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Reconstruction method of a ptychographic dataset with unknown positions

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Abstract

Wavefield drift or wobbling occurs quite often in coherent scanning systems such as satellite laser communication, laser pointing of high-power lasers, or microscopy. The uncertainty of wavefront positions might result in blurred images or large measurement errors. Here we propose an iterative approach that can retrieve both the drift positions and complex-valued distribution of the wavefield from a ptychographic diffraction intensity dataset. We demonstrate the feasibility and effectiveness of the method in numerical simulation and an optical experiment. The method requires little a priori knowledge and thus would open up new opportunities in many fields.

© 2020 Optical Society of America

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Supplementary Material (2)

NameDescription
Visualization 1       The evolutions of the retrieved object function, probe function, drift positions, and the NRMSE at each scan point in the simulated recovery iteration process.
Visualization 2       The evolutions of the retrieved object function, probe function, drift positions, and the NRMSE at each scan point in the experimental recovery iteration process.

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Equations (1)

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