• Chinese Journal of Lasers
  • Vol. 50, Issue 6, 0612002 (2023)
Mengyu Xing1、2, Xiaomin Guo1、2, Haojie Zhang1、2, Jianchao Zhang1、2, and Yanqiang Guo1、2、*
Author Affiliations
  • 1Key Laboratory of Advanced Transducers and Intelligent Control System, Ministry of Education, College of Physics and Optoelectronics, Taiyuan University of Technology, Taiyuan 030024, Shanxi, China
  • 2State Key Laboratory of Cryptology, Beijing 100878, China
  • show less
    DOI: 10.3788/CJL220768 Cite this Article Set citation alerts
    Mengyu Xing, Xiaomin Guo, Haojie Zhang, Jianchao Zhang, Yanqiang Guo. Precisely Reconstructing Phase Space Distribution of Different Chaotic Lasers Using Maximum Likelihood Method[J]. Chinese Journal of Lasers, 2023, 50(6): 0612002 Copy Citation Text show less
    Schematic of experimental setup for precisely reconstructing Wigner quasi-probability distribution of chaotic lasers through maximum likelihood method
    Fig. 1. Schematic of experimental setup for precisely reconstructing Wigner quasi-probability distribution of chaotic lasers through maximum likelihood method
    Sequence, spectrum and autocorrelation diagrams of chaotic lasers measured under different I and η. (a1)-(a3) I=1.5Ith,η=0.2; (b1)-(b3) I=2.5Ith,η=0.043; (c1)-(c3) I=2.5Ith,η=0.079
    Fig. 2. Sequence, spectrum and autocorrelation diagrams of chaotic lasers measured under different I and η. (a1)-(a3) I=1.5Ithη=0.2; (b1)-(b3) I=2.5Ithη=0.043; (c1)-(c3) I=2.5Ithη=0.079
    Measured fluctuation results of quadrature components between chaotic lasers in different states and shot noise limits in vacuum state. (a) QCL with 3.2 GHz bandwidth ; (b) MCL with 7.3 GHz bandwidth ; (c) CCL with 11.5 GHz bandwidth
    Fig. 3. Measured fluctuation results of quadrature components between chaotic lasers in different states and shot noise limits in vacuum state. (a) QCL with 3.2 GHz bandwidth ; (b) MCL with 7.3 GHz bandwidth ; (c) CCL with 11.5 GHz bandwidth
    Experimental reconstruction results of chaotic laser. (a1)-(a3) QCL with 3.2 GHz bandwidth; (b1)-(b3) MCL with 7.3 GHz bandwidth; (c1)-(c3) CCL with 11.5 GHz bandwidth
    Fig. 4. Experimental reconstruction results of chaotic laser. (a1)-(a3) QCL with 3.2 GHz bandwidth; (b1)-(b3) MCL with 7.3 GHz bandwidth; (c1)-(c3) CCL with 11.5 GHz bandwidth
    Reconstructed diagonal element distributions of density matrixes before and after removing background noise.(a1)-(b1)QCL with 3.2 GHz bandwidth;(a2)-(b2)MCL with 7.3 GHz bandwidth;(a3)-(b3)CCL with 11.5 GHz bandwidth
    Fig. 5. Reconstructed diagonal element distributions of density matrixes before and after removing background noise.(a1)-(b1)QCL with 3.2 GHz bandwidth;(a2)-(b2)MCL with 7.3 GHz bandwidth;(a3)-(b3)CCL with 11.5 GHz bandwidth
    Fidelity of Wigner quasi-probability distribution versus mean photon number for QCL,MCL,and CCL before and after considering system loss and background noise.(a)Before considering system loss and background noise;(b)after considering system loss and background noise
    Fig. 6. Fidelity of Wigner quasi-probability distribution versus mean photon number for QCL,MCL,and CCL before and after considering system loss and background noise.(a)Before considering system loss and background noise;(b)after considering system loss and background noise
    Lasern=0n=1n=2n=3n=4n=5n=6n=7n=8n=9n=10
    QCL0.260.350.190.130.040.010.010.01000
    MCL0.070.180.220.250.180.040.030.020.0100
    CCL0.050.090.210.260.200.150.020.010.0100
    Table 1. Measured diagonal elements of density matrixes for QCL, MCL,and CCL
    Lasern=0n=1n=2n=3n=4n=5n=6n=7n=8n=9n=10
    QCL0.240.340.190.140.050.020.010.01000
    MCL0.070.190.220.250.160.060.030.020.0100
    CCL0.050.090.200.260.210.120.050.010.0100
    Table 2. Measured diagonal elements of density matrixes for QCL, MCL,and CCL after removing background noise
    Mengyu Xing, Xiaomin Guo, Haojie Zhang, Jianchao Zhang, Yanqiang Guo. Precisely Reconstructing Phase Space Distribution of Different Chaotic Lasers Using Maximum Likelihood Method[J]. Chinese Journal of Lasers, 2023, 50(6): 0612002
    Download Citation