Alessandro Chiara1, Francesco Giannici1, Candida Pipitone1, Alessandro Longo2,3, Chiara Aliotta1, Marianna Gambino1, Antonino Martorana1. 1. Dipartimento di Fisica e Chimica, Università di Palermo, viale delle Scienze, I-90128 Palermo, Italy. 2. Istituto per lo Studio dei Materiali Nanostrutturati (ISMN)-CNR, UOS Palermo, Via Ugo La Malfa, 153, 90146 Palermo, Italy. 3. European Synchrotron Radiation Facility, 71, avenue des Martyrs, Grenoble, F-38000, France.
Abstract
The literature concerning protonic ceramic devices is critically reviewed focusing the reader's attention on the structure, composition, and phenomena taking place at solid-solid interfaces. These interfaces play a crucial role in the overall device performance, and the relevance of understanding the phenomena taking place at the interfaces for the further improvement of electrochemical protonic ceramic devices is therefore stressed. The grain boundaries and heterostructures in electrolytic membranes, the electrode-electrolyte contacts, and the interfaces within composite anode and cathode materials are all considered, with specific concern to advanced techniques of characterization and to computational modeling by ab initio approaches. An outlook about future developments and improvements highlights the necessity of a deeper insight into the advanced analysis of what happens at the solid-solid interfaces and of in situ/operando investigations that are presently sporadic in the literature on protonic ceramic devices.
The literature concerning protonic ceramic devices is critically reviewed focusing the reader's attention on the structure, composition, and phenomena taking place at solid-solid interfaces. These interfaces play a crucial role in the overall device performance, and the relevance of understanding the phenomena taking place at the interfaces for the further improvement of electrochemical protonic ceramic devices is therefore stressed. The grain boundaries and heterostructures in electrolytic membranes, the electrode-electrolyte contacts, and the interfaces within composite anode and cathode materials are all considered, with specific concern to advanced techniques of characterization and to computational modeling by ab initio approaches. An outlook about future developments and improvements highlights the necessity of a deeper insight into the advanced analysis of what happens at the solid-solid interfaces and of in situ/operando investigations that are presently sporadic in the literature on protonic ceramic devices.
Entities:
Keywords:
H-SOC; H-SOEC; H-SOFC; PCFC; ab initio modeling; advanced characterization; protonic ceramic cells; solid−solid interfaces
It is a fact that, although proton-conducting solid oxide cells
(H-SOC) represent in principle the most rational architecture for
intermediate-temperature solid oxide fuel cell (SOFC)[1] and solid oxide electrolysis cell (SOEC)[2] applications, the oxide ion-conductor devices (O-SOC) are
closer to technological maturity. However, the latest achievements
of power density for H-SOFCs are becoming comparable to O-SOFCs,[3−6] and also in the field of high-intermediate temperature electrolyzers,
where O-SOEC are reaching the level of technological exploitation,[7,8] the interest in the development of H-SOECs[9,10] and
of reversible cells based on proton-conducting electrolytes[11] is steadily increasing.Boosted by this
positive trend, researchers’ creativity
aims at further improvements to overcome the issues of protonic ceramics
toward the development of effective energy materials. The issues of
grain boundary resistivity, electrolyte stability, and chemical reactivity
of the electrode–electrolyte couples have been long recognized
as crucial[12,13] and are still pivotal for the
development of proton-conducting electrolyzers[9,10] and
proton-conducting fuel cells,[14,15] together with the quest
for electrode materials specifically tailored for proton conducting
electrolytes.[16−20]Regarding what concerns proton-conducting ceramic electrolytes,
most of the research activity is focused on the grain-boundary (GB)
resistivity, which severely hampers the overall conductivity of electrolytes
based on BaCeO3 (BCO) and BaZrO3 (BZO), but
constitutes a drawback also in less exploited materials.[21] Acceptor-doped BZO, due to its better chemical
stability, is usually preferred to BCO in device fabrication. It shows
however a wide gap of two orders of magnitude between bulk and grain
boundary conductivity at operative temperatures.[22] The high grain boundary resistance is then tackled by various
strategies, which include the use of sintering aids to decrease the
densification temperature, pursuing new device fabrication pathways,
or exploiting new formulations, possibly involving heterostructures.
In the electrode compartment, the most common fuel electrodes are
Ni-cermets constituted of NiO mixed with the same oxide used for the
electrolytic membrane. Alternative strategies for all-ceramic anodes
or composites produced by in situ exsolution of metal particles from
the oxide matrix are also pursued. However, the research activity
on electrodes is mainly addressed toward the development of suitable
air electrode materials, as this is the bottleneck of the device performance.
The formulation of specially designed air electrodes points to the
development of triple-conducting materials, able to act as catalysts
and to conduct protons, electrons, and oxide ions. This goal can be
achieved by single-phase compounds, by composites assembled with electrolyte
oxides and traditional cathodic SOFC compounds, or by composites with
specific formulations, sometimes produced by a one-pot synthesis.The research activity in these briefly outlined fields was exhaustively
reported in recent reviews.[23,14,9,10,15,24−26] Rather than giving a
further general account on H-SOC studies, this paper aims at drawing
the reader’s attention to the advisability of investigations,
carried out by advanced experimental and modellistic approaches, of
what happens at the interfaces between the different components of
a proton-conducting solid oxide device. Actually, the effective design
of new materials and of device architectures cannot disregard the
segregation of dopants and the interdiffusion of cations, eventually
resulting in the growth of interface phases, the atomic structure
and composition at electrolyte grain boundaries, and the mechanisms
governing the transport of protons at interfaces. Then, the review
is focused on the solid state contacts, whereas the interfaces of
electrodes with the reactive gases are not considered, except for
some reference to the overall performance of relevant devices.The properties of solid–solid interfaces constitute a crucial
topic also in other fields of research, and in particular for all-solid
state batteries. Cathode–electrolyte, anode–electrolyte,
and interparticle interfaces in this field are investigated by computational
modeling and experimental techniques, making reference also to in
situ/operando approaches; it is worth noticing that the pivotal issues
highlighted in this review, such as advanced characterization of interfaces,
real time investigations, and modeling of interface processes, are
shared with the recent literature on batteries and recently reviewed;[27,28] these papers could provide stimulating cues for the research activity
on protonic ceramic devices.The sections of this review account
for the most representative
case studies aiming at obtaining a deeper insight into the structure
and phenomena occurring at the interfaces of electrolytes, divided
into electrolytes (section 2: Electrolyte Grain Boundaries and section 3: Heterointerfaces in Electrolytes), anodes (section 4: Anode Interfaces),
and cathodes (section 5: Cathode Interfaces). The lack of investigations of protonic ceramic materials under
operation is highlighted in the short section 6:
In Situ/Operando Studies and, finally, in section 7: Concluding Remarks, we draw some overall considerations
and focus on specific questions for the future development of protonic
ceramic solid oxide electrochemical devices.
