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Scientific Reports logoLink to Scientific Reports
. 2016 Feb 3;6:20288. doi: 10.1038/srep20288

Atomic structures and oxygen dynamics of CeO2 grain boundaries

Bin Feng 1,*, Issei Sugiyama 1,*, Hajime Hojo 2, Hiromichi Ohta 3, Naoya Shibata 1, Yuichi Ikuhara 1,4,5,a
PMCID: PMC4738319  PMID: 26838958

Abstract

Material performance is significantly governed by grain boundaries (GBs), a typical crystal defects inside, which often exhibit unique properties due to the structural and chemical inhomogeneity. Here, it is reported direct atomic scale evidence that oxygen vacancies formed in the GBs can modify the local surface oxygen dynamics in CeO2, a key material for fuel cells. The atomic structures and oxygen vacancy concentrations in individual GBs are obtained by electron microscopy and theoretical calculations at atomic scale. Meanwhile, local GB oxygen reduction reactivity is measured by electrochemical strain microscopy. By combining these techniques, it is demonstrated that the GB electrochemical activities are affected by the oxygen vacancy concentrations, which is, on the other hand, determined by the local structural distortions at the GB core region. These results provide critical understanding of GB properties down to atomic scale, and new perspectives on the development strategies of high performance electrochemical devices for solid oxide fuel cells.


Solid oxide fuel cells (SOFCs), one of the most attractive power generation technologies with high energy conversion efficiency and low emission of wasted pollutions, have been widely studied these years1. A critical challenge for accelerating the future commercialization of SOFCs system is to reduce the operating temperatures without degrading the material performance (especially for the electrochemical activity and carrier diffusion rate), which has been considered as a realistic approach to lower the cost and increase the durability2,3. Such demand is indeed largely dependent on the material performance, and therefore, has stimulated the field of materials science and engineering for searching novel materials with better performances2,3,4,5,6,7.

Materials in practical use are usually in the form of polycrystalline containing large density of crystal defects like grain boundaries (GBs) with abrupt structural and chemical inhomogeneity, so that it is often the case that these GBs govern their macroscopic functional properties8,9,10,11. In general, GBs were recognized to degrade material performance11. However, recent studies show that GBs could give rise to unique functionality which can not be realized in the perfect crystals8,9,10. It also holds true for the materials used in SOFC system: GBs in acceptor doped ZrO2 and CeO2 strongly degrade the oxygen diffusion kinetics11; while GBs on the surface of Gd doped CeO2 can enhance the oxygen surface reaction9. In this way, GBs could be either vital or fatal, and therefore, understanding and engineering these GBs would provide us a new material designing strategy in future SOFC technologies. In addition, GBs strongly affect the distribution of the dopants. Dopants are critical to the materials functionality as mentioned above, which can intrinsically determine the charge carrier type, surface reactivity and diffusion kinetics12,13. However, it is known that these dopants are usually segregated in GBs and dislocations9,11,13,14. Therefore, understanding the GB atomic structure is a prerequisite for understanding why dopants segregate in such complex crystal defects, and how they affect the resultant properties.

Despite the clear scientific importance mentioned above, however, few studies have reported on the atomistic insights into the GB structure-property relationships in fuel cell materials. This is due to the difficulties in determination of local structure and oxygen content in GBs with complex structures, as well as the local electrochemical behaviors. In this study, we show that such basic physics for GBs can be well understood at atomic scale. Pure CeO2 was chosen for the model materials, for its unique properties of oxygen storage capacity (OSC), that it is known to store and release oxygen vacancies associated with the valence state change of Ce from 4+ to 3+15. Such characteristic functionality makes CeO2 and CeO2-based materials to be one of the most promising candidate materials which are able to be involved in the whole area of an SOFC system of electrolyte2,11, anode6,16,17 and cathode materials18. Five CeO2 model GBs (Σ9[110]/{221}, Σ11[110]/{332}, Σ13[001]/{510}, Σ5[001]/{210}19 and Σ3[110]/{111}20 GBs were selected, where the Σ value denotes the degree of geometrical coincidence in the GB. We will denote these GBs simply as Σ3, Σ5, Σ9, Σ11 and Σ13 GB in the following text) were fabricated by bicrystal technique, in which a given type of model GB can be achieved by bonding two well defined single crystals, and allow us to precisely control the GB crystallographic orientation. Combining with the-state-of-the-art aberration-corrected scanning transmission electron microscopy (STEM) and density functional theory (DFT) calculations, local GB structure can be identified at the atomic scale, which profoundly promotes our knowledge of the structure-property correlations in materials8,10,19,20,21,22. We demonstrate that the oxygen vacancy concentration at local GB can be quantitatively evaluated by these approaches. Details for the origin of the GB dependence of oxygen vacancy content will be discussed. Moreover, the emergence of new characteristic approach of electrochemical strain microscopy (ESM), has been demonstrated for probing local oxygen reduction/evolution reactions (ORR/OER) at nanoscale in those functional oxides including CeO2-based materials23,24,25,26. Thus the GB electrochemical reactivity were directly identified by ESM for these model GBs. By correlating these approaches, the general physics of the CeO2 GBs are clarified.

