• Chinese Journal of Lasers
  • Vol. 50, Issue 11, 1101010 (2023)
Zhiqaing Gao1, Qi Chang1, Haoyu Liu1, Jun Li1、2、3, Pengfei Ma1、2、3、*, and Pu Zhou1
Author Affiliations
  • 1College of Advanced Interdisciplinary Studies, National University of Defense Technology, Changsha 410073, Hunan, China
  • 2Nanhu Laser Laboratory, National University of Defense Technology, Changsha 410073, Hunan, China
  • 3Hunan Provincial Key Laboratory of High Energy Laser Technology, Changsha 410073, Hunan, China
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    DOI: 10.3788/CJL230656 Cite this Article Set citation alerts
    Zhiqaing Gao, Qi Chang, Haoyu Liu, Jun Li, Pengfei Ma, Pu Zhou. Research Progress and Development Trend of Machine Learning in Phase Control of Fiber Laser Arrays[J]. Chinese Journal of Lasers, 2023, 50(11): 1101010 Copy Citation Text show less
    Device and result diagrams of coherent combining system[39]. (a) Device diagram of two-channel combining system; (b) change of combined output power in time domain; (c) power spectral density of phase noise
    Fig. 1. Device and result diagrams of coherent combining system[39]. (a) Device diagram of two-channel combining system; (b) change of combined output power in time domain; (c) power spectral density of phase noise
    Model and results of tiled aperture coherent combining system[40]. (a) Schematic of tiled aperture coherent combination of multi-core fiber laser by deep reinforcement learning; (b) phase errors under different neural networks
    Fig. 2. Model and results of tiled aperture coherent combining system[40]. (a) Schematic of tiled aperture coherent combination of multi-core fiber laser by deep reinforcement learning; (b) phase errors under different neural networks
    Experimental verification and results of array phase-locked system[41]. (a) Flow diagram of array phase-locked system; (b) phase quality versus correction step in 100-beam co-phase experiment
    Fig. 3. Experimental verification and results of array phase-locked system[41]. (a) Flow diagram of array phase-locked system; (b) phase quality versus correction step in 100-beam co-phase experiment
    Phase locking experiment and results of coherent beam array [42]. (a) Schematic of system for phase-locking coherent beam arrays with neural networks; (b) time domain response of normalized light intensity before and after closing loops; (c) probability distribution of normalized photodetector response values before and after closing loops; (d) corresponding power spectral density before and after closing loops
    Fig. 4. Phase locking experiment and results of coherent beam array [42]. (a) Schematic of system for phase-locking coherent beam arrays with neural networks; (b) time domain response of normalized light intensity before and after closing loops; (c) probability distribution of normalized photodetector response values before and after closing loops; (d) corresponding power spectral density before and after closing loops
    Experimental structure and results[43]. (a) Experimental setup; (b) comparison of SPGD algorithm and Q learning algorithm
    Fig. 5. Experimental structure and results[43]. (a) Experimental setup; (b) comparison of SPGD algorithm and Q learning algorithm
    Device diagram and results[47]. (a) Device diagram; (b) one-dimensional intensity distribution diagram and (c) variation trend diagram of power in bucket under different conditions
    Fig. 6. Device diagram and results[47]. (a) Device diagram; (b) one-dimensional intensity distribution diagram and (c) variation trend diagram of power in bucket under different conditions
    Structural diagram and results of neural networks[49]. (a) Structural diagram of neural network; (b) normalized combining efficiencies of SPGD and neural network versus number of steps
    Fig. 7. Structural diagram and results of neural networks[49]. (a) Structural diagram of neural network; (b) normalized combining efficiencies of SPGD and neural network versus number of steps
    Implementation and result diagrams of neural network[50]. (a) General block diagram of DDRM-based coherent composite stabilizer; (b) combining efficiency versus number of algorithm steps at drift rate of 5°; (c) combining efficiency versus number of algorithm steps at drift rate of 10°
    Fig. 8. Implementation and result diagrams of neural network[50]. (a) General block diagram of DDRM-based coherent composite stabilizer; (b) combining efficiency versus number of algorithm steps at drift rate of 5°; (c) combining efficiency versus number of algorithm steps at drift rate of 10°
    Experiment and results of tiled aperture coherent combining [51]. (a) Diagram of tiled aperture coherent combining system; (b) 7-channel PIB scatter graph obtained under open loop; (c) 19-channel PIB scatter graph obtained under open loop; (d) 7-channel PIB scatter graph obtained by using neural network trained with MSE; (e) 19-channel PIB scatter graph obtained by using neural network trained with MSE; (f) 7-channel PIB scatter graph obtained by using neural network trained with MSE-NPCD; (g) 19-channel PIB scatter graph obtained by using neural network trained with MSE-NPCD
    Fig. 9. Experiment and results of tiled aperture coherent combining [51]. (a) Diagram of tiled aperture coherent combining system; (b) 7-channel PIB scatter graph obtained under open loop; (c) 19-channel PIB scatter graph obtained under open loop; (d) 7-channel PIB scatter graph obtained by using neural network trained with MSE; (e) 19-channel PIB scatter graph obtained by using neural network trained with MSE; (f) 7-channel PIB scatter graph obtained by using neural network trained with MSE-NPCD; (g) 19-channel PIB scatter graph obtained by using neural network trained with MSE-NPCD
    Experimental structure diagram and results[54]. (a) Diagram of experiment for stabilizing laser beam combination;(b)-(e) comparison of combining effect between NN and SPGD
    Fig. 10. Experimental structure diagram and results[54]. (a) Diagram of experiment for stabilizing laser beam combination;(b)-(e) comparison of combining effect between NN and SPGD
    Experimental diagram and results[63]. (a) Schematic of generating OAM beam with deep learning-assisted two-step phase control method; (b) convergence curves of evaluation functions for generated OAM beams with different topological charges; OAM purity obtained after one step control when NTC is (c) -1, (d) 1, (e) 2 ;OAM purity obtained after two step control when NTC is (f) -1, (g) 1, (h) 2
    Fig. 11. Experimental diagram and results[63]. (a) Schematic of generating OAM beam with deep learning-assisted two-step phase control method; (b) convergence curves of evaluation functions for generated OAM beams with different topological charges; OAM purity obtained after one step control when NTC is (c) -1, (d) 1, (e) 2 ;OAM purity obtained after two step control when NTC is (f) -1, (g) 1, (h) 2
    Experimental diagram and comparison of results[64]. (a) Schematic of laser array system that adjusts OAM beams by deep learning-based phase control; (b) OAM topology charge after one-step control in 100 simulated cases; (c) OAM topology charge after two-step control in 100 simulated cases; (d) average OAM topology charge after one-step control; (e) average OAM topology charge after two-step control
    Fig. 12. Experimental diagram and comparison of results[64]. (a) Schematic of laser array system that adjusts OAM beams by deep learning-based phase control; (b) OAM topology charge after one-step control in 100 simulated cases; (c) OAM topology charge after two-step control in 100 simulated cases; (d) average OAM topology charge after one-step control; (e) average OAM topology charge after two-step control
    Zhiqaing Gao, Qi Chang, Haoyu Liu, Jun Li, Pengfei Ma, Pu Zhou. Research Progress and Development Trend of Machine Learning in Phase Control of Fiber Laser Arrays[J]. Chinese Journal of Lasers, 2023, 50(11): 1101010
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