Acta Optica Sinica, Volume. 38, Issue 4, 0405001(2018)
Phase Retrieval Based on Talbot Effect of Ronchi Grating
Fig. 4. (a) Simulation result of Ronchi grating; (b) Talbot self-image of Ronchi grating
Fig. 5. Retrieved results of defocus aberration. (a) Input phase; (b) self-image of grating; (c) retrieved phase; (d) residual phase
Fig. 6. Retrieved results of astigmatism aberration. (a) Input phase; (b) self-image of grating; (c) retrieved phase; (d) residual phase
Fig. 7. Retrieved results of random mixed aberration. (a) Input phase; (b)-(d) without noise; (e)-(g) in the case with signal-to-noise ratio of 5
Fig. 9. Comparison of Zernike coefficients (the first 15 items) of retrieved phase and input phase
Fig. 10. Retrieval results of free-form surface based on peaks function. (a) Input phase; (b) self-image of grating; (c) retrieved phase; (d) residual phase
Fig. 11. Effect of uniformity in amplitude distribution of incident field on phase retrieval precision
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Sheng Chen, Changwei Li, Sijiong Zhang. Phase Retrieval Based on Talbot Effect of Ronchi Grating[J]. Acta Optica Sinica, 2018, 38(4): 0405001
Category: Diffraction and Gratings
Received: Aug. 22, 2017
Accepted: --
Published Online: Jul. 10, 2018
The Author Email: Li Changwei (cwli@niaot.ac.cn)