Kevin G.
Both
*a,
Dragos
Neagu
b,
Øystein
Prytz
a,
Truls
Norby
c and
Athanasios
Chatzitakis
*c
aCentre for Materials Science and Nanotechnology, Department of Physics, University of Oslo, Gaustadalléen 21, NO-0349 Oslo, Norway
bDepartment of Chemical and Process Engineering, University of Strathclyde, 75 Montrose St, G1 1XJ, Glasgow, UK
cCentre for Materials Science and Nanotechnology, Department of Chemistry, University of Oslo, Gaustadalléen 21, NO-0349 Oslo, Norway. E-mail: k.g.both@smn.uio.no; athanasios.chatzitakis@smn.uio.no
First published on 14th October 2024
Exsolution is a technique to create metal nanoparticles embedded within a matrix. The phenomenon has previously predominantly been studied in A-site deficient and stoichiometric perovskite powders. Here, we present a systematic study of an A-site excess perovskite oxide based on SrTiO3 thin films, doped with nickel and exsolved under different conditions. The study aims to shed light on particle formation in these novel systems, including the effects of (i) the thin film thickness, (ii) pre-exsolution annealing in an oxidative atmosphere, (iii) a reductive atmosphere during the exsolution step, and (iv) exsolution time on the particle size and particle density. Our results indicate that exsolution occurs quickly, forming nanoparticles both on the surface and in the bulk of the host perovskite. The findings indicate that pre-annealing in an ambient atmosphere leads to fewer but larger exsolved particles compared to samples without pre-annealing. Consequently, while crystallization of the thin film occurs in both atmospheres, the simultaneous crystallization of the thin film and formation of the nanoparticles leads to a smaller apparent average radius. Moreover, we present evidence that metal particles can be found beyond the originally doped region. These findings are a step towards realizing tunable functional materials using exsolution to create metallic nanostructures within a thin film in a predictable manner.
The mechanism of exsolution involves four steps: (i) cation and oxide ion diffusion, (ii) cation reduction, (iii) nucleation, and (iv) particle growth.15 The reduction of the perovskite lattice through removal of oxide ions leads to oxygen vacancies, destabilizing the perovskite structure and necessitating a decrease in the oxidation state of a subset of the cations, i.e., towards a metallic state.16 The surface morphology during exsolution has been studied by Neagu et al.,17 who observed the process in situ and in real time showing that the socket and particle form together. The particle almost ruptures the surface and pushes it aside to facilitate its emergence. This leads to strain and socket formation. Moreover, the crystallographic facet of the perovskite influences the degree of exsolution, and generally, MNPs grow epitaxially on the perovskite substrate.17 MNP exsolution is not limited to the surface but also occurs in the bulk.18,19 Their presence in the bulk can drastically influence the properties of the materials, as shown by Kousi et al. in ref. 19 who demonstrated that the presence of MNPs in the bulk enhances the oxygen exchange across the nanocomposite. Wang et al. showed that the MNPs and exsolution-induced defects can alter the material's properties profoundly, i.e., they observed a drastic improvement in electronic conductivity.20 Recently, Syed and co-workers published a study on various types of nanostructures synthesized via bulk exsolution in La0.6FeO3 thin films.21 They highlighted the need to systematically investigate the impact of synthesis and processing conditions on the MNP formation. Weber et al. showed spontaneous phase separation on the nanoscale which can result in the formation of Ni-rich nanostructures within the as-synthesized perovskite lattice. These domains may act as nucleation sites for MNPs.22
A-site excess perovskites frequently exhibit Ruddlesden–Popper (RP, e.g., Sr1+nTinO3n+1) interlayers, accommodating the excess A site ions. Contrary to A-site deficient perovskites, A-site excess perovskites exhibit no inherent A-site vacancies, and only a limited presence of oxygen vacancies. This creates a material where exsolution is less thermodynamically driven by the change towards a stoichiometric perovskite than their A-site deficient counterparts.23 Conversely, kinetic improvements due to improved ion diffusion in the interlayer region may be observed in A-site excess perovskites, resulting in improved control over particle distribution and “socketing” depth on the surface of the host semiconductor.
