms and therefore such a solution is not affected by sample movements or parameter instabilities. Simply put it, in Talbot bands configurations, mirror terms do not exist.…”
Section: Introductionmentioning
confidence: 99%
“…Talbot bands 16,17 present a solution to mirror terms in FD-OCT that does not require calculations or cancellation algorithms, and therefore, such a solution is not affected by sample movements or parameter instabilities. Simply put, in Talbot bands configurations, mirror terms do not exist.…”
Section: Dispersion-encoded Mirror Term Eliminationmentioning
confidence: 99%