• Acta Optica Sinica
  • Vol. 38, Issue 3, 319001 (2018)
Wang Lei1, Yang Guangye2、*, Ren Jinping1, Luo Huanbo1, and Li Lu1
Author Affiliations
  • 1[in Chinese]
  • 2[in Chinese]
  • show less
    DOI: 10.3788/AOS201838.0319001 Cite this Article Set citation alerts
    Wang Lei, Yang Guangye, Ren Jinping, Luo Huanbo, Li Lu. Spectral Compression of Super-Gaussian Pulse by Dual Cosinoidal Phase Modulation[J]. Acta Optica Sinica, 2018, 38(3): 319001 Copy Citation Text show less
    (a) Evolution of spectral intensity with distance; (b) spectral intensity profiles at the entrance and the different propagation distances
    Fig. 1. (a) Evolution of spectral intensity with distance; (b) spectral intensity profiles at the entrance and the different propagation distances
    (a) FWHM spectral compression factor; (b) RMS spectral compression factor; (c) Strehl ratio
    Fig. 2. (a) FWHM spectral compression factor; (b) RMS spectral compression factor; (c) Strehl ratio
    Temporal phase profiles at the different propagation distances. (a) Z1; (b) Z2; (c) Z3
    Fig. 3. Temporal phase profiles at the different propagation distances. (a) Z1; (b) Z2; (c) Z3
    (a) Distribution of the modulation phases ΦC1 and ΦC2; (b) distribution of the dual cosine modulation phase ΦC; (c) distribution of the compensated phase at the propagation distance Z3
    Fig. 4. (a) Distribution of the modulation phases ΦC1 and ΦC2; (b) distribution of the dual cosine modulation phase ΦC; (c) distribution of the compensated phase at the propagation distance Z3
    (a) Evolution of spectral intensity with distance after phase correction; (b) spectral intensity profiles at the entrance and different propagation distances after phase correction
    Fig. 5. (a) Evolution of spectral intensity with distance after phase correction; (b) spectral intensity profiles at the entrance and different propagation distances after phase correction
    Evolutions of the amplitudes and frequencies of the modulation phases ΦC1 and ΦC2 with distance. (a) Evolutions of the amplitudes a1 and a2; (b) evolutions of the frequencies ν1 and ν2
    Fig. 6. Evolutions of the amplitudes and frequencies of the modulation phases ΦC1 and ΦC2 with distance. (a) Evolutions of the amplitudes a1 and a2; (b) evolutions of the frequencies ν1 and ν2
    Variation of parameter with distance after phase correction. (a) FWHM spectral compression factor; (b) RMS spectral compression factor; (c) Strehl ratio
    Fig. 7. Variation of parameter with distance after phase correction. (a) FWHM spectral compression factor; (b) RMS spectral compression factor; (c) Strehl ratio
    Evolution of Strehl ratio with stretching factor and the propagation distance. (a) Without phase correction; (b) with phase correction
    Fig. 8. Evolution of Strehl ratio with stretching factor and the propagation distance. (a) Without phase correction; (b) with phase correction
    Wang Lei, Yang Guangye, Ren Jinping, Luo Huanbo, Li Lu. Spectral Compression of Super-Gaussian Pulse by Dual Cosinoidal Phase Modulation[J]. Acta Optica Sinica, 2018, 38(3): 319001
    Download Citation