Electrolyte
Grain Boundaries
Grain boundaries (GB) constitute a hindrance
for proton transport
in polycrystalline proton-conducting oxides. The blocking character
of grain boundaries is widely ascribed to an excess of positive charge
in the grain boundary core, which induces electron accumulation and
depletion of protons, oxygen vacancies, and electron holes in the
adjacent space charge zones. This important drawback of proton conductors
has been investigated for several years starting from the fundamental
papers on GB conductivity by Maier and his group.[29] A comprehensive review on GB ionic conduction in oxide
systems was recently given by Gregori et al.[23]Among the huge literature studies on GB proton conductivity
of
oxide materials, we cite some papers[30−33] concerned with the dependence
of the grain boundary width on the dopant concentration and on the
uneven distribution of acceptor dopants between GB core and space
charge regions, as indicative examples of the relevance of nanometer
resolution for the investigation of GBs by direct experimental measurements.Studies on H-SOFCs grain boundaries were carried out by (scanning)
transmission electron microscopy ((S)TEM)[34−36] and by related
elemental analyses, such as energy dispersive X-ray fluorescence (EDX)
and electron energy loss spectroscopy (EELS), the latter allowing
also some information on the oxidation state of elements; a recent
advance in atom probe tomography (APT) gave the opportunity of GB
imaging at nanometric resolution.[37,38] These techniques
find a powerful complementary use of structural (X-ray diffraction
(XRD), X-ray absorption spectroscopy (XAS)) or analytical probes (low
energy ion scattering (LEIS), secondary ions mass spectroscopy (SIMS))
and, of course, of electrochemical impedance spectroscopy (EIS) for
the functional characterization. In parallel with experimental approaches, ab initio computational modeling can give useful indications
about the structure and composition of grain boundaries, and energy
barriers for proton transport.Despite well-known drawbacks,
entailing low proton conductivity[39] and
interaction with the electrodes,[40,41] and perhaps
precluding the technological development of electrochemical
devices based on LaNbO4 (LNO),[42] alkaline earth-doped lanthanum niobate oxides were the subject of
papers involving advanced computational and experimental approaches[43,44,21] that can be taken as reference
for GB investigations.In particular, the GB structure of the
proton conductor La0.99Sr0.01NbO4-d (LSNO) was recently
investigated by Li et al.[21] using high
resolution transmission electron microscopy (HRTEM) and LEIS. The
micrograph of the grain boundary region (Figure a) evidenced that the GB was well crystallized,
with no amorphous or secondary phase present. The elemental analysis
(Figure b) was carried
out at the spots marked in Figure a, giving evidence of an Sr enrichment across the grain
boundary and hinting at the increasing concentration of negative SrNb′ defects
(in Kröger–Vink notation) going toward the grain boundary
core. The positive GB core, only partially screened by the effective
negative charge of the dopant, determines the charge carrier depletion
in the space charge layer. The LEIS spectra were taken on the surface
of the as-sintered sample, on the as-polished surface and after different
annealing treatments. The as-sintered sample shows Sr surface segregation
that is removed by polishing, exposing a bulk-composition fresh surface,
while the successive annealings at different temperatures restore
the Sr surface enrichment. In agreement with the mechanism of surface
enrichment put forth by Druce et al.,[45] it is proposed that the Sr diffusion toward the surface proceeds
mainly via grain boundary pathways, due to the larger dopant concentration
in the GB region. The formation of a Sr-rich surface phase and the
reduced concentration of surface oxygen vacancies could have the effect
of blocking water intake and impeding proton diffusivity.[46]
Figure 1
(a) HRTEM micrograph of a La0.99Sr0.01NbO4-d GB. (b) EDX elemental analyses relative
to the spots
labeled in (a). Adapted from ref (21). Copyright 2017 American Chemical Society.
(a) HRTEM micrograph of a La0.99Sr0.01NbO4-d GB. (b) EDX elemental analyses relative
to the spots
labeled in (a). Adapted from ref (21). Copyright 2017 American Chemical Society.In recent studies, laser-assisted atom-probe-tomography
(LAAPT)
was used to analyze the grain boundary chemical composition of a BZY10
(BaZr0.9Y0.1O3-δ) electrolyte.[37] In the LAAPT technique, ions from the sample
are evaporated by a laser pulse. The time-of-flight of the vaporized
species against a microchannel plate is used to reconstruct the three-dimensional
composition with sub-nanometric resolution.[47] In the cited paper,[37] LAAPT was used
to analyze the GB composition of a BZY10 electrolyte and allowed the
researchers to demonstrate the segregation of oxygen vacancies at
the GB core and of yttrium at GB core and in the space charge region.
The charge density distribution was then derived by solving the Poisson–Boltzmann
equation for the grain boundary potential. Figure shows the charge distribution in the grain
boundary region, giving direct evidence of a positive charge distribution
at GB. From the calculated charge distribution, the variation of the
electrostatic potential along the lines crossing the GB and drawn
in Figure a was derived
(Figure b).
Figure 2
(a) Contour
map of the charge distribution in the grain boundary
region of the BZY electrolyte. The red-green zone corresponds to the
GB region. Red color denotes positive and blue negative charge, according
to the reported scale bar. (b) Electrostatic potential across the
lines of Figure a.
Adapted from ref (37). Copyright 2016 American Chemical Society.
(a) Contour
map of the charge distribution in the grain boundary
region of the BZY electrolyte. The red-green zone corresponds to the
GB region. Red color denotes positive and blue negative charge, according
to the reported scale bar. (b) Electrostatic potential across the
lines of Figure a.
Adapted from ref (37). Copyright 2016 American Chemical Society.Following this pioneering paper, the atom probe tomography (APT)
was recently applied by Burton et al.[38] to the investigation of grain boundaries in a BaCe0.8Y0.2O3−δ-Ce0.8Y0.2O2−δ composite membrane (BCY-YDC),
where the BCY proton conductor and the YDC oxygen-ion and, in reducing
environment, electronic conductor are assembled to fabricate a material
for hydrogen separation.[48] Burton et al.
analyzed the three different YDC/YDC, BCY/BCY, and BCY/YDC phase boundaries
within the YDC-BCY membrane and measured various GBs samples for each
phase boundary type, reconstructing the respective 3D structure and
GB composition. The observed differences between the samples allowed
the researchers to conclude that the strategies for GB conductivity
improvement should be accompanied by suitable correlation between
the macroscale electrochemical behavior with the nanoscale structural/compositional
analysis in order to tailor materials with improved performances.
Among the strategies adopted to mitigate the GB core positivity, we
cite the annealing treatments to increase the concentration of negative
acceptor dopant defects in the space charge region[49,34] and GB decoration by acceptor dopants;[50] in fact, these attempts and the other similar cases with oxide-ion
conductors (e.g.,[51,52]) should require suitable investigations
in order to monitor the structure and composition of the GBs engineered
in this way and their stability in operative conditions.For
an atomic-level understanding of the segregation of charged
defects at the GB core and of the consequent mobile charge carrier
depletion in the adjacent space charge region, the experimental approaches
described above were complemented by computational modellization of
grain boundaries. Starting from the consideration that the GB proton
resistivity in barium zirconate is an intrinsic feature of the oxide,
Helgee et al.[53] calculated by DFT the segregation
energies of oxygen vacancies and of proton defects in three different
symmetric BZO GBs, finding segregation energies ranging from −0.5
to −1.5 eV, depending on the core GB plane. These values were
used as input to the space charge layer (SCL) model, obtaining the
charge profiles and the electrostatic potential as a function of the
distance from the core GB plane.Similar calculations were reported
in other papers,[54,55] and in particular an interesting
interpretation of the different
grain boundary resistivity in BCO and in BZO was given.[22] In this paper, it is reported that protons are
more stable in bulk BCO, with a formation energy of about 0.4 eV lower
than in BZO; this difference is mainly ascribed to the higher flexibility
of the BCO network, allowing for interoctahedral nearly linear and
shorter hydrogen bonds, whereas these bonds are bent, longer, and
intraoctahedral in BZO (Figure a, “Bulk” drawings). On the other hand, the
insertion of protons in the distorted GB region does not require major
structural rearrangements (Figure a, “G1” and “G2” drawings),
and therefore the elastic properties of the two oxides become less
important. Then, the strained GB structure leads to a similar proton
local environment for BCO and BZO. As a consequence, the proton segregation
energy, calculated as the difference between the formation energies
in the GB and in the bulk:becomes more negative
for BZO, due to the
definitely lower proton defect formation energy in bulk BCO.