Results

GB atomic structures and oxygen vacancy content

Figure 1 shows typical high angle annular dark field (HAADF) STEM images of the Σ9, Σ11 and Σ13 GBs (Fig. 1a–c) obtained in this study, together with the results for Σ3 and Σ5 GBs (Fig. 1d,e) reported previously19,20. The bright spots correspond to the Ce atomic column locations. These images clearly reveal that the GB core structures are different with different GB characters (i.e., grain misorientation and interface inclination), nevertheless, all the GBs were well bonded at atomic level without amorphous nor secondary phases. The GB core structures of the Σ5 and Σ13 GB were also in agreement with those GBs observed inside polycrystalline CeO2 thin films27.

Figure 1. Atomic structures of model GBs obtained by HAADF STEM and theoretical calculations.

Figure 1

(ae) HAADF STEM images obtained from the model GBs: (a) Σ9 GB, (b) Σ11 GB, (c) Σ13 GB, (d) Σ3 GB and (e) Σ5 GB. The bright spots in these images correspond to the Ce atomic columns. Theoretically predicted GB models are overlaid in the right part of each STEM images. Green circle represents Ce, which shows good agreement between theoretical calculations and experimental images. It should be noted that stoichiometry GB models were shown in (a,d), while nonstoichiometric GB models were used in (b,c,e). Red rectangular region shown in each image is the unit used for EELS analysis. We took three times, twice, three times, five times and five times of the area shown from (ae) along the GB direction, respectively. Scale bar, 0.5 nm.

Subsequently we turned our attentions into the oxygen stoichiometry in GBs because it not only affects the modeling of GB structure for calculations19,20, but also be the most important factor to influence the GB physical properties. Ce M4,5-edge EEL spectra were taken from the area indicated by the red lines inside Fig. 1. The fine structures of the Ce M4,5-edges were known to be less affected by the crystal field and other bonding effects because the 4f electrons were well screened by 5s and 5p electrons28, which makes it difficult to identify the difference between each GBs just from the edge shapes shown in Fig. 2a (including previous results of Σ3 and Σ5 GBs19,20). However, it is suggested that the M5/M4 intensity ratios is sensitive to the chemical state of Ce, and therefore, the oxidation state of the Ce can be determined quantitatively from M5/M4 intensity ratios using the positive part of second derivative of the experimental spectra29. The resultant intensity ratios are shown in Fig. 2b, where 0.9 and 1.25 represent Ce4+ and Ce3+ respectively29. It was confirmed that Ce4+ is always present in the grain interior for all samples. Two essential phenomena were indicated from these results. The valence state of Ce is different with different GB characters: Ce maintains 4+ in Σ3 and Σ9 GB as those in the bulk region, however, Ce turns to be partially reduced in Σ5, Σ11 and Σ13 GBs. The formation of oxygen vacancies in CeO2 is always accompanied with the reduction of Ce valence state to 3+15, which suggests that Σ3 and Σ9 GBs maintain oxygen stoichiometry like in the bulk, while oxygen vacancies were formed in Σ5, Σ11 and Σ13 GBs. Another finding is that although Ce atoms themselves are reduced in the latter three GBs, the ‘valence state’ of Ce in each GB seems to be quite different. Since Ce usually has the discrete valence state of either 3+ or 4+, the different ‘valence state’ shown here suggests that the proportion of Ce3+/Ce4+ should be different in each GBs, and thus the oxygen vacancy concentration in each GB is expected to be different. Even though this result strongly drives us to consider the quantitative evaluation of oxygen vacancy concentration in each GB, it is difficult to determine the density of oxygen vacancies because the accurate region of GB is hard to define and the concept of such density should change according to the definition of how large the GB region is. Here the measurement unit was arbitrarily defined as illustrated in Fig. 1, of which contains characteristic structure unit of each GBs as indicated in Fig. 1a–e. By assuming that the M5/M4 ratio in the GB is composed by the linear combination of Ce4+(0.9) and Ce3+(1.25), the oxygen vacancy concentration can be evaluated28,30 (see Supporting Information for detail). This issue will be discussed later.

