• Acta Optica Sinica
  • Vol. 40, Issue 15, 1526001 (2020)
Qian Xia, Tao Zhang, Jinlu Liu, Jie Yang, Yuanhang He, Wei Huang, Dashuang Li, and Bingjie Xu*
Author Affiliations
  • Science and Technology on Communication Security Laboratory, Institute of Southwestern Communication, Chengdu, Sichuan 610041, China
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    DOI: 10.3788/AOS202040.1526001 Cite this Article Set citation alerts
    Qian Xia, Tao Zhang, Jinlu Liu, Jie Yang, Yuanhang He, Wei Huang, Dashuang Li, Bingjie Xu. Polarization Control Algorithm Based on Adaptive Moment Estimation[J]. Acta Optica Sinica, 2020, 40(15): 1526001 Copy Citation Text show less
    Polarization control system based on Adam algorithm
    Fig. 1. Polarization control system based on Adam algorithm
    Poincare sphere
    Fig. 2. Poincare sphere
    Structure of optical fiber extruded electric polarization controller
    Fig. 3. Structure of optical fiber extruded electric polarization controller
    Polarization control process of 5 different polarization states. (a)--(e) Polarization state 1--5
    Fig. 4. Polarization control process of 5 different polarization states. (a)--(e) Polarization state 1--5
    Iteration curves at different decay rates
    Fig. 5. Iteration curves at different decay rates
    Experimental results of different noise amplitudes. (a) Control process of different noise amplitudes; (b) iterative curves of different noise amplitudes
    Fig. 6. Experimental results of different noise amplitudes. (a) Control process of different noise amplitudes; (b) iterative curves of different noise amplitudes
    Device diagram of polarization control system based on Adam algorithm
    Fig. 7. Device diagram of polarization control system based on Adam algorithm
    Polarization control from input SOP (-1,0,0) to the aim SOP (0,1,0). (a) Polarization control process on Poincare sphere; (b) polarization control time variation curve
    Fig. 8. Polarization control from input SOP (-1,0,0) to the aim SOP (0,1,0). (a) Polarization control process on Poincare sphere; (b) polarization control time variation curve
    PointInput SOPAim SOPNumber of iteration steps
    1(0,0,1)(0,1,0)81
    2(0,0,-1)(0,1,0)76
    3(1,0,0)(0,1,0)48
    4(-1,0,0)(0,1,0)55
    5(0.62,-0.73,-0.28)(0,1,0)74
    Table 1. Input/output polarization and iteration step
    α10-210-3Sth10-410-510-6
    0.01176186189192191
    0.02778182101N/A
    0.03505253N/AN/A
    0.043739N/AN/AN/A
    Table 2. Maximum Control accuracy and iteration steps of Adam algorithm under different attenuation rates
    αSth
    10-210-310-4
    0.0197N/AN/A
    0.0256N/AN/A
    0.0339N/AN/A
    0.0430N/AN/A
    Table 3. Control accuracy and iteration steps of SGD algorithm under different attenuation rates
    Algorithmγ
    00.00030.00050.00070.0010.003
    SGD198188187188N/AN/A
    Adam143145147150154190
    Table 4. Iteration steps of the two algorithms under different noise amplitudes
    PointInput SOPAim SOPPolarization control time /s
    1(0,0,1)(0,1,0)3.0
    2(0,0,-1)(0,1,0)1.2
    3(1,0,0)(0,1,0)6.0
    4(-1,0,0)(0,1,0)4.0
    5(0.62,-0.73,-0.28)(0,1,0)4.8
    Table 5. Polarization control time for different SOPs
    α0.010.020.030.04
    Time /s25.020.08.03.6
    Table 6. Adam algorithm polarization control time under different attenuation rates
    Qian Xia, Tao Zhang, Jinlu Liu, Jie Yang, Yuanhang He, Wei Huang, Dashuang Li, Bingjie Xu. Polarization Control Algorithm Based on Adaptive Moment Estimation[J]. Acta Optica Sinica, 2020, 40(15): 1526001
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