Figure 3
(a) Local environment
of protons in bulk and GBs. Upper drawings
are relative to BZO, lower drawings to BCO (Zr blue, O red, Ce green):
“Bulk” labels bulk proton configurations of BZO and
BCO; “G1” labels the GB proton configurations relative
to the symmetric boundary drawn in (b); “G2” labels
the GB proton configurations relative to the symmetric boundary drawn
in (c). (b) and (c) refer to the cubic cell of BZO; for the BCO tetragonal
unit cell the G1 and G2 configurations spread into several similar
configurations. Adapted from ref (22). Copyright 2017 American Chemical Society.
(a) Local environment
of protons in bulk and GBs. Upper drawings
are relative to BZO, lower drawings to BCO (Zr blue, O red, Ce green):
“Bulk” labels bulk proton configurations of BZO and
BCO; “G1” labels the GB proton configurations relative
to the symmetric boundary drawn in (b); “G2” labels
the GB proton configurations relative to the symmetric boundary drawn
in (c). (b) and (c) refer to the cubic cell of BZO; for the BCO tetragonal
unit cell the G1 and G2 configurations spread into several similar
configurations. Adapted from ref (22). Copyright 2017 American Chemical Society.A modellistic approach to GB analysis was pursued
also by Polfus
et al.,[56] who calculated the defects segregation
energies at the (021)[100] symmetric tilt boundary of Y-doped barium
cerate. The considered defects were VO••, OHO•, YCe′, CeCe′, and (VO•• CeCe′)•,
and in particular electron defects were treated as localized Ce3+ small polarons strongly bound to oxygen vacancies. According
to the authors’ speculation, these defects may acquire a relevant
role of n-type grain boundary conduction under a reducing environment
in Ce-containing electrolyte formulations.In the effort to
overcome the grain boundary issues of BaZrO3-related materials,
sintering aids were exploited since the
early 2000s[57] until today.[58−60] Very recently, Luo et al.[36] reported
electrical measurements showing a definite increase of conductivity
with respect to the membrane formed with BZY alone; these improvements
were correlated to the lower sintering temperature allowed by the
sintering aids, that limits Ba loss and promotes grain growth and
densification. On the other hand, the very recent mini review by Li
et al.,[25] with the eloquent title: “Sintering
aids for proton-conducting oxides: A double-edged sword?” raises
the question about the real suitability of sintering aids to overcome
the poor sinterability of barium zirconate-based membranes. Actually,
the debate is presently open, and the evidence for and against sintering
aids is contradictory, depending on the overall appraisal of the device
performance or on the assessment of the electrolyte properties. The
opposition party, in particular, claims that the sintering aid decreases
water uptake and proton conductivity of BZY electrolytes, while increasing
hole conductivity.[61] This debate concerns
also the “solid state reactive sintering” (SSRS), consisting
of adding a small amount of sintering aid, usually NiO, in the mixture
of the precursors of the electrolyte membrane and carrying out directly
the sintering procedure.[62] The question
was recently addressed by Huang et al.,[63] who compared the behavior of three different BZY membranes, prepared
by (i) SSRS, (ii) spark plasma sintering of BaCO3 + YSZ
as a NiO-free reference, (iii) traditional solid state synthesis starting
from the single oxides BaO, ZrO2, Y2O3, and NiO. The hydrated samples were subjected to thermogravimetric
analysis to determine the amount of water uptake, finding that the
addition of NiO decreased the capacity of water uptake and then the
concentration of charge carriers. Moreover, EIS data evidenced an
increased grain boundary resistivity. The most probable Ni locations
were hypothesized in grain boundary phases such as BaY2NiO5 and BaNiO2, while a lower probability
was attributed to interstitial defect clusters VBa′′Nii•• within the barium zirconate matrix;
in all these cases, the incorporation of Ni involved annihilation
of oxygen vacancies and then a decreased concentration of OHO• defects. Some indication about the fate of Ni
in BZY came from the XAS experiments performed by Han et al.,[64] demonstrating the formation of the cluster VBa′′Nii•• and, by XANES spectroscopy, that the average valence of Ni was lower
than 3+. This last result is coherent with the increased lattice constant
of BZY as a function of the oxidation state of Ni determined by XRD,
implicitly confirming that Ni is also inserted in the BZY matrix;
the authors argue that the excess Ba is likely driven to the GB, where
an amorphous Ba-containing phase boosts the sintering of BZY grains.The detrimental effect of sintering aids can even take place due
to interdiffusion of cations coming from anode and cathode materials
used in the assembly of H-SOCs, as demonstrated by Han et al.[65] These authors introduced Mn, Co, and Fe into
the BZY matrix by a solid state reaction and observed the interdiffusion
by XANES spectroscopy; then, electrochemical analysis proved the decrease
of proton conductivity and proton transport number with respect to
pure BZY. A similar conclusion was drawn by Shimada et al.,[66] who demonstrated by field emission-electron
probe microanalysis (FE-EPMA) the diffusion of Ni into the BCZYYb
(BaZr0.1Ce0.7Y0.1Yb0.1O3−δ) matrix originated in an anode-supported
cell by cosintering of the BCZYYb/Ni-BCZYYb electrolyte/anode couple.
Also in this case electrochemical analysis evidenced the degradation
of proton conductivity. Notably, a not so different route, consisting
of a Ni-BaCe0.55Zr0.3Y0.15O3-δ anode-assisted densification of a 5 μm-thick BaCe0.55Zr0.3Y0.15O3-δ electrolyte,
gave an excellent power density peak of 1300 mW/cm–2 at 600 °C.[67] Good results, as concerns
the introduction of sintering aids, were achieved also by Yang et
al.,[68] who prepared by a Pechini method
an electrolyte with composition BaCe0.68Zr0.1Y0.1Yb0.1Cu0.02O3−δ (BCZYYC2) and assembled a reversible Ni–BCZYYC2/BCZYYC2/LSN–BCZYYC2
SOC device exhibiting remarkable electrochemical performance and stability
in fuel cell and electrolyzer operation modes.Among the strategies
to overcome grain boundary issues, the idea
of eliminating grain boundaries by a columnar architecture of the
BZY layer deserves a citation;[69,70] the latter study reached
a peak power output of 740 mW/cm–2 at 600 °C
with an anode-supported BZY layer 2.5 μm thick grown by pulsed
laser deposition (PLD).Finally, it is worth noticing that barium
cerate-based materials
could partially overcome their issues of chemical reactivity by using
straightforward recipes. Kim et al.[71] outlined
two approaches, based on the BaO-CeO2 phase diagram (Figure a) and on a careful
analysis of the composition and structure of BaCeO3 grain
boundaries (Figure c). In Figure a,
the yellow zone corresponds to the simultaneous presence of BaCeO3 and an amorphous Ba-containing phase; the latter, with varying
thicknesses, is recognizable in the GB micrographs of Figure c, relative to a barium cerate
sample sintered at 1400 °C. It was demonstrated that this Ba-rich
amorphous phase is originated by a 3–5 atom % of Ce in the
A perovskite site, leading to an excess Ba amount and to its rearrangement
in the GB amorphous phase, if the ideal 1:1 stoichiometric composition
of BaCeO3 is fulfilled in the oxide synthesis. To avoid
the formation of the intergranular amorphous phase, which is responsible
for the infiltration of H2O and CO2 producing
the failure of the compound, two methods were proposed. The first
method is to prepare the oxide with a slight Ba deficiency, and the
second is to perform sintering at 1400 °C followed by a lower
temperature annealing at 1150 °C. Both recipes allow getting
out of the yellow zone in Figure a and lead to the drastic reduction, or even elimination,
of the amorphous region. Correspondingly, an improved GB conducibility
is attained, and the energy barrier for proton diffusion is lowered
(Figure b).
