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Surface Activity and Bulk Defect Chemistry of Solid Oxide Fuel Cell Cathodes

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THICKNESS DEPENDENCE OF THE FIT PARAMETER RION MEASURED FROM THE (LA0.8SR0.2)0.95MNO3+Δ THICKNESS LIBRARY AT ~710 ˚C AT VARIOUS OXYGEN PARTIAL PRESSURES. COMPARISON OF THE VOLUME-‐NORMALIZED CHEMICAL CAPACITANCE OF THIN FILMS (THIS WORK) AND LARGE SAMPLES59 OF LA0.5SR0.5COO3-‐δ.

OVERVIEW

  • S UMMARY
  • W HY STUDY SOLID OXIDE FUEL CELL (SOFC) MATERIALS ?
  • W HY STUDY THIN FILMS OF SOCF CATALYSTS ?
  • W HY STUDY BULK DEFECT CHEMISTRY ?
  • W HY FOCUS ON THE BULK DEFECT CHEMISTRY OF S R C O 0.9 N B 0.1 O 3-­‐ Δ ?

However, papers by Adler and others have shown quantitatively that 'small errors in the alignment of the anode and cathode can cause significant errors in the measured overpotential of the half-cells. Perhaps in part due to the repetitive nature of this task, the stability and repeatability of impedance measurements from microelectrodes is not always clearly reported in the literature.

I NTRODUCTION

In the specific case of (La1-‐xSrx)1-‐yMnO3+δ, a heavily investigated cathode material commonly used in commercial applications,2,3 both patterned and unpatterned thin film studies have agreed that the three-phase boundary pathway , where oxygen incorporation into the electrolyte occurs at the boundary of the LSM, electrolyte and gas phases is not always dominant, but can be outcompeted by a through-film pathway where oxygen ions are incorporated at the LSM surface, diffuse through the LSM film and then cross into the electrolyte. Furthermore, the shapes of the impedance spectra reported in these studies are broadly similar; the typical spectrum includes a high-frequency feature that exhibits relatively little change with film thickness and a low-frequency semicircle. However, there is considerable disagreement in the interpretation of these spectra and in the conclusions drawn about the rates of surface and bulk steps.

O VERVIEW OF THE SCANNING IMPEDANCE PROBE

E XPERIMENTAL PROCEDURES

On a third substrate, the growth temperature of the LSM film was systematically varied using an asymmetric stage geometry (shown in Figure S18) heated on one side with infrared radiation. Because the thickness or growth temperature varied continuously across each library, it also varied slightly across each microelectrode.

R ESULTS OF P HYSICAL C HARACTERIZATION

Grain size appears to increase with increasing thickness (Figure 2.4 and Figure S22) or increasing growth temperature (Figure 2.5). Atomic force micrographs obtained after sampling from the microelectrode growth temperature library (La0.8Sr0.2)0.95MnO3+δ (library no. 3, uniform thickness 135 nm).

Figure    2.2.    X-­‐ray    diffraction    patterns    acquired    from    various    regions    of    two    (La 0.8 Sr 0.2 ) 0.95 MnO 3+δ    thin   film   libraries:   (a)   Library   #1,   30   -­‐   300   nm   thickness,   650   
Figure   2.2.   X-­‐ray   diffraction   patterns   acquired   from   various   regions   of   two   (La 0.8 Sr 0.2 ) 0.95 MnO 3+δ  thin  film  libraries:  (a)  Library  #1,  30  -­‐  300  nm  thickness,  650  

R ESULTS OF E LECTROCHEMICAL C HARACTERIZATION

The diameter dependence of the other six fit parameters obtained from microelectrodes in the thickness library is shown in Figure 2.11. Thickness dependence of the six fit parameters measured from a thickness library of (La0.8Sr0.2)0.95MnO3+δ films, Library #1, at ~710 ˚C and the indicated oxygen partial pressure.

Figure    2.9.    Typical    impedance    spectra    (a),    zoomed    view    of    the    same    spectra    (b),    and    gain/phase    plots    (c,    d)    plots    acquired    from    (La 0.8 Sr 0.2 ) 0.95 MnO 3+δ     microelectrodes
Figure   2.9.   Typical   impedance   spectra   (a),   zoomed   view   of   the   same   spectra   (b),   and   gain/phase   plots   (c,   d)   plots   acquired   from   (La 0.8 Sr 0.2 ) 0.95 MnO 3+δ   microelectrodes

D ISCUSSION

Returning to Figure 2.16, it is apparent that although the activity trends with exposed grain boundary length are similar between the two types of libraries, the trends have different cross sections, so that the absolute magnitude of the surface activity differs by about a factor of 2. The results from this library are shown in Fig. 2.16 and Fig. S31 and are quite similar to the obtained thickness library. The microelectrodes in this second-thickness library also showed stable surface activity over the ∼50 h time period in which the measurements were obtained (fig. S31), so the factor of 2 does not appear to originate from the non-stationary behavior of the surfaces during the impedance measurements.

