1. Introduction
Ferroelectric lithium niobate (LN, LiNbO
3) crystals have attracted the attention of scientists working in integrated and nonlinear optics, acoustoelectronics, quantum electronics, and solid-state physics for many years [
1,
2,
3,
4,
5,
6,
7]. LN crystals possess a photorefractive effect (optical damage); the effect value depends on the crystal’s exact composition and secondary structure [
6]. A number of recent pioneering works have been devoted to a noticeable change in the fundamentally important optical characteristics of LN crystals when they are doped with tetravalent cations [
8,
9,
10,
11,
12,
13,
14]. Particularly impressive results are devoted to an increase in photorefraction in the UV region upon doping of LN crystals with alkaline earth metals and its suppression upon doping with tetravalent dopants. Interestingly, doping with tetravalent impurities at noticeably lower concentrations suppresses the photorefractive effect in the visible region more strongly than when doped, for example, with magnesium. Thus, the development of optical damage-resistant optically uniform LN-based materials has attracted the attention of scientists. It is an important task of modern materials science.
A number of LN crystal applications in optical devices can occur under the action of hard ionizing radiation. Thus, it is crucial to study the action of ionizing radiation on LN optical properties. Electronic defects can arise under the action of ionizing radiation; such defects determine the optical and electrical properties of LN crystals. A clear manifestation of the formation of defects in LN crystals is the appearance of color centers, where the centers contribute to the LN optical absorption.
Regarding this, radiation-induced defects also influence the photorefractive properties of the LN crystal, usually decreasing the optical damage resistance [
15].
Our experience and the literature data [
15] indicate that ionizing radiation should lead to an increase in the photorefractive sensitivity of LN crystals, decreasing its optical stability and worsening its optical characteristics. We did not expect that ionizing radiation can suppress photorefraction in a below-threshold dopant concentrations range, for example, in the LiNbO
3:Zn ([ZnO] ≈ 2.1 mol%) crystal. Note that photorefraction in these crystals is not yet suppressed and laser beam destruction is observed. The results to be presented indicate that ionizing radiation can at least eliminate the destruction of the laser beam in the photoinduced laser scattering (PILS) pattern.
Ionizing radiation mostly excites secondary (interband) electrons in LN. Such electrons are located on different levels in a bandgap. This determines the formation of charged defects based on intrinsic and impurity point defects. The radiation of crystals leads to a restructuring of the existing defect structure, for example, re-charging of point defects (impurities, vacancies) [
16]. Completely new defects appear only after the total recharge of all existing defects. In LN, the restructuring of the intrinsic defect structure is the nonequilibrium recharge of multivalent transition metal cations (for example, Fe
3+→Fe
2+, Cu
2+-Cu
+, etc.), and the formation of small-radii polarons and bi-polarons based on antisite Nb
Li and Nb
Li-Nb
Nb defects [
17].
Nonphotorefractive cations (Zn, Mg) increase the optical damage resistance [
6] and introduce changes into the electronic subsystem of LN crystals. Nonphotorefractive cations (Zn, Mg, etc.) have constant valence. Unlike multivalent photorefractive cations (Fe, Rh, etc.), they are not electron donors, as they do not change their charge state under the optical radiation. This is why it is especially interesting to study ionizing radiation action on LN crystals doped with nonphotorefractive cations. Radiation defects are created and annealed under the action of radiation. The radiation dose absorbed by the differently doped crystals is sequentially accumulated. It is important to study how the creation of radiation-induced defects and dopant concentration influence optical uniformity and the photorefraction dynamics of LN crystals.
Doping causes abrupt changes on the properties of LiNbO
3 crystals [
6,
18,
19], which is defined by the term "concentration threshold". Threshold concentration is such a concentration at which the defective structure, and physicochemical and optical characteristics of crystals change sharply [
6,
18,
19]. The structure of the melt and the mechanism of incorporation of doping cations into the crystal structure change significantly when the doped LiNbO
3 crystal reaches threshold concentrations. In LiNbO
3:Zn crystals, the threshold is near 5.2 mol% ZnO [
18,
19] and in LiNbO
3:Mg, near 5.5 mol% MgO [
6]. Rearrangement of the crystal structure does not affect the space symmetry group of its unit cell even at dopant concentrations much higher than the threshold.
