Paz Sebastia-Luna1, Unnati Pokharel2, Bas A H Huisman1, L Jan Anton Koster2, Francisco Palazon1,3, Henk J Bolink1. 1. Instituto de Ciencia Molecular, ICMol, Universidad de Valencia, 46980 Paterna, Spain. 2. Zernike Institute for Advanced Materials, University of Groningen, 9747 AG Groningen, The Netherlands. 3. Departamento de Ingeniería Química y Ambiental, Universidad Politécnica de Cartagena, 30202 Cartagena, Spain.
Abstract
Most current thermoelectric materials have important drawbacks, such as toxicity, scarceness, and peak operating temperatures above 300 °C. Herein, we report the thermoelectric properties of different crystalline phases of Sn-based perovskite thin films. The 2D phase, Cs2SnI4, is obtained through vacuum thermal deposition and easily converted into the black β phase of CsSnI3 (B-β CsSnI3) by annealing at 150 °C. B-β CsSnI3 is a p-type semiconductor with a figure of merit (ZT) ranging from 0.021 to 0.033 for temperatures below 100 °C, which makes it a promising candidate to power small electronic devices such as wearable sensors which may be interconnected in the so-called Internet of Things. The B-β phase is stable in nitrogen, whereas it spontaneously oxidizes to Cs2SnI6 upon exposure to air. Cs2SnI6 shows a negative Seebeck coefficient and an ultralow thermal conductivity. However, the ZT values are 1 order of magnitude lower than for B-β CsSnI3 due to a considerably lower electrical conductivity.
Most current thermoelectric materials have important drawbacks, such as toxicity, scarceness, and peak operating temperatures above 300 °C. Herein, we report the thermoelectric properties of different crystalline phases of Sn-based perovskite thin films. The 2D phase, Cs2SnI4, is obtained through vacuum thermal deposition and easily converted into the black β phase of CsSnI3 (B-β CsSnI3) by annealing at 150 °C. B-β CsSnI3 is a p-type semiconductor with a figure of merit (ZT) ranging from 0.021 to 0.033 for temperatures below 100 °C, which makes it a promising candidate to power small electronic devices such as wearable sensors which may be interconnected in the so-called Internet of Things. The B-β phase is stable in nitrogen, whereas it spontaneously oxidizes to Cs2SnI6 upon exposure to air. Cs2SnI6 shows a negative Seebeck coefficient and an ultralow thermal conductivity. However, the ZT values are 1 order of magnitude lower than for B-β CsSnI3 due to a considerably lower electrical conductivity.
Thermoelectric generators (TEGs) represent
a very promising source
of renewable energy, as they directly convert (waste) heat into electricity.[1,2] Thermoelectric materials are typically characterized by the figure
of merit (ZT)which depends on the following key parameters: S is the Seebeck coefficient, σ is the electrical
conductivity, κ is the thermal conductivity, and T is the absolute temperature. Thus, to maximize the ZT value of a
given material, a large Seebeck coefficient, a high electrical conductivity,
and a low thermal conductivity are required.[2,3] Among
the most widely used thermoelectric materials, we find Bi2Te3, Sb2Te3, and SnSe, with the
latter exhibiting a ZT of 3.1 (at 798 K), the highest reported value
so far.[2,4,5] Nevertheless,
the scarceness, toxicity, and high fabrication costs of these materials,
especially for tellurides, represent a huge hindrance in their further
development.[6,7] Besides, most of them are used
in a single crystal state,[2,4] which limits their integration
in different device architectures. Another major bottleneck comes
from the temperature where their operational peak is reached, usually
above 300 °C.[8] It is paramount to
decrease this minimum temperature required to widen the possible applications
of TEGs and make them a suitable power source for the Internet of
Things (IoT) and its many derivatives in industry, agriculture, and
wearable healthcare devices.[9] Because the
majority of these applications require room or moderate temperatures,
TE materials with good performance below 100 °C are needed.[10]Organic semiconductors such as poly(3,4-ethylenedioxythiophene)
(PEDOT) or doped fullerene derivatives with oligoethylene–glycol
(OEG) side chains have been proposed for near room temperature TE.[1,11] While these are undoubtedly interesting alternatives, the use of
such organic semiconductors presents additional challenges: given
the large size of the organic dopants (necessary to enhance electrical
conductivity and hence ZT), their incorporation into the host material
without disrupting the packing and creating additional energetic disorder
is challenging.[11] Furthermore, polymers
are unsuitable for high-purity thin film deposition methods based
on vacuum sublimation. Hence, inorganic TE materials operating near
room temperature are sought after. Currently, some inorganic materials,
such Ag2Se or Cu2Se, have shown good prospects
