• Laser & Optoelectronics Progress
  • Vol. 60, Issue 7, 0719001 (2023)
Guiyin Zhang1、*, Xiaorui Wu1, Songtao Li1, and Haiming Zheng2
Author Affiliations
  • 1School of Mathematics and Physics, North China Electric Power University, Baoding 071003, Hebei, China
  • 2Department of Mechanical Engineering, North China Electric Power University, Baoding 071003, Hebei, China
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    DOI: 10.3788/LOP220733 Cite this Article Set citation alerts
    Guiyin Zhang, Xiaorui Wu, Songtao Li, Haiming Zheng. Population Inversion Under Driven of Double Laser Fields[J]. Laser & Optoelectronics Progress, 2023, 60(7): 0719001 Copy Citation Text show less
    Double resonance multiphoton ionization model
    Fig. 1. Double resonance multiphoton ionization model
    Variation of population of each energy state with time as laser pulse duration takes different values. (a) τ21=τ32=5 ns; (b) τ21=τ32=10 ns(t10=t20=10 ns,Δ21=Δ32=0,Ω210=Ω320=Ω0=2 GHz)
    Fig. 2. Variation of population of each energy state with time as laser pulse duration takes different values. (a) τ21=τ32=5 ns; (b) τ21=τ32=10 nst10=t20=10 ns,Δ2132=0,Ω210=Ω320=Ω0=2 GHz
    Variation of population of each energy state with time as Rabi frequency takes different values. (a) Ω210=Ω320=Ω0=1 GHz;(b) Ω210=Ω320=Ω0=3 GHz (t10=t20=10 ns,Δ21=Δ32=0,τ21=τ32=10 ns)
    Fig. 3. Variation of population of each energy state with time as Rabi frequency takes different values. (a) Ω210=Ω320=Ω0=1 GHz;(b) Ω210=Ω320=Ω0=3 GHz (t10=t20=10 ns,Δ2132=0,τ21=τ32=10 ns)
    Variation of population of each energy state with time as relative delay time takes different values. (a) Δt=-4 ns; (b) Δt=-2 ns; (c) Δt=0; (d) Δt=2 ns; (e) Δt=4 ns (Δ21=Δ32=0,Ω210=Ω320=Ω0=2 GHz,τ21=τ32=10 ns)
    Fig. 4. Variation of population of each energy state with time as relative delay time takes different values. (a) Δt=-4 ns; (b) Δt=-2 ns; (c) Δt=0; (d) Δt=2 ns; (e) Δt=4 ns2132=0,Ω210=Ω320=Ω0=2 GHz,τ21=τ32=10 ns)
    Guiyin Zhang, Xiaorui Wu, Songtao Li, Haiming Zheng. Population Inversion Under Driven of Double Laser Fields[J]. Laser & Optoelectronics Progress, 2023, 60(7): 0719001
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