GROWTH OPTIMIZATION OF KTiOPO4 LARGE SINGLE CRYSTALS FOR APPLICATION IN NONLINEAR OPTICAL DEVICES M.Tseitlin*, N.Angert**, G.Shwarzman**, M.Roth*** * - College of Judea and Samaria, Ariel, Israel ** - Raicol Crystal Ltd, Yehud, Israel *** - The Hebrew University of Jerusalem, Jerusalem, Israel 1.Introduction Potassium titanyl phosphate ( KTiOPO4, or KTP) belongs to the family of isomorphic compounds with the general composition of MTiOXO4, where X = {P or As } and M = {K, Rb, Tl or Cs (for X=As only)}, exhibiting the mm2 point group symmetry at room temperature with unit cell constants of a = 12.822 Å, b = 6.4054 Å and c = 10.589 Å (polar axis) [1]. KTP has several unique properties, such as large non-linear optical (NLO) coefficients, wide acceptance angles, phase matching properties and high optical damage threshold, making this crystals attractive for frequency doubling and parametric devices [2-3]. It has a high conversion efficiency for second harmonic generation (SHG). Its large electro-optic coefficients and low dielectric constant make it very useful for various electro-optic applications, such as Q-switches and modulators [2]. The figure of merit of a KTP electrooptic waveguide modulator is reported to be twice that of any other inorganic material. This indicates that KTP is a promising material for integrated optics applications [4]. The crystals are transparent over a wide wavelength range, chemically and thermally stable and non-hygroscopic. However, many high power industrial and medical applications require further improvement of growth technology of large KTP single crystals and their quality in terms of chemical homogeneity, defect structure and optical uniformity. 2.Experimental KTP large single crystals were grown by the modified top-seeded solution growth (TSSG) method with pulling on crystallographically oriented seeds. This method implies growth from concentrated solutions solidifying at higher temperatures than usually accepted in order to increase the growth rate due to lower viscosities of high-temperature melts, in similarity with our previous report [5]. The basic experimental setup was slightly modified with respect to the one used previously. The main part of the growth system was a vertically oriented resistance heated tubular furnace (ID 160 mm) accommodating platinum crucibles of desirable dimensions. A cylindrical steel frame provided support for both the furnace and the crystal puller unit mounted above the furnace. A platinium coated pulling rod was attached to the puller unit equipped with stepping motors allowing for computer controlled translational and rotational motion. The growth system was equipped with a balance that allowed controlling the crystal weight during the process. The electrical power was supplied to the resistance heaters through a temperature controller (Eurotherm 818) interfaced with a desktop computer. Thus, all variable parameters, namely the rotation and pulling rates, weight and time/ temperature profiles, were computer controlled. 4-1 Solutions of KTP in the K6 (K6P4O13) self-flux and a K6M (K6P4O13 + modificator) flux were prepared using Aldrich 99,99% purity TiO2, KPO3 and K4P2O7 chemicals obtained by thermal decomposition of KH2PO4 and K2HPO4 (Merck Suprapur) respectively. The charge was loaded into a 1200ml Pt crucible and subjected to a 48 h soaking with flux homogenization aided by a Pt stirrer. The crucible was usually filled to 85% of its volume. Seed rotation rates varied from 70 to 20 rpm and pulling rates, when applied, from 0.2 to 1.2 mm/day. The temperature was controlled within 0.1oC. Ramped reduction of the solution temperature was carried out at a rate of 0.01 to 0.15oC h-1. Concentration KTP ( per 1 g of K6) g 3. Crystal growth The way to increase growth rate is to enlarge the supersaturation temperature. The value of the latter is limited by the onset of spontaneous nucleation in the solution. In order to overcome this difficulty we have tried to modify the flux composition. We find that the addition of PbO to the self-fluxes leads to sufficiently higher growth rate. Modified flux leads to an increasing solubility of KTP, so at the same growth temperature it is possible to achieve a significantly higher KTP concentration {Fig.1}. 