The article considers the influence of ionizing radiation on optical characteristics of Zn- and Mg-doped LN without discussing the photorefractive properties in detail. The paper studies crystals from the point of view of the creation of radiation-induced defects. The paper considers the connection between exact changes in the optical characteristics and dopant concentration of studied crystals. In this paper, we apply absorption spectroscopy, photoinduced light scattering (PILS), and laser conoscopy to compare optical characteristics of doped LiNbO3:Zn and LiNbO3:Mg crystals before and after β- and γ-radiation.
2. Materials and Methods
LiNbO
3:Mg crystals were grown by the Czochralsky method along the polar axis from a melt of congruent composition. The melt contained 48.6 mol% Li
2O. Crystals were grown from platinum crucibles 75 mm in diameter. The axis gradient was low (1–2 deg/cm along the polar axis), the rotation speed was (18–20 rpm), and the pulling speed was low (0.75 mm/h). The growing speed was 1.04–1.08 mm/h. Crystals were grown on a plant Crystal-2 (ZavodKristall Ltd., Moscow, Russia) equipped with an automatic crystal diameter control system (
Figure 1a). Before the beginning of growth, the melt was soaked for 8–11 h at a temperature 180–200 °C higher than the LN melting temperature (T
melt). This was performed to homogenize dopants and impurities in the melt. The thermal unit design was with double "insulation". Such a design provided an isothermal zone in the volume of the platinum screen for the after-growth annealing. Due to the thermal unit design, LiNbO
3:Zn and LiNbO
3:Mg crystals were grown at a low-temperature gradient at a crystallization front. The thermal unit design was an analog to the one described in [
20]. The boules diameter was 34–36 mm, and the cylindrical part length was 40 mm (
Figure 1b).
After growth, LiNbO
3:Zn and LiNbO
3:Mg crystals were annealed in the plant at 1200 °C for 10 h, and then cooled with a speed 50 deg/h. A long after-growth annealing under the platinum screen [
20] is necessary for homogenization of the doped crystal composition and removal of thermal and mechanical stresses.
Charge was synthesized using niobium pentoxide Nb2O5 (Russian technical condition 1763-025-00545484-2000, Solikamsk, Russia) and lithium carbonate Li2CO3 (less than 3·10−4 wt% impurities). A granular charge of congruent composition ([Li2O] = 48.6 mol%) was obtained from these initial components by the method of synthesis-granulation; the charge had a high bulk density (3.4 g/cm3). The dopant was added as oxides (ZnO or MgO) with impurities not more than 5·10−4 wt%. The mixture was thoroughly mixed.
LN crystals were turned to a single domain state by high-temperature electro-diffusion annealing. A constant direct current was applied to polar cuts of the crystal during its cooling with the 20 deg/h speed. The current was applied in the temperature range of 1210–870 °C. Methods such as doping, growing, and turning to a single-domain state are described in detail in works [
18,
19,
20].
Absorption spectra, PILS, and conoscopic patterns were studied using LN samples. The samples were cut from the middle of a cylindrical part of the crystal boule as cuboids 6 × 7 × 8 mm3. Edges of the cuboids coincided with crystallographic axes. Faces of the cuboids were thoroughly polished. Dopant concentrations were determined in plates cut from the top (cone, Ctop) and bottom (Cbot) parts of the boule. Elements concentrations were determined by AES at ICPE-9000 (Shimadzu, Kyoto, Japan). The dopant concentration in the crystal was determined as an average, (Ctop + Cbot)/2. Four LN:Zn crystals ([ZnO] = 0.1, 2.1, 5.2, 5.9 mol%) and one LN:Mg crystal (([MgO] = 5.6 mol%) were grown for this paper.
A laser Nd:YAG (MLL-100, Changchun New Industries Optoelectronics, Changchun, China) (λ = 532 nm, I up to ~ 6.29 W/cm
2) was used in experiments on PILS and laser conoscopy. The radiation scattered by the crystal was incident on a semitransparent screen placed behind the crystal and recorded by a digital video camera. In PILS experiments, the laser beam was directed along the y axis, and the electric field strength vector E of the laser radiation was parallel to the polar z axis of the crystal. In laser conoscopy studies, the sample was installed on a movable two-coordinate optical stage. This made it possible to obtain a plurality of conoscopic patterns corresponding to different parts of the cross-section of the sample. The conoscopic pattern was recorded on a translucent screen with a digital camera. A more detailed description of the methods for studying PILS and laser conoscopy in widely divergent laser beams, as well as block diagrams of experimental setups, is presented in [
20].