It is worth noting that the growth temperature library was grown with an ablation laser pulse rate of 5 Hz, while the thickness libraries used 1 Hz.

C ONCLUSION

Optical photograph of a stage used for asymmetric heating of substrates during growth temperature library preparation. Constant-phase element exponent used to represent surface capacitance (Cions) when fitting impedance spectra obtained from a library of thicknesses at ~710 ˚C, 200 μm in diameter, to the model shown in Equation 1. Dependence of ambipolar diffusivity Dchem on thickness, calculated from the thickness trends of (La0.8Sr0.2)0.95MnO3+δ shown in Figure 2.12 for ~710 ˚C. They are artificially small for the 0.2 atm and 1 atm isobars, since Rion was fixed in these couplings.).

The surface grain boundary length was estimated by summing the length of the boundaries between the green regions.

Figure    S18.    Optical    photo    of    the    stage    used    to    asymmetrically    heat    substrates    during   preparation   of   the   library   of   growth   temperatures
Figure   S18.   Optical   photo   of   the   stage   used   to   asymmetrically   heat   substrates   during  preparation  of  the  library  of  growth  temperatures

HIGH THROUGHPUT CHARACTERIZATION OF TWO OTHER MATERIAL

S UMMARY

T WO MATERIAL SYSTEMS

  • La 0.5 Sr 0.5 CoO 3
  • Sr 0.06 Nb 0.06 Bi 1.87 O 3

The catalytic activity of doped bismuth oxides towards oxygen reduction is much less well known than that of perovskites containing manganese or cobalt. In fact, cathode-doped bismuth oxides were largely ignored in two recent reviews of solid oxide fuel cell materials.51,52 High activity was first reported in 1983, however, when Verkerk et al. And, they observed that the activation energies obtained from sputtered gold electrodes and sputtered platinum electrodes were comparable to doped bismuth oxide, but very different to doped zirconia or doped ceria.

However, the activity of doped bismuth oxide is not accurately known for any combination of dopants.

E XPERIMENTAL DETAILS

  • Film preparation
  • Impedance characterization

A certain substrate was then installed in the scanning resistance probe and resistance spectra were obtained using zero bias, an a.c. For the primary LSC sample reported below, a total of 680 impedance spectra were obtained over 125 hours of measurement time; for SNB, 1371 resistivity spectra were obtained over 240 h. The acquired impedance spectra were fit to various impedance expressions (derived in Section 3.3) by non-linear complex least squares using a Matlab routine implemented in collaboration with Chris Kucharczyk.

A few spectra had unreasonably large confidence intervals for the resulting fit parameters; these spectra were excluded.

E LECTROCHEMICAL MODELS

After impedance testing, the samples were coated with ~10 nm carbon (Cressington 108) and characterized with a scanning electron microscope (SEM, Zeiss 1550 VP) using secondary electron detectors in the lens or under the lens, as well as an energy dispersive spectrometer (EDS, Oxford X-Max SDD). a) mixed conductive pellet, (b) mixed conductive microelectrode, (c) electronically conductive microelectrode with surface diffusion on electrolyte, and (d) electronically conductive.

Figure   3.1.   Possible   electrochemical   pathways.   (a)   mixed   conducting   pellet,   (b)        mixed   conducting   microelectrode,   (c)   electronically   conducting   microelectrode    with   surface   diffusion   on   electrolyte,   and   (d)
Figure  3.1.  Possible  electrochemical  pathways.  (a)  mixed  conducting  pellet,  (b)     mixed  conducting  microelectrode,  (c)  electronically  conducting  microelectrode   with  surface  diffusion  on  electrolyte,  and  (d)
  • Structural characterization
  • Impedance data

The characteristic frequency of the arc (ie, the frequency at which the imaginary component is most negative) decreased with decreasing temperature, decreasing pO2, and increasing thickness. Overall, the surface resistance of the films from both samples was degraded by approx. a factor of 50 before stabilization. Segregation of Sr to the film surface (as has been observed in LSM58) is also expected to lower the chemical capacitance of the film.

In Figure 3.17, the surface resistance of the films is plotted against oxygen partial pressure and against temperature in Arrhenius form.

