Xinlei ZHU, Jiayi YU, Yangjian CAI. Research Progress of Generation of Partially Coherent Beams with Prescribed Correlation Structures（Invited）[J]. Acta Photonica Sinica, 2022, 51(1): 0151103
- Acta Photonica Sinica
- Vol. 51, Issue 1, 0151103 (2022)
Fig. 1. Properties of multi-Gaussian Schell-model beams for different beam orders with λ=632 nm，w0=1 mm，δ0=0.1 mm［15］
Fig. 2. Density plot of the square of the modulus of the degree of coherence of Hermite-Gaussian correlated Schell-model beams for different beam orders［16］
Fig. 3. Intensity distributions of Hermite-Gaussian correlated Schell-model beams at several propagation distances in free space（m=n=1）［16］
Fig. 4. Intensity evolution of conventional non-uniformly beams on the x-z plane with w0=0.5 mm，δ0=0.5w0［34］
Fig. 5. Density plot of the absolute value of the degree of coherence of Hermite non-uniformly correlated beams for different the beam orders［39］
Fig. 6. Intensity evolution and scintillation index of Hermite non-uniformly correlated beams propagation in turbulence［40］
Fig. 7. Intensity distribution of radially polarized vector optical coherence lattices beams at several propagation distances in free space［45］
Fig. 8. Density plots of different square of the degree of coherence of the novel correlated radially polarized partially coherent beam in the source plane［46］
Fig. 9. Intensity distribution of the focused novel correlated radially polarized partially coherent beam at several propagation distances［46］
Fig. 10. Spectral degree of polarization of electromagnetic non-uniformly correlated beams on propagation［48］
Fig. 11. Density plot of the intensity distribution and the state of polarization of radially polarized Hermite non-uniform correlation beams upon propagation in free space［49］
Fig. 12. Degree of polarization of radially polarized Hermite non-uniform correlation beams upon propagation in free space［49］
Fig. 13. Spectral density distribution for the electromagnetic cosh-Gauss non-uniformly correlated beam source passing through a linear polarizer with different transmission angles［50］
Fig. 14. Experimental setup for generating Gaussian Schell-model beams［55］
Fig. 15. Experimental setup for generating partially coherent beams with different coherence structure［56］
Fig. 16. Computer generated hologram and intensity distribution of different correlated beams［56］
Fig. 17. Schematic diagram of an experimental device for generating novel spatially coherent radially polarized partially coherent beams［46］
Fig. 18. Experimental results of the square of the degree of coherence and the intensity distribution of the novel correlated radially polarized partially coherent beams［46］
Fig. 19. Experimental setup for generating partially coherent beams by using Monte Carlo［58］
Fig. 20. Experiment setup for generating vector partially coherent source［63］
Fig. 21. Schematic diagram of an experimental device for generating novel coherent structure beam using coherent-mode representation［67］
Fig. 22. Schematic of the experimental setup for synthesizing non-uniformly correlated sources［70］
Fig. 23. Experimental setup for generation of partially coherent beams with circular coherence［71］
Fig. 24. Experimental setup for the generation of the electromagnetic non-uniformly correlated beam source［50］
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