The second order nonlinear susceptibility was measured in langasite crystal. It was found to be 7 times larger than that in quartz.Langasite crystal (LGS, chemical formula La 3 Ga 5 SiO 14 ) is well known piezoelectric material. It exhibits a unique combination of optical and physical properties, including high piezo-, acousto-and electro-optical coefficients. These features allows LGS to be used not only in acoustoelectronics, but also in laser physics. Originally LGS crystal was proposed as a laser host materials [1]. It has high transmission in visible and near IR spectral regions [2]. Developing of multifunctional laser materials that combine high laser and nonlinear properties is a challenge of modern laser physics. That's why the aim of this work was to investigate SHG and measure the second order nonlinear susceptibility of LGS.Due to small birefringence there is no direction in LGS crystal that can satisfy phase-matching condition for second harmonic generation (SHG) of 1.064 m radiation. Table 1 presents the literature the calculated results for coherence length of SHG (type I) of 1.064 µm radiation in the direction perpendicular to the optical axis in LGS, LiIO 3 and quartz crystals. To proceed comparative measurements of SHG in the above crystals we used powders of these crystals with the grain size of the order of the coherence length [3].LGS single crystal was grown by Czochralski technique in "FomosMaterials" company. TABLE I. LITERATURE DATA OF REFRACTIVE INDEX AND THE CALCULATED COHERENCE LENGTH FOR LGS, LIIO3 AND QUARTZ CRYSTALS. Crystal nо(ω) nе(2ω) lcoh, µm LiIO3 [4] 1,8571 1,7480 2,43 Quartz [4] 1,535 1,556 12,66 La3Ga5SiO14 [5] 1,877 1,923 5,761The experimental setup used a single-frequency YAG:Nd laser operating at a wavelength of 1.064 m. The pump radiation was focused to the crystal powder at a small angle. The back-scattering radiation including SHG radiation was collected by a lens and delivered by the fiber to the input slit of the Ocean Optics spectrometer.The dependence of the SHG intensity vs pump power is presented in Fig.1. One can see that they are well described by a squared dependences. The fit of obtained data by Y=A·X 2 law allowed us to reveal the value of the second order nonlinear susceptibility χ (2) . One can see that in LGS crystal χ (2) is 7 times higher than that in quartz and 2.8 times lower than that in LiIO 3 . From the known χ (2) value for LiIO 3 we calculated χ (2) values for LGS and quartz and estimated maximal values of nonlinear susceptibility tensor d (Table 2). One can see that d value in quartz is very close to literature data. While d value in LGS is higher than that obtained in [5]. We attributed this to better optical quality of the samples used in our experiments. TABLE II. THE VALUES OF SECOND ORDER NONLINEAR SUSCEPTIBILITY AND AVERAGED CALCULATED.
Crystal , m/V d, m/V (exp) d, m/V [4]LGS 5,