Figure 4
(a) BaO-CeO2 phase diagram; the yellow zone is relative
to the coexistence of BaCeO3 + a Ba-containing amorphous
phase; (b) conductivities and energy barriers in correspondence of
the stoichiometric and substoichiometric Ba content; (c) TEM micrographs
of the amorphous intergrain phase; (d) grain boundaries in correspondence
of substoichiometric Ba content. Adapted from ref (71). Copyright 2018 American
Chemical Society.
(a) BaO-CeO2 phase diagram; the yellow zone is relative
to the coexistence of BaCeO3 + a Ba-containing amorphous
phase; (b) conductivities and energy barriers in correspondence of
the stoichiometric and substoichiometric Ba content; (c) TEM micrographs
of the amorphous intergrain phase; (d) grain boundaries in correspondence
of substoichiometric Ba content. Adapted from ref (71). Copyright 2018 American
Chemical Society.In summary, the direct
observation of GB structure in protonic
electrolytes is challenging and not frequently pursued; the ab initio
computational approaches are rarely pursued too, but they can provide
hints about the dependence of the grain boundary resistivity on the
mutual orientation and atomic structure of contacting grains and,
perhaps, an outlook on the strategies for overcoming carrier depletion
in the space charge layer. Structural techniques such as XRD and XAS,
in synergy with high resolution microscopy, can provide the necessary
information for an assessment of materials synthesis and device engineering
that are often left to the mere appraisal of the overall device performance.
Heterointerfaces in Electrolytes
The close contact
between different materials can give rise to
novel properties that can be tailored by suitable interface engineering.
So, epitaxial growth of thin layers on an underlying crystal facet
and multilayered or vertically aligned architectures can enhance,
in the field of electrochemical devices, ionic conductivity and electrocatalyst
activity. These peculiar properties can be achieved exploiting various
effects, ranging from modified electronic structure, strain induced
by the misfit between different lattices, or asymmetric space charge
taking place due to the different composition of the facing materials.
A comprehensive review on heterostructures in electrochemical solid
oxide devices was recently authored by Zhao et al.[26]The heterointerfaces in proton conductors have been
investigated
by both advanced experimental techniques and by computational modeling.
Polfus et al.[72] studied the heterostructure
BaZrO3(001)/MgO(001), which displays a small mismatch of
0.25% between the periodicities of the two oxides, focusing the DFT
modeling on the space charge depletion originated by the positively
charged interface. A similar approach was applied by Saeed et al.[73] to the study of the heterointerface BaZrO3/SrTiO3 (BZO/STO). By ab initio DFT calculations,
these authors demonstrated that the negative segregation energies
of VO•• and OHO• in BaZrO3 with respect to SrTiO3 determines the formation of a positive potential on the BZO side
(Figure ). Then, the
related depletion layer takes place on the side of STO, which can
act as an effective acceptor dopant for BZO. The increased charge
carrier concentration on the BZO side is eventually at the origin
of its enhanced protonic conductivity.
Figure 5
Charge carrier concentration
(red: VO••, blue: OHO•) and potential as a function
of the distance from the BZO/STO interface at 600 K; the dopant acceptor
concentration is kept constant, according to the Mott–Schottky
model. Adapted from ref (73). Copyright 2019 American Chemical Society.
Charge carrier concentration
(red: VO••, blue: OHO•) and potential as a function
of the distance from the BZO/STO interface at 600 K; the dopant acceptor
concentration is kept constant, according to the Mott–Schottky
model. Adapted from ref (73). Copyright 2019 American Chemical Society.The heterointerface BaZrO0.8Y0.2O3−δ/(110)NdGaO3 (BZY/(110)NGO) was
investigated in a series
of papers by experimental and computational approaches. The strong
mismatch of about 10% between the two surfaces was correlated with
the proton conductivity measured by in-plane EIS. The interface structure
and composition was investigated by STEM/EELS,[74] showing the high dislocation density relieving the strain
originated by the mismatch of BZY with (110)NGO; the EELS maps evidenced
Ba depletion and Zr enrichment on the BZY side close to interface.
The high proton conductivity measured by in-plane EIS (about two orders
of magnitude larger than typical BZY bulk conductivity) was correlated
to the distorted interface structure using electrochemical strain
microscopy ( ESM). The latter technique uses the tip of AFM to induce
a local response from a material surface, that is measured as a local
strain. When a proton conducting film is probed, the positively biased
tip injects into the sample protons coming from the dissociation of
the water meniscus at the tip; at the negative bias the reverse reaction
takes place, and in both situations the instrument measures the induced
local strain.Figure shows the
scheme of the experiment, applied to a 300 nm and, respectively, to
a 20 nm thick films. The hysteresis loops are different: while the
hysteresis of the thick film saturates at ±15 V, the thin film
does not saturate. The different behavior is related to the local
strain that induces higher proton conductivity in the interfacial
region and then facilitates in the thinner film the relaxation of
the local perturbation produced by the tip.
Figure 6
(a) ESM hysteresis loops
relative to the response of the two probed
BZY/(110)NGO heterointerfaces with a BZY film thickness of 300 and
20 nm, respectively. (b) Scheme of the experiment: the AFM tip scans
the surface of the two films with a penetration depth of about 20
nm, so the thinner film is probed close to the interface. Reproduced
from ref (74). Copyright
2015 American Chemical Society.
(a) ESM hysteresis loops
relative to the response of the two probed
BZY/(110)NGO heterointerfaces with a BZY film thickness of 300 and
20 nm, respectively. (b) Scheme of the experiment: the AFM tip scans
the surface of the two films with a penetration depth of about 20
nm, so the thinner film is probed close to the interface. Reproduced
from ref (74). Copyright
2015 American Chemical Society.In a subsequent paper by the same group,[75] a 30 nm thickness BZY film was deposited onto the (110)NGO substrate
by PLD and analyzed by high energy photoelectron spectroscopy (HAXPES)
and STEM-EELS. The latter technique gave evidence of the formation
of a columnar region, about 2 × 10 nm wide and extending throughout
the BZY film from the substrate until the surface, where a good deal
of Ba atoms are substituted by Y3+ and Zr4+.
The authors’ interpretation was that, due to the smaller size
of yttrium and zirconium, this substitution was alternative to the
formation of dislocations to relieve the compressive strain at the
BZY/NGO interface. DFT modeling demonstrated that proton hopping is
barrierless in the regions where Y3+ substitutes Ba2+ and is present also in the octahedra surrounding the substituted
A site. So, it was speculated that these columnar channels constitute
privileged pathways for proton conduction.A completely different
heterostructure was conceived by Jeong and
co-workers,[76] who deposited by reactive
cosputtering a thin (1–3.5 μm) BZCY film on an anode
Pd foil. The comparison with a conventional anode-supported cell showed
that the metal-supported cell had a very low distribution of oxygen
vacancies throughout its width, due to the blocking effect of oxide
ions at the Pd anode. Then, the charge neutrality was ensured by an
enhancement of protonic defects, pumped into the electrolyte by the
hydrogen permeable Pd membrane.The reported studies are indicative
of the different ways of enhancing
proton conductivity by different heterointerface architectures: the
computational simulations of Polfus and Saeed[72,73] and the metal-supported cell of Jeong[76] point to different mechanisms of increasing the protonic defect
concentration, while in the papers of Aruta and co-workers[74,75] the interface interaction produces preferential low resistivity
proton pathways. To the best of our knowledge, the papers cited in
this section and a few more[77−79] are the only ones dealing with
heterointerfaces in proton conductors, while the implementation of
these ideas in operating devices seems presently far from being accomplishedt.