Figure 2. EEL spectra and their M5/M4 ratios for the model GBs.

Figure 2

(a) Ce M4,5 edge EEL spectra obtained from the area shown in Figure 1b, (b) the M5/M4 ratios calculated by the positive part of second derivative of the spectrums in Figure 2a. The pink area is the bulk value taken from the bulk region of all model GBs. * from Ref 20, ** from Ref 19 and *** from Ref 29.

Then theoretical calculations were carried out to determine the atomic structure of the model GBs. Stoichiometric GB model for the three GBs were calculated first. It was found that only the most stable GB structure obtained for Σ9 GB agrees well with HAADF-STEM image shown in Fig. 1a, while the atomic structure for the Σ11 and the Σ13 predicted by the calculation show different translation state compared with HAADF-STEM images. This totally agrees with the EELS result shown in Fig. 2b that Σ9 GB is oxygen stoichiometric. Subsequently, the oxygen nonstoichiometric GB model were considered for both the Σ11 and Σ13 GB under the assumption that the oxygen vacancy formation energy in the GB is lower. The oxygen nonstoichiometric model was constructed by introducing one oxygen vacancy for the Σ11 and two oxygen vacancies for the Σ13 GB at the GB regions, of which the number of vacancies introduced was estimated from the EELS experiment. The resultant GB structures obtained from calculation are presented in Fig. 1b,c, which show perfect agreement with the experimental images respectively. It is worth mentioning that, Σ5 GB reported before displays exactly the same qualitative behavior although the oxygen vacancies were not taken into account quantitatively on purpose in the calculations19, which demonstrates that the present consideration is not accidental, and therefore suggests that the approaches of merging advanced STEM technique and theoretical calculations enable us to determine the GB structure even with the precise information of oxygen vacancy content. Therefore, it is concluded that the structures obtained by the theoretical calculations are plausible structures for the experimentally observed GBs. It has been known that dopants would cause the GB reconstruction and form ordered defect superstructures in ceramic GBs such as MgO and ZnO22,31,32. Our present results, as well as the previous study of Σ3 and Σ5 GBs shown in Fig. 1d,e, bear out that intrinsic oxygen vacancy in the GB might have virtually the same effect as those dopants, which change the local GB chemistry and lead to the GB reconstruction. These facts signify the decisive role of oxygen vacancies for the stable GB atomic structure in CeO2.

Much effort was spent on the quantitative analysis of oxygen (vacancy) concentration so far14,33,34,35,36. Kim et al. recently successfully developed an approach for determining the oxygen vacancy concentrations based on the information of local chemical expansion by STEM and DFT calculations33. Nevertheless, such method requires accurate information of lattice spacing change, which is extremely difficult for GBs due to the drastic local structural change and complicated atomic structure. For the GB, several studies successfully investigate the oxygen vacancies and dopant segregation in GBs by EELS and EDS, but only the qualitative results were available in most of the studies by far14,34,37. On the other hand, Jia et al. measured oxygen concentrations in BaTiO3 twin boundaries using negative Cs imaging technique by high-resolution TEM36, however, certain GB model for image simulations is required in advance for this technique, and the measurement would be difficult if the atomic columns are highly disordered. Therefore, the present result demonstrates that by merging atomic-scale STEM and DFT calculations, the quantitative information of oxygen vacancy concentration in atomic scale in the GB can also be precisely acquired. To further explore the difference of the degree of oxygen vacancy content in those nonstoichiometric GBs, the density of oxygen vacancies projected to each GB plane was calculated. Due to the intricate GB structure, it might be the solely proper way to make a quantitative comparison between different GBs at present stage, especially considering the fact that all the oxygen vacancies inside the GB core is distributed within a narrow space of about less than 1 nm perpendicular to the GB plane. The density is shown in Table 1 and the oxygen vacancy densities in different GBs are comparable. It is apparent that the oxygen vacancy content is 0 for the stoichiometric GB of Σ3 and Σ9 GBs, while the oxygen vacancy concentrations of nonstoichiometric Σ5 GB is higher than that of Σ13 GB, followed with the Σ11 GB.