We have recently investigated gold (Au) MNPs introduced by galvanically replacing exsolved nickel (Ni) particles on Ni-doped A-site excess strontium titanate (Sr1+xTi1−xNixO3±δ, with x = 0.07, STNO).18 There we detected a difference in the metallic state of the exsolved Ni by XPS when changing the reducing atmosphere from hydrogen (H2) to HArmix (5% H2 + 95% Ar). Additionally, a notable difference between non-exsolved and exsolved samples was observed, with non-exsolved samples displaying a nanocrystalline or amorphous homogeneous structure, and the exsolved samples showing a columnar structure and a Ti-poor region. Here we examine the exsolution process of A-site excess STNO thin films more closely.
In this work, we present two types of thin film structures to investigate the effect of different synthesis and processing conditions. Thin films of the first type consist of a single layer (SL) of STNO, with varying thicknesses across samples deposited by pulsed laser deposition (PLD) on Si-wafers. We investigated the influence of pre-exsolution annealing of the thin films at a temperature higher than the deposition temperature, exposure of the samples to different reducing atmospheres, and variations in the exsolution time. The thin films of the second type consist of three layers (TL). Here, both the bottom and top layers are made of Ni-free A-site excess STO. The middle layer, however, is made of STNO, the same material as used in the SL-samples.
The targets were utilized in a pulsed laser deposition setup (PLD, Surface-Tec system, laser: Coherent COMPex Pro 205F, KrF, wavelength: 248 nm), where Si wafers (Si 〈100〉, 2′′, Si-mat) were used as substrates. The substrate temperature was maintained at 600 °C, with a target to substrate distance of 9 cm for all depositions. The chamber was evacuated before deposition, and oxygen gas was used to reach a pressure of 0.01 mbar throughout the process. The target was irradiated with 3.0 J cm—2 at a repetition rate of 10 Hz. The SL-samples utilized only the Ni-doped target (STNO), and varying thin film thicknesses were achieved by changing the number of shots. The TL-samples were deposited utilizing both targets. One single wafer was used for deposition, where four different deposition spots were utilized (see the Text in the ESI for more details†). For each film, 10000 shots were applied to the STO target before the same was repeated for the STNO target, and finalized with another round of 10
000 shots on the STO target for the third and last layer. This resulted in an evenly covered wafer. Subsequently the wafer was broken into smaller pieces. This procedure ensured that the same thin film structure was present in all TL-samples.
To study the effect of pre-annealing on the thin films in an ambient atmosphere before exsolution, some SL-thin films were annealed at 900 °C for 2 h with a heating and cooling rate of 5 °C min−1. The others did not undergo any thermal treatment before exsolution. The SL-samples were exsolved in a ProboStat™ (NorECs AS, Norway) under a constant flow of either a H2 or HArmix atmosphere. The system was initially flushed with Ar for 15 min at room temperature before switching to the exsolution gas and increasing the temperature to 800 °C with a ramp rate of 5 °C min−1 during heating and cooling. While only two different gases were utilized to facilitate exsolution, different exsolution times, i.e., time the samples spent at 800 °C, were utilized, including 30 min and 60 min.