On the O-SOC side, the research is definitely more active, producing
also specially tailored device architectures.[80−82]
Anode Interfaces
In most protonic ceramic devices (SOFC
mode), the anode is composed
by Ni-electrolyte cermets. This choice favors the anode-electrolyte
compatibility[40] but, in particular in cosintered
anode-supported devices, determines the diffusion of Ni species into
the electrolyte layer. This diffusion, even when unwanted, acts as
a sintering aid, an effect involving the contrasting evaluations discussed
in section .[65−67]Actually, the anode performance depends also on the fabrication
route; for instance, Bae et al.[83] supported
using PLD a thin BCZY layer on a composite anode consisting of a Ni-BCZY
cermet with a Ni concentration that decreases on going toward the
electrolyte. The so-prepared anode enhanced the mechanical stability
of an electrolyte layer 2 μm thick, and allowed a good peak
power of 635 mW/cm–2 at 600 °C to be obtained.[83] With the aim of avoiding Ni-poisoning of the
electrolyte, the same group[84] fabricated
an anode-supported device consisting of a Ni-YSZ composite, performing
the tasks of electronic conductor and of a mechanically and chemically
stable support. On this support, a thin layer of Ni-BCZY ensuring
the H+ transfer to the electrolyte and, in sequence, the
electrolyte and a BSCF conventional cathode, were deposited by PLD.
The electrolyte deposition was carried out at a temperature of 750
°C, so limiting the diffusion of Ni toward the electrolyte. Following
the strategy of blocking the diffusion of Ni into the electrolyte
layer, Han et al.[85] adopted a device fabrication
consisting of the infiltration of the Ni particles into the BZY porous
backbone of the anode, which was previously cosintered with the electrolyte
at high temperature, while Anggia et al.[86] cut it short proposing an all-ceramic Ni-free (La0.8Sr0.2)(Cr0.5Mn0.5)O3−δ–Ba(Zr0.75Y0.15)O3−δ composite.An alternative way of tailoring anodic materials
is the exsolution
of metal particles from a perovskite oxide of general formula ABO3. The technique is based on the early studies of Irvine and
collaborators, who found that A-site deficiency could trigger the
exsolution of B-site species under reductive environment.[87] The exsolved particles are partially immersed,
or socketed, in the oxide surface and act as a supported catalyst,
with several interesting properties such as control of size, homogeneous
distribution, reversibility of exsolution under oxidation, strong
interaction with the support ensuring stability, and, most important,
synergistic interaction with the oxide.[88,89] A scheme of
the surfacing of a Ni particle from a perovskite is pictorially described
(Figure ) in a recent
paper by Neagu et al.[90]
Figure 7
(a) Nucleation of the
exsolved particle, seeded by Ni dopants segregated
from the perovskite B-site; (b) the Ni particle grows pushing and
lifting the perovskite lattice; (c) a volcano-shaped nanostructure
is formed around the grown particle; (d) the volcano relaxes, but
the Ni particle keeps a strong contact with the oxide matrix. Reproduced
from ref (90). Copyright
2019 American Chemical Society.
(a) Nucleation of the
exsolved particle, seeded by Ni dopants segregated
from the perovskite B-site; (b) the Ni particle grows pushing and
lifting the perovskite lattice; (c) a volcano-shaped nanostructure
is formed around the grown particle; (d) the volcano relaxes, but
the Ni particle keeps a strong contact with the oxide matrix. Reproduced
from ref (90). Copyright
2019 American Chemical Society.An example of Ni-BZY anode obtained by exsolution of the Ni particles
is given in the paper by Duan et al.,[91] who used the SSRS procedure to assemble a cell with very good properties
of durability and tolerance to poisoning. The authors propose a scheme
to explain how the synergistic interaction between the BZY support
and the Ni particles improves the stability of the cell with different
carbonaceous fuels, without anode coking or sulfur poisoning. In summary,
carbon cleaning and desulfurization take place thanks to the intimate
contact between the exsolved Ni particles and the BZY support, allowing
a facile reaction between the poisoning species bound to the catalyst
and the hydroxyls coming from the dissociative water adsorption on
the BZY surface.The exsolution of metal particles was also
exploited for the anode
of a proton conducting electrolyzer cell for the dehydrogenation of
ethane to ethylene.[92] A coking free anode
material is clearly essential for this process: it was constituted
of NiCu(1– metal particles exsolved from a Nb1.33(Ti0.8Mn0.2)0.67O4−δ (NTMO) oxide support. The strong interaction with a model TiO2 support was investigated by a computational DFT approach,
showing in particular that the alloy Ni0.5Cu0.5 has a composition that favors the activation of the C–H bond.
The analysis of the reaction products confirmed the beneficial effect
of the strong metal–support interaction in terms of catalytic
yield, absence of coking, and catalyst stability.In summary,
the anode-electrolyte interfaces, and those between
the different components of a composite anode material, are important
for the performance and durability of the anode compartment. In most
cases, the SOFC anode is a composite Ni-electrolyte, so the main issue
to tackle is the diffusion of Ni, either toward the separating membrane,
or within the anodic material. This goal can be achieved by suitable
electrode fabrication. On the other hand, exsolved metal particles
constitute a very nice example of chemical/morphological stability
and of the synergistic effect between the various components of a
composite anode. These materials are recognized as examples of strong
metal–support interaction (SMSI) in the field of electrochemical
devices, with promising prospects for further improvements.[93] In this respect, computational modeling of the
composite and operando studies could yield useful cues for future
development.
Cathode Interfaces
The effective contact at the cathode/electrolyte interface is crucial
for the operation of electrochemical devices. For protonic ceramic
cells, the quest for specific cathodes overlaps with the issue of
their interaction with electrolytes, so that synthesis of new materials
and device engineering are both challenging and closely correlated.The analysis of what happens at the interface between proton-conducting
electrolytes and electrodes is necessarily related to the different
device fabrication procedures and to the specific electrolyte-electrode
couples. The assembly of a proton-conducting oxide with air electrodes
already designed for O-SOC devices was initially pursued[94−97] and continues to this day.[98−100] A straightforward method to
assess the electrode–electrolyte reactivity is by mixing the
two compounds, forming a pellet to ensure the closest contact, annealing
at a suitable temperature for a given time, and then carrying out
an XRD measurement. This procedure is frequently exploited: in some
cases, a shift of diffraction peaks is observed, originated by diffusion
into the host matrix of cations with a different size compared to
the regular species;[101−103] in other cases, the growth of a new phase
may occur,[104,100] or the stability of the involved
oxides is eventually demonstrated.[105] The
general validity of these conclusions should be carefully assessed,
since these XRD analyses do not investigate the actual interface between
the device components and, moreover, suffer from limited sensitivity
to amorphous phases and trace compounds.A deeper insight into
H-SOCs cathode–electrolyte interface
was recently carried out by De Vero et al.[106] in a study investigating the poisoning of LSCF (La0.6Sr0.4Co0.2Fe0.8O3−δ), the most common O-SOC cathodic material, by atmospheric sulfur
dioxide. An LSCF thin film was grown by PLD on GDC (Gd0.1Ce0.9O1.95) and, respectively, on BZY; then,
the two samples were annealed for 300 h at 800 °C in the presence
of trace amounts of sulfur, and the cross sections of the two cathode-electrolyte
interfaces were analyzed by STEM-EDX maps and SIMS depth profiles.