Table 1. Correlation between the degree of distortion and the oxygen vacancy concentrations in each model GB.

GB type Structural distortion [nm−2]
Oxygen vacancy densities
Stoichiometric Nonstoichiometric
Σ3[110]/{111} 8.5a 0
Σ9[110]/{221} 13.8 0
Σ11[110]/{332} 14.8 11.1 1.5
Σ13[001]/{510} 16.1 9.4 2.7
Σ5[001]/{210} 17.8a 13.9b 3.0b

The density of oxygen coordination deficient sites projected to each GB plane was calculated as a measure of structural distortion for both the stoichiometric GB and nonstoichiometric GB, while the density of oxygen vacancy projected to each GB plane obtained from EELS was shown as a measure of oxygen vacancy concentrations.

adata from ref. 20.

bdata from ref. 19.

Physical origin of GB oxygen nonstoichiometric behavior

So far, it is revealed that the GB structure not only affect the oxygen stoichiometric condition, but also the degree of oxygen vacancy content in those nonstoichiometric GBs. We further tried to shed light on the nature of such GB-dependent oxygen nonstoichiometric behavior from the atomic structures in detail: a systematical analysis and comparison were carried out for both stoichiometric and nonstoichiometric GB structures for the entire model GBs. Here, we focused our attentions on the bonding environment of oxygen sites near the GB, because such condition is expected to be important from the view of forming oxygen vacancy. In bulk CeO2, a typical fluorite structure material, oxygen has fourfold coordination with Ce atoms. On the other hand, crystal defect like interfaces and GBs are always accompanied with coordination deficiencies according to previous studies19,20,34. In our study, the oxygen deficient sites in the GB usually take threefold coordination, with few sites have twofold coordination. As a measure of such structural distortion, we followed the evaluation method of GB oxygen vacancy densities and calculated the density of oxygen coordination deficient sites projected to each GB planes in a similar way. The results are shown in Table 1. Comparing all the densities in the stoichiometric GB model, it is apparent that the density is lower in Σ3 and Σ9 GB. The larger value of such density in the Σ11, Σ13 and Σ5 stoichiometric GBs suggests that these GB might suffer severer structural distortions. By introducing certain amount of the oxygen vacancies, the density can be largely reduced, which indicates that the structural distortion is relaxed to lower the GB energy, and as a result, oxygen nonstoichiometric GB were formed in Σ5, Σ11 and Σ13 GBs. Further investigation of correlating the structural distortions with oxygen vacancy content can be constructed now through Table 1. It clarifies that the most distorted GB of Σ5 stoichiometry GB generates the higher amount of oxygen vacancies, while the oxygen vacancy content is lower in Σ13 GB because it suffers less distortions among the two nonstoichiometric GBs, followed by the Σ11 GB and further reduction of structural distortion would lead to no oxygen vacancies for Σ9 and Σ3 GBs. There must be threshold of the density of oxygen coordination deficient sites projected to GB plane at around 14.3 nm−2, corresponding to a degree that GBs can tolerate certain amount of structural distortions without forming oxygen vacancies. Therefore, it is concluded that the oxygen vacancy content in CeO2 GBs is closely related to the degree of distortion in initial stoichiometric GB atomic structure, namely the more distorted the GB is, the more oxygen vacancies it forms.

GB oxygen reduction reactivity

The functionality of oxide materials, such as electronic, magnetic and catalytic relativities, is ultimately controlled by the oxygen vacancies distributions and dynamics33. The present result of GB dependent oxygen vacancy distributions consequently suggests that the corresponding local GB physical properties might be different in these GBs. Motivated by exploring the impact of the GB oxygen vacancy concentrations on the macroscopic properties, local GB oxygen electrochemical reactivity were directly measured by ESM mapping near the model GBs. In ESM, we have applied triangular voltage waveform consist of a set of pulses on a timescale of 2ms, and ESM measurements were carried out in the pulse-off state. The amplitude of triangular waveform is set to be 15 V to ensure the sample is not destructed and the measurement is reproducible. To minimize the topographic artifacts and to maximize the sensitivity, the measurements were performed in the band excitation (BE) mode38,39. By applying voltage during ESM measurements, an electric field concentrates in the tip, which also acts as electro catalytic nanoparticle (Pt in this study), resulting the oxygen vacancies to be injected or annihilated, which would induce the local strain that detectable by AFM techniques24. This approach is recognized as a powerful tool for detecting local oxygen electrochemical reactivity on the nanoscale24. The oxygen dynamics in the present study can be written in the Kroger-Vink notation as follows,