for room temperature applications, but a fine-tuning of the stoichiometry
and deposition conditions is needed to achieve the best efficiencies,
a process that can be costly and time-consuming.[12,13] In the search for alternative materials that are easy to process,
metal halide perovskites, such as CH3NH3PbI3, FASnI3, or CsSnI3, have emerged in
recent years as potential thermoelectric materials. Indeed, ultralow
thermal conductivity and acceptable Seebeck coefficients have been
demonstrated.[14−16] Sn-based halide perovskites surpass their Pb counterparts
in thermoelectric performance because of the self-oxidation of Sn2+ to Sn4+, acting as a self-doping mechanism that
enhances their electrical conductivity.[16] Besides, their toxicity is reduced due to the absence of Pb in their
composition. In this work, we focus herein on CsSnI3, which
furthermore does contain Cs instead of an organic cation, offering
much higher thermal stability than organic–inorganic perovskites.[17] It must be noted that Cs is up to 3 orders of
magnitude more abundant on the earth’s crust than Bi or Te,
which are common elements for current thermoelectrics.[10] In fact, Cs is one of the most “underproduced”
elements with scope for increased production.[18] With regards to toxicity, cesium has 40 known isotopes, of which
radioactive 137Cs is the most toxic and dangerous. In this
work, we use its most stable isotope, 133Cs, with a much
lower toxicity.[19] Therefore, CsSnI3 emerges as a promising alternative to most current thermoelectric
compounds such as PbTe, Bi2Te3, or Sb2Te3 with regards to element abundance and toxicity.CsSnI3 is known to have four different polymorphs, two
of them existing at room temperature (Table ):[20,21] a yellow phase, Y CsSnI3, with an orthorhombic one-dimensional double-chain structure
and an orthorhombic three-dimensional perovskite that is black in
color, B-γ CsSnI3. On the basis of the literature,
annealing Y CsSnI3 to 150 °C under an inert atmosphere
yields a black cubic perovskite (B-α), which upon cooling back
below 150 °C transforms into a black tetragonal phase (B-β)
and into the black orthorhombic phase B-γ when it is cooled
below 80 °C. Exposing B-γ CsSnI3 to air for
a short period of time triggers the transformation into Y CsSnI3, as this is the species that is thermodynamically more stable
at ambient conditions.[20,21] Eventually, upon prolonged exposure
to air, Y CsSnI3 evolves to Cs2SnI6, a vacancy-ordered double perovskite that contains oxidized Sn4+ rather than Sn2+ ions.[22] Previous reports have studied the thermoelectric properties of CsSnI3 thin films. Saini et al. prepared films grown by the solution
process in DMSO:DMF mixtures and using toluene as antisolvent, followed
by thermal annealing reaching a ZT of 0.137 at room temperature.[23] Kontos et al. studied the effect of SnF2 doping onto spin-coated CsSnI3 films, revealing
a change in the electrical resistance upon the exposure to air of
the samples.[21] In the same line, Liu et
al. reached a ZT around 0.14 in SnCl2-doped CsSnI3 films deposited by a sequential evaporation method.[24] Nevertheless, this performance is only achieved upon the
introduction of additional SnCl2 into the structure and
after exposure of the films to air and humidity for 6 min, while a
longer exposure time was found to diminish the ZT again.[24] Kanatzidis and co-workers studied the thermal
and transport properties of a series of CsSnBr3–I perovskites, obtaining
a ZT for CsSnI3 of 0.025 at 300 K that reaches a maximum
of 0.15 at 550 K. These results were achieved with bulk (6 ×
6 × 1.5 mm) crystals sintered at 923 K for periods of more than
24 h.[25] In summary, these results demonstrate
the potential of CsSnI3 thin films for TE. However, the
aforementioned protocols include complex solvent processing, need
of external dopants or additives, and high-temperature synthesis and/or
are very sensitive to air and humidity. More robust and simpler routes
are therefore sought after.
Table 1
Existing Different Phases and Structures
of the Cs–Sn–I System, Their Crystal Structures, and
Ambient Conditions for Each Phase Transitiona
Transition temperatures are taken
from the literature.[20,21]
Transition temperatures are taken
from the literature.[20,21]Here, we focus our research on the study of vacuum
deposition of
CsSnI3 thin films via single source thermal evaporation
of presynthesized dry powders. Thermal vacuum deposition shows better
thickness control, higher throughput, and higher reproducibility compared
to solution processing.[26,27] Remarkably, the as-synthesized
film presents the two-dimensional structure characteristic of Cs2SnI4, a species reported only theoretically so
far. Its electrical conductivity detected is very low but can be increased
by several orders of magnitude upon annealing and consequent conversion
to B-β CsSnI3, achieving a maximum ZT of 0.033.