The TL-samples were exsolved in a ProboStat™ under a constant flow of HArmix with a similar procedure to the SL-samples. The exsolution period was the only variable condition for these samples. They were maintained at 800 °C in HArmix for 0 min (immediate transition from heating at 800 °C to cooling), 5 min, 30 min, and 600 min. An overview of all samples, including their names and synthesis conditions is given in Table 1, and an explanation of the naming convention is given in the Text on naming in the ESI.† The preparation method for the different samples for transmission electron microscopy (TEM) is provided in Note 2 on sample preparation in the ESI.†
Name | Thickness | No of pulses | Exsolution gas | Exsolution time | Annealing | Note |
---|---|---|---|---|---|---|
SL-STNO | 1.1 μm | 20![]() |
— | — | No | |
SL-1.1μm-NA-H5-60 | 1.1 μm | 20![]() |
HArmix | 60 min | No | |
SL-1.1μm-A-H5-60 | 1.1 μm | 20![]() |
HArmix | 60 min | Yes | |
SL-1.1μm-A-H2-60 | 1.1 μm | 20![]() |
H2 | 60 min | Yes | |
SL-520nm-A-H2-30 | 520 nm | 10![]() |
H2 | 30 min | Yes | |
SL-1.3μm-A-H2-30 | 1.3 μm | 24![]() |
H2 | 30 min | Yes | |
TL-STNO | 1 μm | 3 × 10![]() |
— | — | No | |
TL-NA-H5-0 | 1 μm | 3 × 10![]() |
HArmix | 0 min | No | |
TL-NA-H5-5 | 1 μm | 3 × 10![]() |
HArmix | 5 min | No | |
TL-NA-H5-30 | 1 μm | 3 × 10![]() |
HArmix | 30 min | No | |
TL-NA-H5-600 | 1 μm | 3 × 10![]() |
HArmix | 600 min | No | |
TL-NA-H5-600F | 1 μm | 3 × 10![]() |
HArmix | 600 min | No | FIB |
The samples were primarily analyzed by scanning TEM (STEM) utilizing an FEI Titan G2 60-300 instrument (see Note 3 in the ESI for more details†), along with Energy-Dispersive X-ray Spectroscopy (EDS).
![]() | ||
Fig. 1 BF-STEM images of (a) SL-STNO, (b) SL-1.1μm-NA-H5-60, (c) SL-1.1μm-A-H5-60, and (d) SL-1.1μm-A-H2-60. Here (c) and (d) have been pre-annealed in an ambient atmosphere at 900 °C for 2 h. |
The MNPs created by the exsolution process are visible in Fig. 1(b)–(d). The difference between these samples stems from their synthesis conditions. SL-1.1μm-NA-H5-60, shown in Fig. 1(b), has been exsolved in HArmix for 60 minutes, and shows Ni MNPs with an average radius of approx. 7.8 nm, as shown in Fig. S1.† In contrast, SL-1.1μm-A-H5-60, (shown in Fig. 1(c) and S2†) was annealed prior to exsolution in HArmix for 60 minutes, leading to an average Ni MNP particle size of 12.8 nm. For the SL-1.1μm-A-H2-60 sample, which was annealed and then exsolved in H2 for 60 minutes (shown in Fig. 1(d) and S3†), the average Ni MNP particle size is similar, measuring 12.3 nm.
As described by Kousi et al.,19 we also observed MNPs within the bulk of all exsolved thin film samples. In fact, we showcase exsolved Ni MNPs socketed to varying degrees on the surface and visible in the bulk (see Fig. 1–6). Particles on the surface can be seen in Fig. S11.† Some of these MNPs are located near internal surfaces, e.g., gaps between columns or grain boundaries, where a higher concentration of defects is present and can act as nucleation sites. An example of such an MNP is shown in Fig. 3(a) and (b) with high-resolution BF-STEM (HR-BF-STEM) and HR-BF-STEM overlaid with EDS. Moreover, we have indicated regions of particles at grain boundaries in Fig. S14.† The grain boundary is visible just to the right of the center of the particle. From the corresponding EDS (see Fig. 3(c)), it is evident that the entire MNP is surrounded by the matrix.
![]() | ||
Fig. 3 All images are taken from the SL-1.1μm-NA-H5-60 sample shown in Fig. 1(b). (a) a HR BF STEM image of a single particle within the matrix, (b) a HR BF STEM image with the Ni EDS map overlaid, and (c) individual EDS maps for Ni (left), Sr (middle), and Ti (right). |
In general, the particles are spatially separated across all samples. SL-520nm-A-H2-30 shows an average particle size of 11.3 nm. Fig. 4(a) shows an overview of the thin film, and Fig. 4(b) and (c) display a particle at a grain boundary, appearing spherical and much smaller than the average particle. SL-1.3μm-A-H2-30 shows the smallest average particle size, with a radius of 2.5 nm. Fig. 5(a) shows a BF STEM image, giving an overview of the thin film structure. Fig. 5(b) shows a BF STEM image with the Ni EDS map of the same region, and Fig. 5(c) and (d) display a Ni-rich region, with no apparent disturbance in the crystal lattice surrounding it, indicating that the particle could be a true bulk exsolution particle.