These techniques allowed researchers to evidence a LSCF-BZY massive
cation interdiffusion, producing also Kirkendall pores within the
LSCF layer; on the other hand, a chemically inert interface was proven
between GDC and LSCF.Another comparative study of reactivity
between a “traditional”
cathodic material (LSM, La0.8Sr0.2MnO3–) with a proton conductor (BCY, BaCe0.9Y0.1O3–) and an oxide
ion conductor (SDC, Ce0.8Sm0.2O2–) was carried out by Giannici et al.[107] The two interfaces LSM-BCY and LSM-SDC were
investigated by X-ray microspectroscopy. This synchrotron technique
has a submicron lateral resolution, obtained by mirror focalization
of the X-ray beam and allows the acquisition of micro X-ray fluorescence
(μ-XRF) raster scans of a sample region at different incident
energies;[41,108,109] then, the technique offers also the opportunity to perform micro
X-ray absorption near-edge structure (μ-XANES) scans on small
regions of the sample, so providing data on the oxidation state and
local atomic structure of the X-ray absorbing species.X-ray
microspectroscopy gave evidence of a high chemical reactivity
of the couple LSM-BCY and of longer range cation interdiffusion paths
in comparison with LSM-SDC.[107] The concentration
profiles shown in Figure a, relative to the LSM-BCY couple, show the formation of interface
phases after 72 h annealing at 1150 °C, a process that was already
observed, to a lesser extent, after 12 h treatment. Going from left
to right in Figure a, a depletion of Ba and an increase of Ce gives rise to a Ce and
Y-rich layer, followed by a Ba–Mn and, in sequence, by a Ce–Y
layer. The μ-XANES spectra us allow to interpret the elemental
analysis in terms of local structures and oxidation states of cerium:
Ce4+ in octahedral coordination in bulk BCY (spot 1 in Figure c), Ce4+ in a doped cerium oxide environment (likely YDC, spot2 in Figure c), a partially reduced
oxidation state Ce4+/Ce3+ in bulk LSM, (spot
3) where it is hosted in the A-site of the LSM perovskite and substitutes
La. The fate of Mn is even more interesting: it starts in octahedral
coordination and oxidation state 3+ in LSM (spot 1 in Figure d); then, in the interface
region (spot 2), μ-XANES features are relative to Mn4+ in octahedral environment that, taking into account the Ba interface
enrichment, is likely related to a BaMnO3 local structure;
finally, in bulk BCY (spot 3), the μ-XANES data are coherent
with Mn6+ in a tetrahedral environment, likely a BaMnO4 local structure.
Figure 8
(a) Concentration profiles relative to elements
of the BCY-LSM
couple. (b) Color maps relative to Ba (red), Ce (green), Y (violet),
and Mn (blue). (c) Ce L3-edge μ-XANES spectra taken
at the points indicated in the map. (d) Mn K-edge μ-XANES spectra
taken at the points indicated in the map. Adapted from ref (107). Copyright 2019 American
Chemical Society.
(a) Concentration profiles relative to elements
of the BCY-LSM
couple. (b) Color maps relative to Ba (red), Ce (green), Y (violet),
and Mn (blue). (c) Ce L3-edge μ-XANES spectra taken
at the points indicated in the map. (d) Mn K-edge μ-XANES spectra
taken at the points indicated in the map. Adapted from ref (107). Copyright 2019 American
Chemical Society.The two case studies
presented show the great potentiality of advanced
characterization techniques applied to H-SOC materials, and also highlight
the need for specially designed electrode materials for H-SOCs to
optimize performances but also to overcome cation interdiffusion that
can even give rise to the growth of interface phases, eventually producing
device degradation and/or delamination. In fact, there is a wide agreement
that a major hindrance for the development of H-SOCs is represented
by the lack of suitable electrode materials, particularly cathodes,[110,20,111] whose operation is crucial for
tailoring effective H-SOC devices.[15]The specially designed cathodic materials for H-SOCs can be composites,[20,18,19,112−114,6,115,116] or single-phase triple-conducting
oxides (TCO) capable of the simultaneous transport of O2–, e–, and H+17.[117−125,16] Some of the latter compounds
are simple[117,121,122,17] or double perovskites,[118−120] other are Ruddlesden–Popper layered perovskites.[123,125,126] Zohourian et al.[16] investigated by thermogravimetry the proton
uptake of several (Ba,Sr,La)(Fe,Co,Zn,Y)O3-δ perovskites as potential cathode materials, giving general rules
for the design of cathodic oxides for H-SOFCs.Among single-phase
TCO compounds, Xia et al.[17] achieved, using
BaFe0.-8–Sn0.2BiXO3−δ,
the highest power density ever obtained (650 mW cm–2 at 550 °C) with a cobalt-free cathodic material. This perovskiteoxide was designed as a modification of the SOFC MIEC oxideBaFe0.95Sn0.05O3−δ, adding bismuth
in the formulation to introduce proton conduction. The enhancement
of proton uptake as a consequence of the introduction of Bi in the
formulation was substantiated by DFT simulations and TGA. As further
examples of TCO single-phase materials, the double perovskite PBSCF
(PrBa0.5Sr0.5Co2–FeO5+δ) showed
excellent properties as cathode for H-SOFC[118] and oxygen electrode for H-SOEC.[127] These
properties were attributed, besides the intrinsic triple-conducting
characteristics of the compound, to the process of device fabrication.
In the former case, a 100 nm thin dense PBSCF layer was deposited
by PLD on the BCZYYb electrolytic membrane, and the porous PBSCF cathode
was then painted over this PLD base, so ensuring the exchange of reactants
due to the porous layer and the closest contact between the cathodic
compartment and the electrolyte. In the latter case, the mesh morphology
of the PBSCF was obtained by a template derived procedure.[127] The bundles of hollow PBSCF filaments ensured
stability of the oxygen electrode and an optimal accessibility of
steam to the electrolyzer. The same mesh morphology was exploited
by Ding et al. for PNC (PrNi0.5Co0.5O3-δ). This single-phase TCO material was designed as a modification
of the perovskite oxide conductor PCO (PrCoO3);[128] the authors proved by DFT modeling that the
insertion of nickel in the B site of PCO produced a drastic decrease
of the proton hopping barrier. Mesh-shaped PNC was used to fabricate
a reversible proton conducting SOEC-SOFC device that showed stability
after prolonged cycling between the SOFC and SOEC modes, high hydrogen
yield as SOFC, and high power output as SOEC. The interaction of these
single-phase TCO compounds with the respective electrolytes was monitored
XRD and/or electron microscopies, also integrated with elemental maps.In general, a closer inspection of the interfaces involved in the
cathodic compartment is performed when triple-conducting oxides are
obtained by the formulation of composite materials. These composites
can be fabricated by mechanical mixing,[129,19,130,114,6,115,5] by impregnation of an electrolyte powder by the cathode
precursor,[18] or by one-pot synthesis routes.[112−114,116] Bi et al.[18] proposed a composite cathode material obtained by joining
the proton conductivity of BZY (BaZr0.8Y0.2O3-δ) with the O2– conductivity
and the catalytic activity of SSC (Sm0.5Sr0.5CoO3−δ), a cathodic compound for SOFCs. The
SSC nanoparticles were formed in situ by decomposition of the Sm,
Co, and Sr nitrates impregnating the BZY particles. As a result, the
BZY particles were uniformly decorated by SSC, as demonstrated by
the reported SEM-EDS maps. A drawback of this preparation was the
growth of the minority phases SrCoO3, Co3O4, and BaCoO3, detected by XRD. In particular, the
presence of BaCoO3 denotes reactivity of SSC with BZY,
as observed by Dai et al.,[19] who prepared
SSC-BZY and SSC-BZCY cathodes by mechanical mixing. Shimada et al.