graphic file with name srep20288-m1.jpg

where Inline graphic and Inline graphic are the Ce4+ and O2−, while Inline graphic corresponds to Ce3+. The ESM response near each GBs are shown in the Fig. 3: the bulk part shows almost the same ESM response as in the Σ3, Σ9, Σ11 and Σ13 GBs, while an intense GB response was observed in the Σ5 GB (The corresponding ESM hysteresis loops extracted from the GB and bulk part can be found in the Supplementary Information). These results reveal that the GB reactivity is stronger than that of the bulk in the Σ5 GB, nevertheless, no obvious reactivity change is attained in the other GBs compared with that inside the bulk, demonstrating that the oxygen vacancies are critical for the surface GB reactivity. Previous studies have shown that higher GB density would lead to improved ORR kinetics at surface with similar activation energies for surface reaction, indicating that higher oxygen vacancy concentration in the GBs is likely to be the origin for oxygen incorporation enhancement9,37. Now we have provided direct evidence at nanoscale in single GBs that the oxygen vacancy concentrations greatly affect the corresponding GB oxygen reactivity, with the evidence that the Σ5 GB with the highest oxygen vacancy concentrations exhibits the strongest oxygen reactivity. Such scenario is also supported by theoretical approaches, revealing the lower energy barrier for oxygen incorporation near a GB due to the higher vacancy concentration37,40. Note that a slight intensity increase seems to appear in the Σ13 GB, but much less than the GB response in the Σ5 GB, due to the low oxygen vacancy densities in this GB. Further decrease of the oxygen vacancy densities would lead to no enhancement of GB oxygen reaction in the Σ11 GB and stoichiometric GBs of Σ3 and Σ9 GB. Although the spatial resolution of ESM is limited compared with the STEM results, the only rational possibility for the ESM change in GB should come from the GB core change. In this way, it is demonstrated that GBs can be active reaction sites for oxygen reactivity due to the oxygen nonstoichiometric GB core, which has significant implications in future optimization of material architecture in SOFC system.

Figure 3. ESM mapping near model GBs.

Figure 3

(ae) ESM response of the model GBs of Σ9 GB (a), Σ11 GB (b), Σ13 GB (c), Σ3 GB (d) and Σ5 GB (e). The GB areas are indicated in between the two arrows in each figure. Scale bar, 200 nm.

Discussions

In summary, we successfully determined the atomic structure and quantitative oxygen nonstoichiometric behavior of CeO2 model GBs based on the combination of atomic resolution STEM and theoretical calculations, in addition to characterizing the related GB oxygen dynamics by ESM. A simple and clear structure-property relationship in CeO2 GB can be concluded now: the oxygen vacancy concentrations are highly dependent on the GB atomic structures due to local structural distortions, which affects the GB oxygen reactivity. Our results highlight the paradigm of combined nanoscale characterization approaches to identify the crystallographic structure and physical properties in material interfaces, which should be applicable to a wide range of energy-related materials. Understanding such general physics of interface is significant, which enable us to predict the interface physical properties from the local interface atomic structure, and therefore, a new and effective pathway towards the rational design of functional materials for SOFC devices could be expected in future.

Methods

CeO2 thin film synthesis

The yttria-stabilized zirconia (YSZ) substrates containing Σ9, Σ11and Σ13 GBs were first fabricated by joining two YSZ single crystals at 1600 °C for 15 h in air respectively34. Then they were processed into substrates and the surfaces were mechanochemically polished to have a mirror finish. CeO2 thin films were then deposited by pulsed laser deposition (PLD) method. The substrates were initially annealed at 900 °C in the deposition chamber with an oxygen pressure of 3.0 × 10−3 Pa for 20 min, and then the CeO2 thin film was deposited. The deposition rate was set to about 3 nm min−1. Pure oxygen gas was introduced into the deposition chamber and then the CeO2 thin film was cooled down to room temperature. Out-of-plane and in-plane X-ray diffraction patterns confirmed that the CeO2 thin film was grown on the YSZ substrate with a cubic-on-cubic type epitaxial relationship.