The influence of the atmosphere during exsolution is negligible in contrast to the influence of pre-annealing. In this study, annealing led to far larger particles, with the average radius of particles being up to one and a half times bigger in annealed samples than the average radius in samples that have otherwise been treated similarly. The thickness of the samples influences the particle size, such that thicker films either have smaller average particle sizes or need to be exsolved for longer duration to achieve the same particle size as in thinner films. Generally, the homogeneity of exsolution and the size of the MNPs in these A-site excess thin films fall somewhere between those of A-site stoichiometric and A-site deficient films, as seen in, e.g., ref. 9 and 24. We theorize that this is due to the layered structure of the A-site excess STO, enabling better oxide and cation transport, supporting exsolution, compared to the A-site stoichiometric material, but worse than the A-site deficient one.
At the thin film–substrate interface, a distinct Ti-free region is noticeable, with a Si signal present, as evident in Fig. S1–S3.† Moreover, there is only a miniscule Ni-signal in this region, indicating that the Sr might have diffused into SiO2 rather than Si diffusing into the film. To study the movement of different ions within the samples, the TL samples were studied. The influence of time on the exsolution process was observed, specifically regarding the location of Ni, and whether the Ti-free region grows over time. The presence of columnar structures in the non-exsolved TL-STNO sample (see Fig. 6(a)) contrasts with our previous observation of nanocrystalline/amorphous thin films in the SL samples and in our previous study.18 However, the Ti-free region is not present in the as-deposited region, as shown in Fig. S6.†
In Fig. 6(b), the EDS-measured concentration of Ti is plotted as a function of position for TL-STNO, TL-NA-H5-0, TL-NA-H5-5, TL-NA-H5-30, and TL-NA-H5-600. The corresponding EDS maps can be found in Fig. S6–S10.† The Ti-free region grows over time, reaching roughly 80 nm after 600 min. It is worth noting that the Si signal is not negligible in the Ti-free region, suggesting the presence of a Si–Sr–O phase. Finally, the influence of time on the position and size of Ni can be seen in Fig. 7; the TL-NA-H5-600F sample is shown. In Fig. 6(a), the HAADF-STEM image is overlaid with the EDS signal of Si and Ni, providing an overview. The two layers on top of the thin film are carbon and tungsten from the FIB process. The white dashed line indicates 10% atomic fraction of Ti, and the orange line indicates the onset of the Ni signal in TL-STNO. The Ni MNPs primarily remain concentrated in the originally Ni-doped region, but can also be found beyond it, especially towards the surface, but for longer annealing times (600 min), the MNPs are also observed towards the substrate and are larger than those in any other sample.
In Fig. 7(b), the Ni-signal in each TL sample is plotted with Ti as a reference point. The samples were aligned so that 10% of the atomic fraction of Ti is located at 0 nm, and the signal was taken from the entire images shown in Fig. S6–S10.† The graph shows the diffusion of Ni, with peaks generally associated to the Ni-MNPs in bulk. The purpose of the FIB sample in Fig. 7(a) was to ensure that the particles move even if no grinding is involved in the preparation of the sample. The lines in Fig. 7(a) correspond to the lines in Fig. 7(b) with the white line near the thin film–substrate interface indicating the 0 nm position.
Finally, an interfacial region is formed during exsolution, where a Ti-poor Si–Sr–O region forms that grows over time. For pre-annealed samples, the interface between the Si–Sr–O region and STO has an increased Ni content, potentially useful in creating regions of high particle concentration. The ability to control the sizes of nanoparticles through various parameters, e.g., time, film thickness, or pre-annealing, and the potential to create regions of high particle density could be useful for designing devices utilizing exsolution.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d4na00213j |
This journal is © The Royal Society of Chemistry 2024 |