2 1.5 (b) 1 0.5 (a) 0 900 950 1000 1050 1100 Temperature, deg. C Fig.1. Comparison of the solubility of KTP in two fluxes: (a) K6; (b) K6+PbO Large KTP crystals for OPO and electro-optic applications have been grown from the K6M flux, usually with the initial crystallization temperature of 1026oC corresponding to a 1.2 weight ratio (g/g) of KTP and K6. Crystals grown from modified fluxes are colorless and without inclusions. The maximum Pb ions incorporation into KTP crystals grown from the flux is 7500 ppm (data of ICP analyses). At the same time we have observed, in such type of crystals, defects named “striations”. Striations are parallel to the growing facets for each growth pyramid and connected with non-equilibrium solute incorporation due to the existing non-stable conditions of crystal growth. Pb incorporation does not lead to essential changes in most of the physical parameters (Curie temperature, electrical conductivity, etc.). The solubility of KTP in different self-fluxes varies greatly, as well as the crystal morphology [6]. A typical habit of an immersion-seeded KTP crystal grown from a K6M solution is demonstrated in Figure 2 . 4-2 Fig.2. Typical morphology of KTP crystals grown from a K6M flux. Such crystals exhibit fourteen facets belonging to four families of crystallographic planes, namely: {100}, {110}, {011} and {201}. Accordingly, fourteen growth sectors develop simultaneously on the submerged seed. All crystals grown in this work were pulled on {100} seeds. We have suggested earlier [5] that TSSG on [100]oriented seeds may yield large single-sector KTP crystals with an additional benefit of planar growth interface, i.e. maximum transverse optical uniformity for elements cut in the X-direction. This includes non-critically phasematched OPO elements and electrooptic Qswitches. The latter are not very sensitive to optical uniformity along the laser beam propagation direction [7]. Large KTP crystal with dimensions 53(X) x 82(Y) x 65(Z) mm (weight 540g) were obtained in course of a 52 days long growth process using the above mentioned conditions of crystal growth {Fig.3}. Fig.3. Large crystal of KTP grown from the flux K6M with pulling on X-oriented seed. 4-3 4. Performance of optical elements If l is the typical crystal dimension, in the case of submerged seed, or volumetric growth, dnx/dl ~ l2.In the case of one-dimensional growth (TSSG with pulling) dnx/dl = const, or is independent of the pulled crystal length. Naturally, the smaller are the lateral dimensions of the TSSG-pulled crystal the smaller is the refractive index gradient. In practical terms, large optically uniform crystals can be pulled from very large crucibles. We have fabricated long (25-40 mm) OPO elements from such crystals and tested their nonlinear optical performance. High conversion efficiencies of over 30% have been obtained for the eye-safe 1.57 signal frequency excited by a Q-switched Nd:YAG (1.06 ) laser. Use of three 20 mm long elements in a ring resonator has allowed obtaining a 43% conversion efficiency for 7 ns pulses (12 Hz repetition rate) at a 200 MW/cm2 power density. Apparently, small (and constant) dnx/dl values in the x-direction cause only slight mismatch, well within the acceptance limit of the noncritically phasematched OPO process. It is noteworthy that no refractive index gradient exists in the Z-Y plane. This explains the high quality of KTP switches obtained which exhibit an extinction ratio of 300:1 and, unlike LiNbO3 [8], show no signs of photorefractive damage even at high peak power operation. 5. Conclusion KTP crystals with weights up to 550 g have been grown using large volume Pt crucibles (1200 ml) and optimized flux composition (doped with Pb ions) by puling on [100]-oriented seeds. This technique allows to obtain KTP X-plates with cross sections of more than 50(Z) x 60(Y) mm2 and fabricate long (25-40 mm) OPO elements. References [1] L.K.Cheng, J.D.Bierlein, Ferroelectrics 142 (1995) 209. [2] F.C.zumsteg, J.D.Bierlein and T.E.Gier J.Appl.Phys. 47 (1976) 4980. [3] J.D.Bierlein and C.R.Akweller, Appl.Phys.Lett. 49 (1986) 917. [4] J.D.Bierlein and H.Vanherzeele, J.Opt.Soc.Amer. B6 (1989) 622. [5] N.Angert, L.Kaplun, M.Tseitlin, E.Yashchin, M.Roth J.Cryst.Growth 137 (1994) 2401. [6] G.M.Loiacono, T.E.McGee, G.Kostecky, J.Cryst.Growth 104 (1990) 389. [7] X.D. Wang, P. Bassears, R.J.Dwane Miller,H. Vanherzeele, Apll.Phys. Lett. 59 (1991) 519. [8] C.A.Ebbers, S.P .Velsko, Appl. Phys. Lett. 67 (1995) 593. 4-4