Acta Optica Sinica, Volume. 38, Issue 9, 0901005(2018)
Wavefront Reconstruction Based on Truncated Modulation Modes
Fig. 2. Walsh functions. (a) Segments formed by divided unit circle; (b) Walsh functions in polar coordinates (Black areas are assigned value of 1, white areas are assigned value of -1)
Fig. 6. RMS of residual wavefront reconstructed with different number of Walsh functions
Fig. 8. Reconstructed imaginary part of optical field with selected 64 Walsh functions. (a) Absolute value of reconstructed imaginary part of optical field; (b) reconstructed imaginary part of optical field
Fig. 9. Reconstructed discrete wavefront. (a) Wrapped wavefront; (b) unwrapped wavefront
Fig. 10. (a) Wavefront after smoothing; (b) residual wavefront (PV is 0.074λ,RMS is 0.0086λ)
Fig. 11. Wavefront reconstructed with the first 256 Walsh functions. (a) Reconstructed wavefront; (b) residual wavefront (PV is 2.30×10-3λ,RMS is 1.58×10-4λ)
Fig. 12. Wavefront reconstructed results when signal-to-noise ratio of thermal noise is 30 dB. (a) Unwrapped discrete wavefront; (b) reconstructed wavefront; (c) residual wavefront between unwrapped discrete wavefront and incident wavefront; (d) residual wavefront of reconstructed wavefront (PV is 0.47λ,RMS is 0.045λ)
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Boqing Pang, Shuai Wang, Ping Yang. Wavefront Reconstruction Based on Truncated Modulation Modes[J]. Acta Optica Sinica, 2018, 38(9): 0901005
Category: Atmospheric Optics and Oceanic Optics
Received: Feb. 26, 2018
Accepted: May. 2, 2018
Published Online: May. 9, 2019
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