Results and Discussion
Following the procedure described
in the Experimental
Methods, synthesis of the CsSnI3 was performed via
dry mechanochemical synthesis by ball-milling under nitrogen, thus
preventing oxidation and degradation of Sn(II) in contact with the
atmosphere. The synthesized CsSnI3 is a black powder with
a complex X-ray diffraction pattern (see Figure S1). When this diffraction pattern is compared with the known
patterns for the yellow phase (Y CsSnI3, Inorganic Crystal
Structure Database code 262927) and the black gamma phase (B-γ
CsSnI3, ICSD code 262926), it can be deduced that our as-synthesized
powder is a mixture of these two phases.Once the powders were
formed, thin films with thicknesses of few
hundred nanometers (see the Experimental Methods for more details) were deposited via single-source vacuum deposition
(SSVD) inside a high-vacuum chamber. SSVD has been previously shown
by us and others to be a fast and reproducible method for depositing
pure, stoichiometric materials.[28−30] In our case, the SSVD of the
ball-milled CsSnI3 did not lead directly to the deposition
of any of the previously mentioned CsSnI3 phases, as the
XRD diffractogram does not match with any of them (Figure a). On the contrary, the few
and equally spaced peaks present are reminiscent of a 2D material.
Indeed the main diffractogram signals can be well matched with a 2D
phase isostructural to Cs2Pb(I0.5Cl0.5)4 (Figure S2).[31] Thus, it is reasonable to ascribe this signal
to the crystallization of the 2D phase Cs2SnI4 (Figure S2), whose main diffraction peaks
correspond to the (00l) planes. To the best of our
knowledge, this phase has only been theoretically reported because
of its high instability.[32,33] Indeed, we attempted
the mechanochemical synthesis of Cs2SnI4, but
a mixture of Y CsSnI3 and B-γ CsSnI3 was
formed instead (Figure S3). The formation
route of Cs2SnI4 upon the sublimation of CsSnI3 powder still remains unclear to us. We hypothesize that even
if the 2D phase is unstable, the high energies supplied by the evaporation
process allowed its formation. However, we cannot rule out the coexistence
of Cs2SnI4 in the thin films together with CsSnI3 phases. Indeed, minor peaks around 2θ = 27.6°
and 2θ = 29.2° do not match the 2D structure and suggest
traces of Y CsSnI3 and B-γ CsSnI3 (Figure S2). The preferential deposition of Cs2SnI4 took place in a reproducible manner at several
evaporation batches of ball-milled CsSnI3 (Figure S4), with slight differences in the presence
of side phases that could be linked to variations in the air exposure.
Elemental analysis by energy dispersive X-ray spectroscopy (EDX) shows
a molar ratio of Cs:Sn:I 1:1.5:3.1, very close to the stoichiometry
expected for a CsSnI3-derived phase (1:1:3) with an excess
of Sn ascribed to indium tin oxide (ITO) substrate. The absorption
spectrum (Figure b)
confirms the presence of at least two different species with different
absorption intensities. The Tauc plot derived from the absorption
spectrum reveals two bandgaps of 2.45 and 1.42 eV which are ascribed
to Y CsSnI3 (indirect transition) and Cs2SnI4 (direct transition) phases, respectively, very similar to
the literature references (Figure S5).[32,34]
Figure 1
(a)
XRD diffractograms and (b) absorbance (solid lines) and photoluminescence
(dashed line) spectra of SSVD thin films as-deposited and annealed
for 25 min at 150 °C. Panel a shows the ICSD pattern for the
black beta phase of CsSnI3 (code 262925) and the predicted
main crystalline structure for both films. Predicted XRD planes of
as-deposited thin films were obtained from the fit presented in Figure S2.