LiNbO3:Zn and LiNbO3:Mg crystals samples were irradiated at room temperature by a β radiation source with radionuclides Sr-90+Y-90 type BIS-20 and an activity of 6.9 × 1010 Bq. The maximum energy in the spectrum of beta particles was 2.26 MeV. The crystals were γ-irradiated using a MPX-γ-20 setup (Izotop, Nizhny Novgorod, Russia) from a Co60 source. The dose rate of γ-radiation was 0.5 Gy/s. The radiation dose was 20–40 kGy.
The absorbed dose rate of the source was determined using a ferrosulfate dosimeter. The dose
D absorbed by the crystal was determined by the formula
where
P—dosage power according to ferrosulfate dosimeter (150 Gy/h);
Scr and
Sdos—irradiated areas of the crystal and dosimeter, respectively;
Z/Acr and
Z/Ados—ratio of the effective atomic number to the effective atomic mass of an LN crystal (0.4599) and a ferrosulfate dosimeter (0.5525);
t—exposure time.
Optical spectra were measured on an automatic spectrophotometer Specord M40 (Carl Zeiss Industrielle Messtechnik GmbH, Oberkochen, Germany) with a linear sweep over the wavenumber. The transmission spectra were measured in the range of 50,000–11,000 cm−1 (250–900 nm), and then they were recalculated into absorption spectra. During the irradiation and measurement of optical spectra, the flux of beta particles of the source and the light beam of the spectrophotometer were directed into the same plane (001) of the crystalline sample.
3. Results and Discussion
The study was started by the investigation of radiation-induced changes in LN:Zn and LN: Mg crystals [
21]. The change in the optical transmission of LiNbO
3:Zn (~0.04–5.9 mol% ZnO in a crystal) crystals under ionizing radiation significantly and nonmonotonically depends on the zinc concentration [
22]. This is due to the concentration thresholds. The latter are associated with the rearrangement of the crystal structure [
6,
18,
19].
LN is a wide-gap dielectric with an uncontrolled set of small electron traps. It is clear that interpretation for radiation effects in such a crystal is difficult. An increase in optical absorption upon ionizing radiation occurs in a wide wavelength range of ~350–700 nm with a maximum change near ~400–450 nm [
22]. The correct interpretation of this phenomenon is also very difficult, as the LN optical spectra in this wavelength range contain a number of wide overlapping absorption bands [
23].
In LiNbO
3:Zn crystals with a dopant concentration near or above the concentration thresholds, the photorefractive effect is significantly suppressed [
18,
19], and laser beam destruction is not observed. At the same time, a significant photorefractive response is observed in LN:Zn crystals with below-threshold dopant concentrations ([ZnO] ≤ 3 mol%), and the laser beam is strongly destroyed [
18,
19]. The main acceptor centers are antisite defects Nb
Li and random impurities of transition metals (including Fe), which inevitably exist in LN crystals. They act as electron traps in crystals doped below the concentration threshold, which is probably the main reason for the enhancement of the photorefractive response in below-threshold crystals. For example, iron ions recharge (Fe
3+ + e
− = Fe
2+) or polarons form when an Nb
Li antisite defect captures an electron.
At threshold and above-threshold concentrations (([ZnO] ≥ 5.2 mol%) [
18,
19], the ionizing radiation action of the LN crystal drastically changes. Occasional impurity cations Fe
3+ localize in Nb sites [
24]. It is obvious that the [Fe
3+Nb]
2− center with an effective charge of −2 cannot be an electron trap and participate in the photorefraction process. At the same time, antisite defects Nb
Li are almost absent from threshold and above-threshold crystals [
6,
18].
This theory matches the recent views on the LN defective structure [
25,
26]: photorefraction decreases upon doping due to a decrease in antisite Nb
Li defects and weak polaron effects. We believe that the threshold nature of LN doping has a more complex reason. Restructuring is more complex at doping by both alkaline earth [
15,
18] and rare earth (REE) elements [
20,
27,
28]. Doping by REE suppresses photorefraction in LN crystals. LN doped by REE (Er, Tb) has a significant number of niobium vacancies; niobium also occupies vacant sites of a perfect LN structure. REE cations substitute niobium cations in vacant positions as the REE concentration increases [
27,
28].
Thus, below-threshold LN:Zn ([ZnO] ≤ 3 mol%) crystals have not only an increased photorefraction, but also a decreased optical transmission after ionizing radiation treatment [
18,
19,
22].