STEM observation and EELS analysis

GBs were observed using STEM (JEM-ARM200CF, JEOL Co. Ltd) operated at 200 keV. EEL spectra were acquired in STEM mode by an Enfina spectrometer (Gatan Inc). Box scan area for EELS analysis is shown in Fig. 1a–e. Multiple times of the area shown from (a–e) along the GB direction were taken, respectively. Integration time is 15s for each measurement, and box scan were carried out for five different areas in each GBs. The intensity ratio of Ce M4,5 edge is used for the analysis, since it is sensitive to the oxidation state of Ce and further provide quantitative information on the GB oxygen vacancies19,20,28,29,30.

Theoretical calculations

For theoretical calculations, the most stable GB translation states were first determined by the static lattice calculation with GULP code for all the GBs. Buckingham potentials with potential parameters reported by Minervini et al. were used41. Both oxygen stoichiometry and nonstoichiometric model for the GBs were calculated. For nonstoichiometric GB model, oxygen atoms near the GB were systematically removed so that oxygen vacancies were introduced19. Then the most stable GB structure obtained including both stoichiometry and nonstoichiometric GB models were further optimized by the density functional theory (DFT) calculations using VASP code. Local-spin density approximation (LDSA) + U formalism were used and Ueff was set to 6 eV followed the previous studies19,20, with 2× 1× 2 k-point grids and a cut-off energy of 330 eV. It was demonstrated that GB atomic structure is little affected by the value of Ueff19. All the atoms were relaxed until the residual forces were less than 0.05 eV/Å. Note that the GB structures obtained by the DFT calculation retain almost the same structures of those predicted by static lattice calculations.

ESM measurement

AFM studies were performed with a commercial system (JEOL JSPM-5200) controlled externally by a computer via custom-written LabVIEW and MATLAB codes42. ESM imaging and BEPS ESM were carried out using a BE centered around the resonance frequency of the cantilever in contact with the sample, about 300~380 kHz in this case. The bipolar triangular waveform consist of 72 pulses with the maximum voltage of 15 V was applied to a Pt/Cr coated probe (BudgetSensors Multi75E-G). Backside of YSZ bicrystals are connected to the ground. Here, foreside is defined to be the probe contacting face of YSZ bicrystals. The measurements were performed with 3 V amplitude BE waveform between each pulse. Excitation generation and data acquisition was performed by National Instruments boards.

Additional Information

How to cite this article: Feng, B. et al. Atomic structures and oxygen dynamics of CeO2 grain boundaries. Sci. Rep. 6, 20288; doi: 10.1038/srep20288 (2016).

Supplementary Material

Supplementary Information
srep20288-s1.pdf (403.3KB, pdf)

Acknowledgments

We thank Prof. T. Mizoguchi, Dr. T. Tohei (University of Tokyo), Prof. Y. Sato (Kyushu University) for discussion and assistance with the theoretical calculations. B.F. and I.S. are supported as a Japan Society for the Promotion of Science (JSPS) research fellow. This work is supported by a Grant-in-Aid for Scientific Research on Innovative Areas “Nano Informatics” (Grant No. 25106003, 25106007) from JSPS and “Nanotechnology Platform” (Project No. 12024046) of the Ministry of Education, Culture, Sports, Science and Technology (MEXT), Japan. This work was partially supported by Grants-in-Aid for Scientific Research (A) (15H02290) and Young Scientists (B) (26820291) from the JSPS. A part of this work was done by supercomputer system in the Institute of Solid State Physics.

Footnotes

Author Contributions B.F. fabricated the bicrystal substrates, carried out STEM experiments, theoretical calculations and wrote the paper. I.S. carried out ESM measurements. H.H. supported the STEM experiments and theoretical calculations. H.O. fabricated the bicrystal CeO2 thin films. N.S. supported and advised the experiments. Y.I. discussed the results and directed the entire study. All authors read and commented on the manuscript.

