Laser & Optoelectronics Progress, Volume. 60, Issue 21, 2119001(2023)

Second Harmonic Characteristics of Three Crystals Based on Quantum Impedance Lorentz Oscillator

Qiqi Bai1, Kai Li2,3, Xiaofeng Wang1, Yu Yu2,3, Yulei Wang2,3, Yong Zhang1,3、*, Peide Zhao1,3、**, and Yuanqin Xia2,3、***
Author Affiliations
  • 1School of Science, Hebei University of Technology, Tianjin 300401, China
  • 2Center of Advanced Laser Technology, Hebei University of Technology, Tianjin 300401, China
  • 3Hebei Key Laboratory of Advanced Laser Technology and Equipment, Tianjin 300401, China
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    Figures & Tables(8)
    Electronic elliptic orbit of an atom in bound state and its equivalent charge-distributions in space
    Schematic of collision cross section of jumping electron from i to j energy level
    Numerical simulation of PSPI based on QILO[25]. (a) PSPI structure; (b) linear absorption spectrum; (c) fitting of QILO model to spectrum; (d) fitting of two-photon absorption cross section of PSPI molecule based on QILO model
    Sketch map of the actual collision between the jumping electron and the environment atom in the crystal
    Numerical simulation of Li2SnTeO6 crystal based on QILO. (a) Crystal structure; (b) linear absorption spectrum; (c) fitting of QILO model to spectrum; (d) second-order electric susceptibility of crystal calculated based on QILO model (assuming no other absorption peak in the wavelength range of 200‒1100 nm)
    Numerical simulation of CsClO3 crystal based on QILO. (a) Crystal structure; (b) linear absorption spectrum; (c) fitting of QILO model to spectrum; (d) second-order electric susceptibility of crystal calculated based on QILO model (assuming no other absorption peak in the wavelength range of 200‒1100 nm)
    Numerical simulation of Na2Nb4O11 crystal based on QILO. (a) Crystal structure[27]; (b) linear absorption spectrum; (c) fitting of QILO model to spectrum; (d) second-order electric susceptibility of crystal calculated based on QILO model (assuming no other absorption peak in the wavelength range of 200‒1100 nm)
    • Table 1. Second-order electric polarizability and the second harmonic generation coefficients at 532 nm of the three crystals based on the first principle and QILO model

      View table

      Table 1. Second-order electric polarizability and the second harmonic generation coefficients at 532 nm of the three crystals based on the first principle and QILO model

      MethodSecond-order electrical polarizability χ332 /(pm·V-1Second harmonic generation coefficients d33(2)/(pm·V-1
      Li2SnTeO6CsClO3Na2Nb4O11Li2SnTeO6CsClO3Na2Nb4O11
      First principle-0.381.48-3.34-0.190.74-1.67
      QILO model0.341.382.340.170.691.17
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    Qiqi Bai, Kai Li, Xiaofeng Wang, Yu Yu, Yulei Wang, Yong Zhang, Peide Zhao, Yuanqin Xia. Second Harmonic Characteristics of Three Crystals Based on Quantum Impedance Lorentz Oscillator[J]. Laser & Optoelectronics Progress, 2023, 60(21): 2119001

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    Paper Information

    Category: Nonlinear Optics

    Received: Sep. 19, 2022

    Accepted: Oct. 27, 2022

    Published Online: Nov. 16, 2023

    The Author Email: Yong Zhang (13902109749@163.com), Peide Zhao (pdzhao@hebut.edu.cn), Yuanqin Xia (xiayq@hebut.edu.cn)

    DOI:10.3788/LOP222840

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