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Image phase retrieval

  • US 9,939,781 B2
  • Filed: 10/28/2016
  • Issued: 04/10/2018
  • Est. Priority Date: 04/12/2012
  • Status: Active Grant
First Claim
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1. An iterative method of processing a pixellated image comprising image pixels to retrieve a phase distribution representative of the image in the Fourier domain, the method comprising:

  • padding the image pixels with non-image pixels to increase the total number of pixels in the pixellated image, wherein the values of the non-image pixels comprises an initial random noise field;

    thenassociating each pixel of the pixellated image with a phase value to form a first data set having plural elements, each element of the first data set having amplitude information and phase information; and

    then(n+1) iterations of the following steps, where n is an integer;

    performing a Fourier transform of the first data set to produce a second data set having plural elements, each element of the second data set having amplitude and phase information;

    quantizing the phase information from the second data set;

    forming a third data set having plural elements, each element of the third data set having amplitude and phase information, the phase information being derived from the second data set and;

    inverse Fourier transforming the third data set to produce a fourth data set having plural elements, each element of the fourth data set having amplitude and phase information;

    overwriting the amplitude and/or phase information of the fourth data set to produce a fifth data set having plural elements, each element of the fifth data set having amplitude and phase information, the overwriting comprising processing the non-image pixels differently to the image pixels;

    the overwriting comprising replacing the value of the amplitude information of each non-image pixel of the fifth data set by a random noise field and/or processing the amplitude information of the each image pixel utilizing a gain factor, the gain factor being variable and dependent on the iteration number of the iterative method; and

    using the modified fifth data set as the first data set of the next iteration; and

    reconstructing the phase distribution to form a holographic reconstruction of the image.

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