Figure   3.4   La 0.5 Sr 0.5 CoO 3-­‐ δ    films   as   grown   by   PLD   with   thicknesses   of   30   nm   (upper    left),   84   nm   (upper   right),   lower   left   (192   nm),   and   lower   right   (300   nm)
Figure  3.4  La 0.5 Sr 0.5 CoO 3-­‐ δ  films  as  grown  by  PLD  with  thicknesses  of  30  nm  (upper   left),  84  nm  (upper  right),  lower  left  (192  nm),  and  lower  right  (300  nm)
  • Structural characterization
  • Impedance spectra

Rdc -‐ R0 (i.e., total arc width, Z(0 Hz) -‐ Z(∞ Hz)) is equivalent to the electrochemical reaction resistance Rs assuming that in SNB the transfer number for ions ≥ 0.999. The slope close to -‐1 in the double logarithmic plot indicates that the electrochemical activity scales with the microelectrode circumference. This important finding is distinct from the LSC and LSM films discussed above; shows that the electrochemical reaction proceeds via a three-phase boundary pathway.

Using this temperature correction, an Arrhenius plot of the electrochemical reaction resistance is shown in Figure 3.23.

Figure   3.19.   SEM   images   of   the   SNB   surface   (left)   and   a   platinum   microelectrode    (right)   after   several   days   of   impedance   testing   at   575˚C   -­‐   650˚C   under   pO 2    =   10 -­‐3    -­‐   1    atm
Figure  3.19.  SEM  images  of  the  SNB  surface  (left)  and  a  platinum  microelectrode   (right)  after  several  days  of  impedance  testing  at  575˚C  -­‐  650˚C  under  pO 2  =  10 -­‐3  -­‐  1   atm

C ONCLUSIONS

The chemical capacity of the LSC films scaled linearly with thickness, was stable over time, and was lower than the chemical capacity of bulk La0.5Sr0.5CoO3-δ samples reported in the literature. The activation energy of the total resistance was quite similar to the previously reported activation energy for the conduction of electronic holes in yttria-doped bismuth oxide, indicating that electron migration is rate-limiting. Overall, the high activity near the metal-doped Bi2O3 interface suggests that the use of such materials in a cathode with a favorable microstructure should be competitive with other advanced cathodes.

These measurements should be repeated in an electron trapping configuration (eg, doped bismuth oxide films on a YSZ substrate) to confirm that electron leakage through the substrate is not significant.

MORE DETAIL ABOUT THE SCANNING IMPEDANCE PROBE

  • S UMMARY
  • P ARALLEL CHARACTERIZATION
  • P ARALLEL FABRICATION
  • S CANNING I MPEDANCE P ROBE : D ETAILS
    • Mechanical
    • Thermal
    • Gas Control
    • Electronic
    • Software
  • S OME OBSTACLES TO OBTAINING GOOD DATA , AND HOW TO OVERCOME THEM
    • Tip Cooling
    • Tip scratching
    • Contamination
    • Sheet resistance

An external optical microscope looks through a quartz viewing window in the chamber ceiling, allowing the user to view the position of the metal probe tip relative to the micropattern features on the sample. The precise amount of tip cooling varies between measurements depending on the thermal conductivity of the sample and tip and the thermal resistance at the tip contact. The control thermocouple (spot welded to the bottom of the stage) acts as a path for electrical noise to enter the chamber, which otherwise acts as a Faraday cage.

Some of the results reported in the next chapter are preliminary in nature and use a silver counter electrode for efficiency.

Figure   4.1.      Schematic   of   the   test   configuration   in   the   scanning   impedance   probe
Figure  4.1.    Schematic  of  the  test  configuration  in  the  scanning  impedance  probe

BULK PROPERTIES OF SCN

  • S UMMARY
  • W HY STUDY THE BULK DEFECT CHEMISTRY OF S R C O 0.9 N B 0.1 O 3-­‐ Δ (SCN)?
  • E XPERIMENTAL DETAILS
  • R ESULTS AND DISCUSSION
  • C ONCLUSIONS

The mass difference at 1000˚C between the (equilibrium) reference state and the reduction products provided the absolute oxygen stoichiometry of the reference state. Short circuit measurements were performed to measure and correct the resistance of the experimental device. The effect of metastability was minimized in the in situ studies below by frequent annealing of SCN (or BSCF) at 1000˚C to restore the cubic phase.

Multiple reports of the oxygen stoichiometry phase diagram of BSCF exist in the literature. The trends with temperature and oxygen partial pressure are consistent across these reports, but the absolute values ​​differ substantially, apparently due to differences in the reference condition measurements.

