ptychography
Sign in to savealt=Collection of a ptychographic imaging data set in the simplest single-aperture configuration.|thumb|Collection of a ptychographic imaging data set in the simplest single-aperture configuration. (a) Coherent illumination incident from the left is locally confined onto an area of the specimen. A detector downstream of the specimen records an interference pattern. (b) The specimen is shifted (in this case, upwards) and a second pattern is recorded. Note that regions of illumination must overlap with one another to facilitate the ptychographic shift-invariance constraint. (c) A whole ptychogra
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Article
26 sectionsContents
- Phase recovery
- Optical configurations
- The single aperture
- Focused-probe ptychography
- Multislice ptychography
- Near-field ptychography
- Fourier ptychography
- Imaging ptychography
- Bragg ptychography or reflection ptychography
- Vectorial ptychography
- Advantages
- Lens insensitive
- Image phase
- Tolerance to incoherence
- Self-calibration
- Inversion of multiple scattering
- Robustness to noise
- Applications
- History
- Origins in crystallography
- Algorithmic and Experimental Developments (1989–1998)
- Extending crystallography to non-crystalline samples (1999)
- Modern ptychography and general uptake (2004–present)
- See also
- References
- External links
alt=Collection of a ptychographic imaging data set in the simplest single-aperture configuration.|thumb|Collection of a ptychographic imaging data set in the simplest single-aperture configuration. (a) Coherent illumination incident from the left is locally confined onto an area of the specimen. A detector downstream of the specimen records an interference pattern. (b) The specimen is shifted (in this case, upwards) and a second pattern is recorded. Note that regions of illumination must overlap with one another to facilitate the ptychographic shift-invariance constraint. (c) A whole ptychographic data set uses many overlapping regions of illumination. (d) The entire data set is four-dimensional: for each 2D illumination position (x, y), there is a 2D diffraction pattern (kx, ky).
Ptychography (/t(a)ɪˈkɒgrəfi/ t(a)i-KO-graf-ee) is a computational microscopy technique that reconstructs the complex-valued image (amplitude and phase) of a specimen from a series of coherent diffraction patterns recorded as a localized probe is scanned with overlap across the sample. It unifies the principles of microscopy and crystallography, combining the real-space imaging of microscopy with the reciprocal-space diffraction analysis of crystallography to produce high-resolution, quantitative images free from lens aberrations. Ptychography has been demonstrated with visible light, X-rays, electrons and extreme-ultraviolet radiation, enabling quantitative phase contrast imaging across nine orders of magnitude in length scales.