assembled anode-electrolyte-cathode cells with composition Ni-BZCYYb
| BZCYYb | BZCYYb-LSCF[120] and Ni-BZCYYb
| BZCYYb | BZCYYb-LBC,[130] using BZCYYb
(BaZr0.1Ce0.7Y0.1Yb0.1O3-δ) as a dense electrolyte and also as
a component of both the anode and cathode composites; LSCF and LBC
(La0.6Ba0.4CoO3−α) are
well-recognized cathodic materials for SOFCs. The FE-EPMA maps relative
to the BZCYYb-LBC interface reported no sign of interdiffusion at
the device interfaces, while the stability of performance after 60
h operation at 700 °C and 0.5 A cm–2 current
density was confirmed by EIS.A different strategy was adopted
by Bu et al.[5] who mixed with the SSC O2– conductor,
instead of an electrolytic material, the TCO double layered perovskiteSmBaCo2O5+δ(SBC). The SSC-SBC interaction
was monitored by in situ XRD and by STEM-EDX (Figure ), to check whether the positive effect observed
by EIS was due to the growth and synergistic action of an SSC-SBC
interface phase. As XRD and STEM-EDX did not evidence the presence
of any interfacial phase (in particular the absence (Figure c) of interdiffusion between
SSC and SBC is worth of notice), a DFT simulation of the interface
structure was carried out, leading to the conclusion that an interfacial
effect does in fact exist, but of electronic origin, enhancing the
oxygen reduction reaction (ORR) activity.
Figure 9
(a) XRD in situ at the
indicated temperatures of the SSC-SBC composite.
(b) Sample micrograph and STEM-EDX analysis of the composite. (c)
Elements distribution along the line drawn across the SSC and SBC
grains. Reproduced with permission from ref (5). Copyright 2020 Elsevier
B.V.
(a) XRD in situ at the
indicated temperatures of the SSC-SBC composite.
(b) Sample micrograph and STEM-EDX analysis of the composite. (c)
Elements distribution along the line drawn across the SSC and SBC
grains. Reproduced with permission from ref (5). Copyright 2020 Elsevier
B.V.Xie et al. pursued a further different
way, mixing two different
compounds displaying TCO properties with BCZYYb: the simple perovskiteLa0.5(Ba0.75Ca0.25)0.5Co0.8Fe0.2O3-δ[6] and the double perovskite Nd(Ba0.75Ca0.25)Co1.5Fe0.4Ni0.1O5+δ (NBCCFN).[115] Interestingly,
the comparison between two different cathodic composites, BCZYYb-NBCCFN
and GDC-NBCCFN,[115] gave better performance
for the latter. The authors concluded that the oxygen reduction reaction
(ORR) activity in NBCCFN needed to be improved. This is a reasonable
consideration; however, it could also be argued that the interaction
between the different components of a SOC, giving the composite peculiar
properties with respect to the single components, deserves a specific
investigation regarding both the electronic and atomic local structure,
as recent research papers[5] and reviews[131,26] took into account.In the composites obtained by one-pot synthesis,
usually derived
from a Pechini procedure, there is a single precursor that at the
end of the preparation route giving rise to two or more different
intimately mixed oxide phases. A self-assembled composite cathode
was prepared by Song et al.[20] starting
from a nominal composition BaCo0.7(Ce0.8Y0.2)0.3O3−δ. The final outcome
of the synthesis was a composite (P-BCCY)-(M-BCCY), where M-BCCY,
with a composition close to BaCo0.9(Ce0.8Y0.2)0.1O3−δ, is a mixed
O2–/e– conductor and P-BCCY, with
an approximate BaCe0.8Y0.2O3-δ composition, is a mixed H+/e– conductor.
The authors report high performance stability after 800 h operation
at 750 °C and 0.2–0.3 A cm–2 current
density of a cell |Ni-BZCYYb|BZCYYb|BCCY| with a peak power density
of 700 mW/cm2. This very good performance was ascribed
to the intimate contact reached by the two cathodic components as
a consequence of the self-assembling preparation route, while no evident
degradation of performance was evidenced as a consequence of the structural
rearrangement of the M-PCCY phase observed by high-temperature XRD
and attributed to reduction of Co and to BaCoO3 demixing.Among the composite cathodes prepared with one-pot methods, the
case of PrNi0.5Mn0.5O3-PrO (PNM-PrO) is particularly
interesting.[112] The material was prepared
by a glycine-nitrate process, and its structural and elemental characterization
is summarized in Figure . The component phases are the fast oxide ion conductor PNM
and the highly oxygen-deficient fluorite PrO, which is able to increase the ORR rate. The performance of
the composite was tested by assembling a Ni-BCZYYb|BCZYYb|PNM-PrOx
cell. After a 500 h operation at 700 °C, the XRD lines showed
a shift toward lower angles, denoting an increase of the cell size,
which was attributed to insertion of a large cationic species, while
the XPS spectra revealed the presence of Ba on the cathode surface.
The authors argued that a Ba diffusion from the electrolyte toward
the cathode took place, producing doping of PNM and growing of a BaPrO3 (BPO) surface phase described in the literature as a good
proton conductor. The PNM–PRO surface
coating by PRO enhances the rate of oxygen
reduction reaction and the durability. The proposed mechanism is shown
in Figure e.
Figure 10
(a) XRD of
the composite PNM-PrOx and relevant compounds reference
patterns; bright field HRTEM (b) and EELS maps (c) showing the elemental
composition of the PNM and PrOx phases; (d) STEM image of the composite
powder and EDX maps of Pr and Mn; (e) scheme of the synergic ORR activity
between the PNM and the PrOx components. The conjectural formation
of a BaPrO3 (BPO) proton conducting phase on the PrO surface is outlined. Adapted with permission
from ref (112). Copyright
2017 WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim.
(a) XRD of
the composite PNM-PrOx and relevant compounds reference
patterns; bright field HRTEM (b) and EELS maps (c) showing the elemental
composition of the PNM and PrOx phases; (d) STEM image of the composite
powder and EDX maps of Pr and Mn; (e) scheme of the synergic ORR activity
between the PNM and the PrOx components. The conjectural formation
of a BaPrO3 (BPO) proton conducting phase on the PrO surface is outlined. Adapted with permission
from ref (112). Copyright
2017 WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim.The choice of proton-blocking cathodes, while rarely pursued,
has
a rationale as it forces the formation of water to be strictly limited
at the interface with the electrolyte,[110] preventing in this way the occupation of reactive ORR sites. On
the basis of this consideration, Hou et al. prepared a self-assembled
composite cathodic material.[132] Mixed SDC-PBCu
(Pr(Pr0.5Ba1.5)Cu3O7−δ) powders were used to prepare an ink painted on the surface of a
dense BCZY electrolyte and fired at 900 °C, resulting in a quaternary
proton-blocking composite cathode PDC-BCC-SBCC-CuO (Ce1–PrO2−δ-Ba2CeCu3O7.4-Sm2Ba1.33Ce0.67Cu3O9-CuO); the
high diffusivity of Pr toward SDC, and the counter diffusion of Ce
and SM into PBCu, were argued to be at the origin of the solid state
reaction yielding the final proton-blocking composite. This was reported
to have good stability, tested by 60 h operation at 600 °C. This
composite is Co-free, overcoming the problems of Co-containing cathodes
(high thermal expansion, easy reduction, evaporation, and high cost),
and shows the highest power output (1000 mW cm–2 @ 700 °C) among the Co-free cathodic materials. The very complex
interface of this composite was observd by HRTEM, but its detailed
composition and local structure was not investigated further, except
for an XRD bulk characterization.