The crystal LiNbO
3:Zn (2.1 mol% ZnO) belongs to this concentration range. It has a number of charged defects, which also determine the photorefractive effect [
18]. This is why radiative defect annealing in it has a stepwise character (
Figure 2). It is believed [
15] that radiation-induced defects should increase the photorefractive sensitivity of LN crystals. It is important to note that photorefraction is not yet suppressed and the destruction of the laser beam is observed (
Figure 3a) in a range of below-threshold LiNbO
3:Zn crystals. Thus, it was highly unexpected that ionizing radiation can suppress photorefraction of such a crystal, or at least eliminate laser beam destruction on a PILS pattern (
Figure 3b).
Usually, in crystals with a suppressed photorefraction, PILS patterns do not change in time, and laser beam in them stays intact. The photorefractive response is absent, and the PILS indicatrix does not open, only a round scattering on static defects is observed (
Figure 3b). The larger the diameter of the laser beam and the area of scattering, the lower the optical uniformity of the crystal. Crystals with a strong photorefractive effect have a tree-layered speckle-structured PILS pattern; it changes in time, and sometimes the changes are significant (
Figure 3a). In time, the PILS shape changes from a circle (at the first second) into an oval (comet-shape). After that, the PILS indicatrix takes the shape of an asymmetric “eight” oriented along the polar axis (
Figure 3a). The biggest PILS “petal” is oriented along the positive axis’ direction, the smallest—along the negative one. All this is connected with a system of laser-induced dynamic defects; the defects are local changes in the refractive index of the crystal. Such PILS patterns indicate a very high photorefractive effect value in an LN crystal.
First, the charged defects concentration increases in a LiNbO
3:Zn (2.1 mol% ZnO) crystal under ionizing radiation action. Thus, the optical density of the crystal increases. However, as the dose accumulates, the charged defects amount decreases, and they are annealed by radiation and the optical density decreases (
Figure 2). As the crystal has several types of charged defects, the process repeats and goes in steps. Dynamic equilibrium is achieved at a certain ionizing radiation dose (radiation saturation dose).
LN crystals exhibit a consistent rearrangement of intrinsic defective structure, caused by the excitation of interband electrons. In this case, the suppression of photorefraction under the action of ionizing radiation is apparently caused by the super-equilibrium filling of deep electron traps (for example, Nb
Li + e
− or Fe
3+ + e
− → Fe
2+), i.e., suppression occurs due to the nonequilibrium recharge of multivalent transition metal ions and the formation of polarons and bipolarons based on Nb
Li antisite defects. Next, the saturation of the radiation color of the crystals occurs with the successive accumulation of the radiation dose absorbed by the crystal (
Figure 2). Defects in LiNbO
3:Zn and LiNbO
3:Mg crystals obviously continue to form under the action of ionizing radiation, but the rate of their formation is equal to the annihilation rate. The suppression of photorefraction in LiNbO
3:Zn crystals occurs when the radiation color saturation dose is reached. The destruction of the laser beam is clearly observed in the LiNbO
3:Zn crystal ([ZnO] ≈ 2.1 mol%) before irradiation (
Figure 3a), and disappears after irradiation (
Figure 3b). This phenomenon is typical for LiNbO
3:Zn crystals with a relatively low dopant concentration ([ZnO] ≤ 3 mol %). Their photorefractive effect is clearly manifested before irradiation (
Figure 3a).
The LN:Zn ([ZnO] ≥ 5.2 mol %) crystal is on the very edge of the main threshold [
18,
19]. The effect of photorefraction is suppressed in it, and at least the laser beam remains intact (
Figure 4b). The number of charged defects types in it is much less than in a LiNbO
3:Zn (2.1 mol% ZnO) crystal [
18,
19]. This is why stepwise changes in optical transmission are not observed in it after ionizing radiation treatment (
Figure 4a) [
22].
PILS patterns of the LiNbO
3:Zn ([ZnO] = 5.2 mol%) crystal show (
Figure 4b) that the observed general optical uniformity does not change after ionizing radiation treatment of threshold crystals. At the same time, ionizing radiation treatment influences the optical uniformity of above-threshold crystals LiNbO
3:Zn (~5.9 mol% ZnO) and LiNbO
3:Mg (~5.6 mol% MgO) (
Figure 5a and
Figure 6b) [
6,
18,
19]. In addition, optical absorption does not change in LiNbO
3:Zn ([ZnO] > 5.2 mol%) crystals even after high-ionizing-radiation doses [
22]. For example, optical absorption does not change in an above-threshold crystal LiNbO
3:Zn (~ 5.9 mol% ZnO) even at a sum β radiation dose of 13.6 kGy and γ radiation dose of 20 kGy (
Figure 5b). The restructuring of the LN crystal structure near the concentration threshold not only supressess photorefractive effects, but also leads to a total radiation resistance.
