Vol. 10, Issue 2, pp. 149-154 (1980)

Vol. 10 Issue 2 pp. 149-154

Conditions sufficient for a one-dimensional unique recovery of the phase under assumption that the image intensity distributions: │f(x)│2 and |(df(x))/dx|2 are known

Piotr Kiedroń

Abstract

It has been shown that the knowledge of intensity distributions│f(x)│2 and |(df(x))/dx| 2 in the image plane, where f(x) is the complex amplitude distribution, suffices to determine uniquely the respective phase distribution. The recovery is then reduced to determining the cut-off frequency and stating whether the intensity coming from the spatial frequency spectrum at a point coordinate equal to the right-hand cut-off frequency is greater (or less) than the intensity at the point of coordinates equal to the left-hand cut-off frequency

Vol. 10
Issue 2
pp. 149-154

0.26 MB

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Faculty of Fundamental Problems of Technology
Wybrzeże Wyspiańskiego 27
50-370 Wrocław, Poland

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