Abstract

We investigate the generation of ultraviolet (UV) second-harmonic radiation at the boundary of a UV transparent crystal, which is derived from the automatic partial phase matching of the incident wave and the total internal reflection. By adhering to another UV non-transparent crystal with a larger second-order nonlinear coefficient χ(2), a nonlinear interface with large disparity in χ(2) is formed and the enhancement of UV second-harmonic radiation is observed experimentally. The intensity of enhanced second harmonic wave generated at the nonlinear interface is up to 11.6 times that at the crystal boundary. As a tunable phase-matching method, it may suggest potential applications in the UV, and even vacuum-UV region.

Highlights

  • To overcome these difficulties, other efficient frequency conversion processes taking advantage of tunable and flexible phase matching methods can find a way out[20,21]

  • We propose an automatic non-collinear phase matching method, which exploits the internal total reflection with no restrictions on wavelength

  • The second harmonic (SH) radiation is enhanced at the nonlinear interface with large disparity in χ(2), which is formed by adhering another UV non-transparent crystal with higher χ(2)

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Summary

Interfaces with Discontinuous

Xiaohui Zhao[1,2,3], Yuanlin Zheng[1,2], Ning An2,3, Huaijin Ren[4], Xuewei Deng5 & Xianfeng Chen[1,2]. The nonlinear coefficients of these two VUV-transparent crystals (d11 = 0.49 pm/V for KBBF and d32 = 0.039 pm/V for BMF) are significantly smaller than that of the nonlinear crystals commonly employed in the visible to infrared region, for example LiNbO3 (LN) (d3L3N = 34.45 pm/V) To overcome these difficulties, other efficient frequency conversion processes taking advantage of tunable and flexible phase matching methods can find a way out[20,21]. When the wave vector of nonlinear polarization smaller than that of harmonic, SH wave emits at a specific angle θ which is regarded as the nonlinear Cherenkov radiation satisfying the longitudinal phase-matching condition[24,25,26]: k2sinθ = 2k1sinα Since this is an automatic and tunable phase-matching process, one can always find suitable incident angles for SHG without wavelength limitation. It indicates that one can employ a medium with a larger nonlinear coefficient to enhance the SH generated in UV-/VUV-transparent crystals no matter the medium itself is transparent or not

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