In Situ/Operando
Studies
In situ/operando investigations in the whole field
of solid state
electrochemical devices are surprisingly very limited. Besides O-SOC
and H-SOC, this remark was raised also for solid state batteries,[133,134] and the amazement rises from the obvious consideration that correlation
with functional performance and a deeper insight into the relevant
materials and solid–solid interfaces could be achieved by their
observation under operative conditions.The most exploited techniques
in the field of SOCs are XPS, ambient
pressure X-ray photoelectron spectroscopy (APXPS), and in situ XAS,
as most of the papers are concerned with the cathodic materials under
a temperature/reaction environment, sometimes also submitted to an
electric bias.[135−137] So, these studies are focused on the solid–gas
interface and are then of marginal interest for this review. Moreover,
almost all of the existing literature is relative to oxide-ion conducting
devices and their specific materials.The question of what happens
in protonic ceramics in a reactive
environment was addressed by Jarry et al.,[138,139] who investigated by APXPS, complemented with APT measurements, the
hydration process of a thin film of BCZY epitaxially grown on MgO.
A few other papers reported in situ neutron diffraction experiments
carried out at operative temperatures and humid D2O atmosphere;
the so-obtained structural data relative to Ca-doped lanthanum tungstate,
an oxide with proton conduction properties[140] and In-doped barium zirconate[141] were
correlated to proton conductivity. Nasani et al.[142] monitored the redox cycling and consequent performance
degradation of a Ni-BZY anode composite by environmental scanning
electron microscopy (ESEM). These are, to our knowledge, the almost
unique examples of application of in situ techniques to the investigation
of protonic ceramics.In this landscape, specific in situ/operando
investigations about
solid–solid interfaces in protonic ceramics are, to our knowledge,
absent. Some hint about the suitability of these studies could come
from the ex situ evidence of cation interdiffusion previously cited
in this review. Further clues could be drawn, mutatis mutandis, from the operando scanning photoelectron microspectroscopy (SPEM)
experiments carried out at the Elettra synchrotron on SOFC model devices:
for instance, the interaction of the electrode material LSCrM (La0.75Sr0.25Cr0.5Mn0.5O3±δ) with the oxide-ion electrolyte yttria-stabilized
zirconia (YSZ)[143] was investigated under
cathodic polarization, showing the surface diffusion of Sr and Mn
from LSCrM onto YSZ and the inverse path from the electrolyte to the
electrode under anodic polarization. Similar interdiffusion processes,
which could be effective also in protonic ceramic devices at the electrolyte–electrode
and at the solid–solid interfaces in composite electrode materials,
should deserve suitable in situ/operando investigations in view of
further progress in the field. In principle, it could be conceived
that under operation conditions, in particular involving the application
of an electric bias or the establishment of an electric current loop
at high temperature and feeding of reactants, the electronic and atomic
structure of the component materials could show peculiar characteristics
that should be taken into account for the design of materials and
the assemblage of devices. Presently, we have limited evidence in
this respect for O-SOCs and only conjectures for H-SOCs.
Concluding Remarks
The performances of protonic ceramic
solid oxide electrochemical
devices have shown a definite trend of improvement, that in recent
years has begun to substantiate the possibility of their technological
exploitation for energy production and conversion. This review is
focused on the study of interfaces between the components that constitute
the device, since the further improvements in this field are crucially
dependent on the detailed knowledge of the atomic structure and properties
of interfaces, and on the processes of charge carrier transport and
cation interdiffusion taking place at interfaces. In the sections
of this paper, we have reviewed in some detail the studies that, to
our judgment, constitute good examples of this approach. The first
section on electrolytes is mostly dedicated to the analysis of grain
boundary structure and composition, from both the viewpoint of experimental
analysis at nanometric resolution, and of modellistic ab initio approaches.
These investigations are infrequent in the panorama of protonic ceramics,
and we believe that a larger amount of information about a wider variety
of cases could help in improving materials and devices.A topic
related to the study of grain boundaries is the use of
sintering aids, that is explicitly treated in the papers dealing with
the improvement of GB conductivity in the most common electrolytes,
but also appears in the discussion about the diffusion of nickel from
the anode into the electrolytic membrane. These works address various
aspects of the fate of sintering aids regarding their oxidation state
and/or chemical/structural environment: however, most of the literature
tackles this topic with the phenomenological approach of assessing
the overall performance of a device. A related question, which to
our opinion should be taken into more consideration, is the possible
modification of the electrolyte component, due to nickel diffusion,
in Ni-electrolyte composite anodes. The topic of anodic composite
materials synthesized by exsolution of metal particles from the oxide
component is particularly interesting, due to the synergy between
these two closely interacting components. Also in this case, following
the seminal studies by Irvine and co-workers, detailed investigations
of the structure, diffusivity, and oxidation state of the involved
cationic species should be suitable.Studies of interfaces involving
cathodes are devoted to the investigation
of the interdiffusion in composites, and to the interactions between
different phases in some systems grown by in situ techniques. In the
case of composite cathodes, the reviewed case studies address the
question of the synergistic interaction between the various components
and of the interaction of cathodic materials with the electrolyte
membrane. The use of single-phase triple conductors is not very frequent,
and sometimes such complex oxides are mixed with electrolytes to enhance
proton conductivity.A brief comment should be deserved to the
remarkably sporadic investigations
of heterostructured electrolytes, which in the field of oxide-ion
conducting devices is well represented, with studies of structure
and conductivity on the materials and even on the design of specific
cell architectures. In-situ/operando studies on protonic ceramic materials
are almost absent from the literature, except for the few studies
reported in the previous section.In conclusion, the activity
research in the field of protonic ceramics
is steadily growing, and interesting performances are being achieved.
A deeper insight into the interactions between the different materials
constituting the device could promote further improvements. In this
review we outlined what are, in our opinion, some good practices and
strategies that could be pursued. The first areand strategies that could be
pursued:local investigation of interfaces,
implying an only limited reliance on XRD evidence about stability
of interfaces;computational
modellization of interfaces,
complementary to experimental approaches;in situ/operando analysis of materials
and interfaces;exploitation
of the strong metal–support
interaction, ensuring stability of materials and properties originated
by the synergistic interaction of the components, for the electrodes;engineering of heterointerfaces
for
electrolytes, involving (once more) computational–experimental
investigation of interfaces and study of stability.
Authors: Nan Yang; Claudia Cantoni; Vittorio Foglietti; Antonello Tebano; Alex Belianinov; Evgheni Strelcov; Stephen Jesse; Daniele Di Castro; Elisabetta Di Bartolomeo; Silvia Licoccia; Sergei V Kalinin; Giuseppe Balestrino; Carmela Aruta Journal: Nano Lett Date: 2015-03-23 Impact factor: 11.189
Authors: Daniel R Clark; Huayang Zhu; David R Diercks; Sandrine Ricote; Robert J Kee; Ali Almansoori; Brian P Gorman; Ryan P O'Hayre Journal: Nano Lett Date: 2016-10-05 Impact factor: 11.189
Authors: Dragos Neagu; Tae-Sik Oh; David N Miller; Hervé Ménard; Syed M Bukhari; Stephen R Gamble; Raymond J Gorte; John M Vohs; John T S Irvine Journal: Nat Commun Date: 2015-09-11 Impact factor: 14.919