Figure    5.1.    X-­‐ray    powder    diffraction    patterns    for    SCN    after    calcination    at    1200˚C    (red),    after    a    subsequent    anneal    at    750˚C    in    air    for    10    d    (green),    and    after    a    subsequen
Figure   5.1.   X-­‐ray   powder   diffraction   patterns   for   SCN   after   calcination   at   1200˚C   (red),   after   a   subsequent   anneal   at   750˚C   in   air   for   10   d   (green),   and   after   a   subsequen

S UMMARY

B ACKGROUND

These rim structures did not show significant differences between different oxygen contents, however, so in subsequent measurements, x-ray absorption methods were followed. For cations, x-ray absorption fine structure (XAFS) fringes are measured in the conventional way. Since oxygen 1s electrons have a binding energy of ~532 eV, conventional techniques for investigating the structure of oxygen edges (EELS, XPS, and soft x-ray absorption) must use lower-energy electrons or x-rays that require near

For these reasons, the oxygen K-edges were obtained using a somewhat unconventional technique, non-resonant inelastic x-ray scattering (NRIXS).

E XPERIMENTAL DETAILS

  • Synthesis
  • Quenching
  • Initial characterization
  • X-­ray absorption spectroscopy
  • Non-­resonant inelastic x-­ray scattering

Three months later, none of the pellets had changed color, but the pellets were still polished from 240 grit to 0.3 um in preparation for the x-‐. For each pellet, scans of the Sr, Co, and Nb K-edges were recorded in fluorescent mode. Toroidal focusing of the X-ray beam from the silicon (111) double-crystal monochromator was performed, yielding ~1013 photons/s on the samples over a spot size of ~1 mm.

The same experimental parameters were used, except for the following: the thickness of the measured compact was ~1 mm (compared to an absorption length of 13 µm), the X-ray incidence angle was, and the energy resolution was ~1.7 eV.

Figure   6.1.   Schematic   of   the   beampath   in   the   NRIXS   experiment.   
Figure  6.1.  Schematic  of  the  beampath  in  the  NRIXS  experiment.  

R ESULTS AND DISCUSSION

  • Quenching
  • X-­ray photoelectron spectra
  • X-­ray absorption fine structure
  • Non-­resonant inelastic x-­ray scattering

While the focus of the current study is on the bulk valence behavior, briefly aside, surface-sensitive X-ray photoelectron spectra (XPS) of niobium 3d and cobalt 2p edges obtained from quenched pellets are shown in Fig. 6.5. . On the other hand, the characteristics of the cobalt K edge vary greatly with oxygen content. Specifically, the cutoff energy of the cobalt K edges (defined as the energy at which the absorption intensity reaches half of its maximum value) shows a monotonic shift to lower energies upon decreasing SCN.

The leading edge is indeed two-peaked and the ratio of the peak intensities increases as predicted from the ligand field model.

Figure    6.3.    Typical    mass    profile    of    an    SCN    pellet    equilibrated    in    the    TGA    at    high    temperature    and    then    quenched
Figure   6.3.   Typical   mass   profile   of   an   SCN   pellet   equilibrated   in   the   TGA   at   high   temperature   and   then   quenched

D ISCUSSION

Combined theoretical and experimental analysis of processes determining cathode performance in solid oxide fuel cells. Enhancement of catalytic activity for oxygen reduction on epitaxial perovskite thin films for solid oxide fuel cells. Origin of the initial polarization behavior of Sr-doped LaMnO3 for O-2 reduction in solid oxide fuel cells.

Enhanced oxygen reduction activity in surface-decorated perovskite thin films for solid oxide fuel cells.

Figure   6.11.    57 Fe   Mössbauer   spectrum   from   La 0.6 Sr 0.4 FeO 2.98     powder   at   25˚C
Figure  6.11.   57 Fe  Mössbauer  spectrum  from  La 0.6 Sr 0.4 FeO 2.98   powder  at  25˚C

Gambar

Figure    2.1.    Schematic    of    the    test    configuration    in    the    scanning    impedance    probe
Figure    2.2.    X-­‐ray    diffraction    patterns    acquired    from    various    regions    of    two    (La 0.8 Sr 0.2 ) 0.95 MnO 3+δ    thin   film   libraries:   (a)   Library   #1,   30   -­‐   300   nm   thickness,   650   
Figure   2.6.   FIB-­‐SEM   cross-­‐section   acquired   from   a   growth   temperature   library   of    (La 0.8 Sr 0.2 ) 0.95 MnO 3+δ     films    (Library    #3)    after    impedance    testing
Figure    2.9.    Typical    impedance    spectra    (a),    zoomed    view    of    the    same    spectra    (b),    and    gain/phase    plots    (c,    d)    plots    acquired    from    (La 0.8 Sr 0.2 ) 0.95 MnO 3+δ     microelectrodes
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