• Laser & Optoelectronics Progress
  • Vol. 58, Issue 3, 3000011 (2021)
Dai Chen, Wang Yang, Miao Zhiming, Zheng Wei, Zhang Linfeng, and Wu Chengyin*
Author Affiliations
  • State Key Laboratory for Artificial Microstructure and Mesoscopic Physics, School of Physics, Peking University, Beijing 100871, China
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    DOI: 10.3788/LOP202158.0300001 Cite this Article Set citation alerts
    Dai Chen, Wang Yang, Miao Zhiming, Zheng Wei, Zhang Linfeng, Wu Chengyin. Generation and Application of High-Order Harmonics Based on Interaction Between Femtosecond Laser and Matter[J]. Laser & Optoelectronics Progress, 2021, 58(3): 3000011 Copy Citation Text show less
    Typical high-order harmonic spectrum[16]
    Fig. 1. Typical high-order harmonic spectrum[16]
    Diagram of three-step model of HHG in gas[17]
    Fig. 2. Diagram of three-step model of HHG in gas[17]
    Dependence of intensity of high-order harmonics on ellipticity of driving laser[19]
    Fig. 3. Dependence of intensity of high-order harmonics on ellipticity of driving laser[19]
    High-order harmonics of ZnO[10]. (a) Harmonic spectra under different intensities of driving laser ; (b) dependence of cutoff frequency on electric field intensity of driving laser
    Fig. 4. High-order harmonics of ZnO[10]. (a) Harmonic spectra under different intensities of driving laser ; (b) dependence of cutoff frequency on electric field intensity of driving laser
    Dependence of solid high-order harmonic yield on ellipticity of fundamental frequency light field. (a) Solid Ar[20]; (b) MgO crystal[21]
    Fig. 5. Dependence of solid high-order harmonic yield on ellipticity of fundamental frequency light field. (a) Solid Ar[20]; (b) MgO crystal[21]
    Diagram of three-step model in momentum space of solid high-order harmonics[12]
    Fig. 6. Diagram of three-step model in momentum space of solid high-order harmonics[12]
    Fig. 7.

    Effect of two-color laser field on high-order harmonics[26]. (a) High-order harmonic spectra generated under different driving laser field; (b) tunneling ionization rate and traveling time of electron in fundamental frequency laser field and orthogonal two-color laser field
    Fig. 8. Effect of two-color laser field on high-order harmonics[26]. (a) High-order harmonic spectra generated under different driving laser field; (b) tunneling ionization rate and traveling time of electron in fundamental frequency laser field and orthogonal two-color laser field
    Enhance high-order harmonics by nanostructures[35].(a) SEM image of antenna array on ZnO; (b) high-order harmonics of ZnO with (curve ①) and without (curve ②) antenna
    Fig. 9. Enhance high-order harmonics by nanostructures[35].(a) SEM image of antenna array on ZnO; (b) high-order harmonics of ZnO with (curve ①) and without (curve ②) antenna
    High-order harmonic response of silicon for different driving laser ellipticity and sample rotation angle[43]. (a) 5th order; (b) 7th order; (c) 9th order
    Fig. 10. High-order harmonic response of silicon for different driving laser ellipticity and sample rotation angle[43]. (a) 5th order; (b) 7th order; (c) 9th order
    HHG of hard X-ray[45]. (a) Diagram of HHG of hard X-ray; (b) harmonic spectrum generated under driving laser of different wavelengths
    Fig. 11. HHG of hard X-ray[45]. (a) Diagram of HHG of hard X-ray; (b) harmonic spectrum generated under driving laser of different wavelengths
    Two gating schemes for generating isolated attosecond pulses[46]. (a) Amplitude gating; (b) temporal gating
    Fig. 12. Two gating schemes for generating isolated attosecond pulses[46]. (a) Amplitude gating; (b) temporal gating
    Development of duration of isolated attosecond laser pulse
    Fig. 13. Development of duration of isolated attosecond laser pulse
    Attosecond pulse from polycrystal SiO2[54]. (a) Temporal profile; (b) spectral profile
    Fig. 14. Attosecond pulse from polycrystal SiO2[54]. (a) Temporal profile; (b) spectral profile
    Transient absorption spectra of CF4 at carbon K-edge[57]. (a) Ionization and dissociation of CF4 induced by 800 nm infrared laser; (b) relationship between absorption spectra of CF4 at carbon K-edge and delay of two lasers; (c) diagram of elected transition orbits
    Fig. 15. Transient absorption spectra of CF4 at carbon K-edge[57]. (a) Ionization and dissociation of CF4 induced by 800 nm infrared laser; (b) relationship between absorption spectra of CF4 at carbon K-edge and delay of two lasers; (c) diagram of elected transition orbits
    Trajectory resolved high-order harmonic spectra[58]. (a) High-order harmonic spectrum of D2 molecule; (b) high-order harmonic spectrum of H2 molecule; (c) integrated signal of intensity of high-order harmonic spectrum
    Fig. 16. Trajectory resolved high-order harmonic spectra[58]. (a) High-order harmonic spectrum of D2 molecule; (b) high-order harmonic spectrum of H2 molecule; (c) integrated signal of intensity of high-order harmonic spectrum
    Ultrafast vacuum ultraviolet laser spectrometer based on gaseous high-order harmonics. (a) Connected with velocity map imaging spectrometer, for studying atomic and molecular physics;(b)connected with photoemission electron microscope,for studying photoelectron dynamics of solid material and micro-nano structure
    Fig. 17. Ultrafast vacuum ultraviolet laser spectrometer based on gaseous high-order harmonics. (a) Connected with velocity map imaging spectrometer, for studying atomic and molecular physics;(b)connected with photoemission electron microscope,for studying photoelectron dynamics of solid material and micro-nano structure
    High-order harmonic spectrum generated by driving laser with different wavelengths
    Fig. 18. High-order harmonic spectrum generated by driving laser with different wavelengths
    High-order harmonic spectrum of ZnO crystal
    Fig. 19. High-order harmonic spectrum of ZnO crystal
    Dai Chen, Wang Yang, Miao Zhiming, Zheng Wei, Zhang Linfeng, Wu Chengyin. Generation and Application of High-Order Harmonics Based on Interaction Between Femtosecond Laser and Matter[J]. Laser & Optoelectronics Progress, 2021, 58(3): 3000011
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