Ionizing radiation treatment increases the general optical uniformity of an above-threshold LiNbO
3:Zn (~ 5.9 mol% ZnO) crystal. For example, PILS patterns of the LiNbO
3:Zn crystal ([ZnO] ≈ 5.9 mol%) clearly demonstrate a general decrease in the area of laser radiation scattered by static structural defects and focusing of the laser beam with the accumulation of the absorbed ionizing radiation dose (
Figure 5).
The optical homogeneity also increases upon irradiation of heavily doped above-threshold LiNbO
3:Mg crystals ([MgO] ≈ 5.6 mol%) with ionizing radiation. This is confirmed by laser conoscopy and PILS data (
Figure 6 and
Figure 7).
Both conoscopic patterns of an unirradiated LiNbO
3:Mg crystal ([MgO] ≈ 5.6 mol%) show signs of anomalous optical biaxiality: the Maltese cross stretches in the vertical direction, and the isochrones acquire some ellipticity but retain their integrity. In addition, there are defects on the upper left and lower left branches of the Maltese cross (
Figure 6c). The contrast of conoscopic patterns (at 1 and 90 mW) of an unirradiated LiNbO
3:Mg crystal ([MgO] ≈ 5.6 mol%) is reduced compared to the conoscopic patterns of the same LiNbO
3:Mg crystal ([MgO] ≈ 5.6 mol%) after irradiation. At the same time, the image is blurrier, especially in the conoscopic pattern obtained with a laser radiation power of 1 mW (
Figure 6). The observed anomalies in the conoscopic patterns are obviously associated with defects in the structure of the unirradiated LiNbO
3:Mg crystal ([MgO] ≈ 5.6 mol%). Defects reduce its optical uniformity. After irradiation of a LiNbO
3:Mg crystal ([MgO] ≈ 5.6 mol%), at a laser radiation power of 1 and 90 mW, the conoscopic patterns are standard. Such patterns are characteristic of an optically uniaxial crystal. This feature indicates a higher optical uniformity of the studied crystal (
Figure 6b).
PILS patterns confirm a general increase in optical uniformity of a LiNbO
3:Mg ([MgO] ≈ 5.6 mol%) crystal (
Figure 7). The area of scattering on static defects decreases after ionizing radiation treatment as in the LiNbO
3:Zn ([ZnO] ≈ 5.9 mol%) crystal (
Figure 5 and
Figure 7).
Probably, the optical homogeneity of heavily doped LiNbO3:Zn and LiNbO3:Mg crystals increases due to radiation annealing of charged structural defects and mechanical stresses. However, it is currently impossible to unambiguously interpret the observed phenomenon.
Interesting results are obtained in the study of LiNbO
3:Zn crystals with very low dopant concentrations ([ZnO] ≈ 0.04–0.2 mol%). These crystals are close in composition to nominally pure LiNbO
3 crystals of congruent composition and have a pronounced photorefractive effect (
Figure 8).
After ionizing radiation treatment, the PILS indicatrix speckle structure opens very quickly in such crystals, even at relatively low powers of exciting laser radiation (P = 0.5 W/cm
2). This occurs within less than 0.1 seconds after the start of laser irradiation of the crystal (
Figure 8a). Before irradiation, the indicatrix of the PILS speckle structure opens for about a minute in the same crystal (
Figure 8b). We assume that the effect is caused by above-equilibrium filling of shallow electron traps under ionizing radiation. The traps are located near the conduction band bottom [
29]. The traps are emptied under the action of laser radiation, and electrons locate at deep electron traps. Deep traps are connected with transition metal impurities and antisite defects Nb
Li; they determine photorefractive effect manifestation. It is important to obtain LN crystals with a fast response to laser radiation, as the magnitude and rate of change in the opening angle of the PILS indicatrix determine the sensitivity and speed of information recording, and the speed of electro-optical modulators and shutters. Thus, such crystals can be used as materials for optical holography, electro-optical modulators, and shutters.
In conclusion, we should say that all found effects were observed after the studied crystals reached the dose of saturation of the radiation color. In addition, we did not find differences in action of β- and γ radiation on LN crystals. This is probably because any ionizing radiation excites interband electrons, recharges charged ions, and creates small-radii polarons based on antisite defects Nb
Li. The equivalent action of β- and γ radiation on the LN crystals optical absorption is confirmed by the work [
22].