References

  1. Steele B. C. H. Running on natural gas. Nature. 400, 619–621 (1999). [Google Scholar]
  2. Steele B. C. H. & Heinzel A. Materials for fuel-cell technologies. Nature. 414, 345–352 (2001). [DOI] [PubMed] [Google Scholar]
  3. Shao Z. & Haile S. M. A high-performance cathode for the next generation of solid-oxide fuel cells. Nature. 431, 170–173 (2004). [DOI] [PubMed] [Google Scholar]
  4. Choi Y., Mebane D. S., Wang J.-H. & Liu M. Continuum and Quantum-Chemical Modeling of Oxygen Reduction on the Cathode in a Solid Oxide Fuel Cell. Top. Catal. 46, 386–401 (2007). [Google Scholar]
  5. Chroneos A., Yildiz B., Tarancón A., Parfitt D. & Kilner J. A. Oxygen diffusion in solid oxide fuel cell cathode and electrolyte materials: mechanistic insights from atomistic simulations. Energy Environ. Sci. 4, 2774–2789 (2011). [Google Scholar]
  6. Atkinson A. et al. Advanced anodes for high-temperature fuel cells. Nature Mater. 3, 17–27 (2004). [DOI] [PubMed] [Google Scholar]
  7. Brandon N. P., Skinner S. & Steele B. C. H. Recent advances in materials for fuel cells. Ann. Rev. Mater. Res. 33, 183–213 (2003). [Google Scholar]
  8. Sato Y. et al. Role of Pr Segregation in Acceptor-State Formation at ZnO Grain Boundaries. Phys. Rev. Lett. 97, 106802 (2006). [DOI] [PubMed] [Google Scholar]
  9. Lee W. et al. Oxygen Surface Exchange at Grain Boundaries of Oxide Ion Conductors. Adv. Funct. Mater. 22, 965–971 (2012). [Google Scholar]
  10. Buban J. P. et al. Grain boundary strengthening in alumina by rare earth impurities. Science. 311, 212–215 (2006). [DOI] [PubMed] [Google Scholar]
  11. Guo X. & Waser R. Electrical properties of the grain boundaries of oxygen ion conductors: Acceptor-doped zirconia and ceria. Prog. Mater Sci. 51, 151–210 (2006). [Google Scholar]
  12. Yang N. et al. Effect of doping on surface reactivity and conduction mechanism in samarium-doped ceria thin films. ACS Nano. 8, 12494–12501 (2014). [DOI] [PubMed] [Google Scholar]
  13. Sun L., Marrocchelli D. & Yildiz B. Edge dislocation slows down oxide ion diffusion in doped CeO2 by segregation of charged defects. Nat. Commun. 6, 6294 (2015). [DOI] [PubMed] [Google Scholar]
  14. Lei Y., Ito Y., Browning N. D. & Mazanec T. J. Segregation effects at grain boundaries in fluorite-structured ceramics. J. Am. Ceram. Soc. 85, 2359–2363 (2002). [Google Scholar]
  15. Skorodumova N., Simak S., Lundqvist B., Abrikosov I. & Johansson B. Quantum Origin of the Oxygen Storage Capability of Ceria. Phys. Rev. Lett. 89, 166601 (2002). [DOI] [PubMed] [Google Scholar]
  16. Chueh W. C., Hao Y., Jung W. & Haile S. M. High electrochemical activity of the oxide phase in model ceria-Pt and ceria-Ni composite anodes. Nature Mater. 11, 155–161 (2012). [DOI] [PubMed] [Google Scholar]
  17. Papaefthimiou V. et al. On the Active Surface State of Nickel-Ceria Solid Oxide Fuel Cell Anodes During Methane Electrooxidation. Adv. Energy Mater. 3, 762–769 (2013). [Google Scholar]
  18. Chen D., Bishop S. R. & Tuller H. L. Praseodymium-cerium oxide thin film cathodes: Study of oxygen reduction reaction kinetics. J. Electroceram. 28, 62–69 (2012). [Google Scholar]
  19. Hojo H. et al. Atomic structure of a CeO2 grain boundary: the role of oxygen vacancies. Nano Lett. 10, 4668–4672 (2010). [DOI] [PubMed] [Google Scholar]
  20. Feng B. et al. Atomic structure of a Σ3 [110]/(111) grain boundary in CeO2. Appl. Phys. Lett. 100, 073109 (2012). [Google Scholar]
  21. Shibata N. et al. Atomic-scale imaging of individual dopant atoms in a buried interface. Nature Mater. 8, 654–658 (2009). [DOI] [PubMed] [Google Scholar]
  22. Wang Z. et al. Atom-resolved imaging of ordered defect superstructures at individual grain boundaries. Nature. 479, 380–383 (2011). [DOI] [PubMed] [Google Scholar]
