• Acta Optica Sinica
  • Vol. 42, Issue 8, 0832001 (2022)
Hao Zhang1, Zhenming Song1、*, Lujia Zhou1, Zhaoqi Li1, and Qian Ma2
Author Affiliations
  • 1School of Physical Science and Technology, Tiangong University, Tianjin 300387, China
  • 2General Courses Department, Army Military Transportation University, Tianjin 300161, China
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    DOI: 10.3788/AOS202242.0832001 Cite this Article Set citation alerts
    Hao Zhang, Zhenming Song, Lujia Zhou, Zhaoqi Li, Qian Ma. Chirped Airy Pulse Modulated by Gaussian Pulse[J]. Acta Optica Sinica, 2022, 42(8): 0832001 Copy Citation Text show less
    Waveform of Gaussian pulse after modulation by nonlinear effect, when z=10 km, γ=2 km-1·W-1, s=0.014 fs-1, and TR=0.3 fs-1. (a) Raman coefficient; (b) self-steepness coefficient; (c) connection diagram of spectral peak points in Fig. (a); (d) connection diagram of spectral peak points in Fig. (b); (e) pulse time domain envelope; (f) spectrum diagram
    Fig. 1. Waveform of Gaussian pulse after modulation by nonlinear effect, when z=10 km, γ=2 km-1·W-1, s=0.014 fs-1, and TR=0.3 fs-1. (a) Raman coefficient; (b) self-steepness coefficient; (c) connection diagram of spectral peak points in Fig. (a); (d) connection diagram of spectral peak points in Fig. (b); (e) pulse time domain envelope; (f) spectrum diagram
    Waveform of Gaussian pulse after adding group velocity dispersion, when Z=3.3 and β2=0.1. (a) Normal dispersion region, different transmission distance, (b) abnormal dispersion region, different transmission distance; (c) time domain envelope diagram of positive pulse; (d) time domain envelope diagram of inverse pulse
    Fig. 2. Waveform of Gaussian pulse after adding group velocity dispersion, when Z=3.3 and β2=0.1. (a) Normal dispersion region, different transmission distance, (b) abnormal dispersion region, different transmission distance; (c) time domain envelope diagram of positive pulse; (d) time domain envelope diagram of inverse pulse
    Comparison of envelope of chirped Airy pulse and liked chirped Airy pulse, when a=0.05,C=-1.55. (a) Time domain envelope diagram of chirped Airy pulse under different truncation coefficients; (b) frequency spectrum of chirped Airy pulse under different chirp values; (c) pulse time domain envelope diagram; (d) spectrum diagram
    Fig. 3. Comparison of envelope of chirped Airy pulse and liked chirped Airy pulse, when a=0.05,C=-1.55. (a) Time domain envelope diagram of chirped Airy pulse under different truncation coefficients; (b) frequency spectrum of chirped Airy pulse under different chirp values; (c) pulse time domain envelope diagram; (d) spectrum diagram
    Time domain diagram of different pulses transmitted in different regions, when |β2|=T02, a=0.05, and C=-1.5. Chirped Airy pulse, (a) anomalous dispersion region and (b) normal dispersion region; positive pulse, (c) normal dispersion region and (d) anomalous dispersion region; inverse pulse, (e) anomalous dispersion region and (f) normal dispersion region
    Fig. 4. Time domain diagram of different pulses transmitted in different regions, when |β2|=T02, a=0.05, and C=-1.5. Chirped Airy pulse, (a) anomalous dispersion region and (b) normal dispersion region; positive pulse, (c) normal dispersion region and (d) anomalous dispersion region; inverse pulse, (e) anomalous dispersion region and (f) normal dispersion region
    Hao Zhang, Zhenming Song, Lujia Zhou, Zhaoqi Li, Qian Ma. Chirped Airy Pulse Modulated by Gaussian Pulse[J]. Acta Optica Sinica, 2022, 42(8): 0832001
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