• High Power Laser Science and Engineering
  • Vol. 2, Issue 4, 04000e38 (2014)
Qingwei Yang*, Xinglong Xie, Jun Kang, Haidong Zhu, Ailin Guo, and and Qi Gao
Author Affiliations
  • National Laboratory on High Power Laser and Physics, Shanghai Institute of Optics and Fine Mechanics, Chinese Academy of Sciences, No. 390, Qinghe Road, Jiading District, Shanghai 201800, China
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    DOI: 10.1017/hpl.2014.40 Cite this Article Set citation alerts
    Qingwei Yang, Xinglong Xie, Jun Kang, Haidong Zhu, Ailin Guo, and Qi Gao. Independent and continuous third-order dispersion compensation using a pair of prisms[J]. High Power Laser Science and Engineering, 2014, 2(4): 04000e38 Copy Citation Text show less
    Ray-tracing sketch for a pair of identical isosceles prisms in a parallel face configuration.
    Fig. 1. Ray-tracing sketch for a pair of identical isosceles prisms in a parallel face configuration.
    At the central wavelength, GDD and TOD change with . Material: ; simulation parameters: , , , , , and .
    Fig. 2. At the central wavelength, GDD and TOD change with . Material: ; simulation parameters: , , , , , and .
    At the central wavelength, GDD and TOD change with . Material: ; simulation parameters: , , , , , and .
    Fig. 3. At the central wavelength, GDD and TOD change with . Material: ; simulation parameters: , , , , , and .
    At the central wavelength, GDD and TOD change with . Material: ; simulation parameters: , , , , , and .
    Fig. 4. At the central wavelength, GDD and TOD change with . Material: ; simulation parameters: , , , , , and .
    At the central wavelength, TOD changes with and when . Simulation parameters: , , , , and ; material: .
    Fig. 5. At the central wavelength, TOD changes with and when . Simulation parameters: , , , , and ; material: .
    At the central wavelength, TOD changes with and when . Simulation parameters: , , , , and ; material: SF10.
    Fig. 6. At the central wavelength, TOD changes with and when . Simulation parameters: , , , , and ; material: SF10.
    Effect of RTOD on the pulse contrast ratio. (b) is a magnified section of (a).
    Fig. 7. Effect of RTOD on the pulse contrast ratio. (b) is a magnified section of (a).
    Effect of RTOD on pulse duration. The figure on the right is a magnified section of the figure on the left.
    Fig. 8. Effect of RTOD on pulse duration. The figure on the right is a magnified section of the figure on the left.
    Material$B_{1}$$B_{2}$$B_{3}$$C_{1}$$C_{2}$$C_{3}$
    5.67588800E0014.71091400E0013.84847230E0002.52643000E0031.00783330E0021.20055600E003
    SF10 1.61625977E0002.59229334E0011.07762317E0001.27534559E0025.81983954E0021.16607680E002
    Table 1. Sellmeier coefficients for Equation (7) obtained from the Thorlab catalog[17].
    Qingwei Yang, Xinglong Xie, Jun Kang, Haidong Zhu, Ailin Guo, and Qi Gao. Independent and continuous third-order dispersion compensation using a pair of prisms[J]. High Power Laser Science and Engineering, 2014, 2(4): 04000e38
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