  23. Doria S. et al. Nanoscale mapping of oxygen vacancy kinetics in nanocrystalline Samarium doped ceria thin films. Appl. Phys. Lett. 103, 171605 (2013). [Google Scholar]
  24. Kumar A., Ciucci F., Morozovska A. N., Kalinin S. V. & Jesse S. Measuring oxygen reduction/evolution reactions on the nanoscale. Nat. Chem. 3, 707–713 (2011). [DOI] [PubMed] [Google Scholar]
  25. Kumar A. et al. Variable temperature electrochemical strain microscopy of Sm-doped ceria. Nanotechnology. 24, 145401 (2013). [DOI] [PubMed] [Google Scholar]
  26. Jesse S. et al. Band excitation in scanning probe microscopy: recognition and functional imaging. Annu. Rev. Phys. Chem. 65, 519–536 (2014). [DOI] [PubMed] [Google Scholar]
  27. Tong W., Yang H., Moeck P., Nandasiri M. I. & Browning N. D. General schema for [001] tilt grain boundaries in dense packing cubic crystals. Acta Mater. 61, 3392–3398 (2013). [Google Scholar]
  28. Garvie L. A. J. & Buseck P. R. Determination of Ce4+/Ce3+ in electron-beam-damaged CeO2 by electron energy-loss spectroscopy. J. Phys. Chem. Solids. 60, 1943–1947 (1999). [Google Scholar]
  29. Fortner J. A. & Buck E. C. The chemistry of the light rare-earth elements as determined by electron energy loss spectroscopy. Appl. Phys. Lett. 68, 3817–3819 (1996). [Google Scholar]
  30. Wu L. et al. Oxidation state and lattice expansion of CeO2-x nanoparticles as a function of particle size. Phys. Rev. B. 69, 125415 (2004). [Google Scholar]
  31. Yan Y. et al. Impurity-Induced Structural Transformation of a MgO Grain Boundary. Phys. Rev. Lett. 81, 3675–3678 (1998). [Google Scholar]
  32. Sato Y., Roh J.-Y. & Ikuhara Y. Grain-boundary structural transformation induced by geometry and chemistry. Phys. Rev. B. 87, 140101 (2013). [Google Scholar]
  33. Kim Y. M. et al. Probing oxygen vacancy concentration and homogeneity in solid-oxide fuel-cell cathode materials on the subunit-cell level. Nature Mater. 11, 888–894 (2012). [DOI] [PubMed] [Google Scholar]
  34. Shibata N., Oba F., Yamamoto T. & Ikuhara Y. Structure, energy and solute segregation behaviour of [110] symmetric tilt grain boundaries in yttria-stabilized cubic zirconia. Philos. Mag. 84, 2381–2415 (2004). [Google Scholar]
  35. An J. et al. Atomic scale verification of oxide-ion vacancy distribution near a single grain boundary in YSZ. Sci. Rep. 3, 2680 (2013). [DOI] [PMC free article] [PubMed] [Google Scholar]
  36. Jia C. & Urban K. Atomic-Resolution Measurement of oxygen concentration in oxide materials. Science. 303, 2001–2004 (2004). [DOI] [PubMed] [Google Scholar]
  37. An J. et al. MEMS-based thin-film solid-oxide fuel cells. MRS Bull. 39, 798–804 (2014). [Google Scholar]
  38. Jesse S., Kalinin S. V., Proksch R., Baddorf A. P. & Rodriguez B. J. The band excitation method in scanning probe microscopy for rapid mapping of energy dissipation on the nanoscale. Nanotechnology. 18, 435503 (2007). [Google Scholar]
  39. Jesse S. & Kalinin S. V. Band excitation in scanning probe microscopy: sines of change. J. Phys. D: Appl. Phys. 44, 464006 (2011). [Google Scholar]
  40. Park J. S., Holme T. P., Shim J. H. & Prinz F. B. Improved oxygen surface exchange kinetics at grain boundaries in nanocrystalline yttria-stabilized zirconia. MRS Commun. 2, 107–111 (2012). [Google Scholar]
  41. Minervini L., Zacate M. O. & Grimes R. W. Defect cluster formation in M2O3-doped CeO2. Solid State Ionics. 116, 339–349 (1999). [Google Scholar]
  42. Sugiyama I. et al. Spatially-resolved mapping of history-dependent coupled electrochemical and electronical behaviors of electroresistive NiO. Sci. Rep. 4, 6725 (2014). [DOI] [PMC free article] [PubMed] [Google Scholar]

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