(a)
XRD diffractograms and (b) absorbance (solid lines) and photoluminescence
(dashed line) spectra of SSVD thin films as-deposited and annealed
for 25 min at 150 °C. Panel a shows the ICSD pattern for the
black beta phase of CsSnI3 (code 262925) and the predicted
main crystalline structure for both films. Predicted XRD planes of
as-deposited thin films were obtained from the fit presented in Figure S2.A preliminary study of the electrical properties
of the 2D phase
revealed a very low conductivity (Figure S6). Such a low conductivity is detrimental for thermoelectric use,
as it would lead to a very low ZT value. However, it was possible
to convert the poorly conductive Cs2SnI4 into
the more conductive black beta phase of CsSnI3 (B-β
CsSnI3) by thermal annealing at 150 °C under an inert
atmosphere (Figure a). Figure S7 shows the XRD patterns resulting
from in situ annealing of Cs2SnI4 thin films up to 150 °C. Cs2SnI4 undergoes
a gradual conversion to CsSnI3, for which 25 min of annealing
is required to form a pure black beta phase of CsSnI3.
This transformation is further evidenced by the increase in optical
absorption of the thin film in the 500–950 nm region (Figure b), causing a darkening
of the film (note that both absorption spectra in Figure b are obtained from the same
film—same thickness—and hence absorbance units directly
relate to absorption coefficient of the given phase). The shift toward
higher wavelengths translates into a narrowing of the bandgap. Assuming
a direct bandgap for this material, we obtain a value of 1.30 eV from
the absorption spectrum (see the Tauc plot in Figure S8). Contrary to Cs2SnI4 where
no photoluminescence (PL) was detected, B-β CsSnI3 shows infrared emission with the maximum at 937 nm (1.32 eV). This
implies that there is only a very small Stokes shift. Both the bandgap
deduced from absorption and the maximum of the PL emission are in
agreement with values reported previously.[21,22,34,35] These properties
make B-β CsSnI3 also interesting for alternative
applications such as a light absorber for solar cells or as the emitter
for near-infrared light-emitting diodes.[36,37]The thermoelectric performance of B-β CsSnI3 thin-films
was then studied under an inert atmosphere through temperature-dependent
measurements ranging from 25 to 100 °C (Figure a) with an integrated thin film analyzer
from Linseis (see the Experimental Methods).[38] The electrical conductivity (σ)
decreases with increasing temperature as expected for bandlike charge
transport. A maximum conductivity of 50 ± 3 S/cm at room temperature
is obtained. This is 7 orders of magnitude higher than the conductivity
of the phase that was formed prior to annealing the film, Cs2SnI4. Hall effect measurements (Figure b) show that the B-β CsSnI3 thin-films are a p-type semiconductor (positive Hall coefficient)
with a charge carrier concentration (CCC) around
7 × 1018 cm–3 and hole mobility
of 42 ± 6 cm2 V–1 s–1 at room temperature. A temperature increase causes a sharp decrease
in the charge carrier mobility in line with the observed decrease
in the electrical conductivity, whereas the carrier concentration
remains virtually constant. It is known that the origin of the p-type
conduction of B-β CsSnI3 arises from its ability
to accommodate Sn4+ ions and Sn vacancies due to oxidation,
which effectively acts as self-doping and hence transit to a hole-doped
state.[39] When increasing the temperature,
holes delocalize and molecular vibrations increase to achieve a metal-like
behavior translating into a decrease in the electrical conductivity.[20,25,40] Thus, the mean free path of electrons
is reduced, and their mobility is also decreased. While this behavior
is typical of a metal and not of an intrinsic semiconductor, we should
stress that CsSnI3 is effectively a self-doped semiconductor
(not a metal, as it clearly presents a bandgap of 1.3 eV as shown
in Figure ). In the
words of Chung et al.,[20] “although
stoichiometric CsSnI3 is a semiconductor, the material
is prone to intrinsic defects associated with Sn vacancies. This creates
highly mobile holes which cause the materials to appear metallic.”
We hypothesize that as no phase transition took place here upon heating
and samples were stored in nitrogen during measurement, the formation
of new Sn4+ centers is avoided, so the carrier concentration
is kept constant. These findings were previously reported by others
as they did not consider phase transitions upon heating B-β
CsSnI3 to have an effect on the charge transport properties.[20]
Figure 2
(a) Temperature dependence of electrical conductivity,
σ
(black line), thermal conductivity, κ (red line), Seebeck coefficient, S (green line), and figure of merit, ZT (blue line) of B-β
CsSnI3. (b) Temperature dependence of Hall coefficient
(black line), charge carrier concentration of the bulk, CCC (red line), and charge mobility (green line) of B-β CsSnI3. Errors bars come from measurement of film thickness and
the deviation of the equipment (see the Experimental
Methods). The ZT and charge mobility error bars originate from
the combination of these errors.
(a) Temperature dependence of electrical conductivity,
σ
(black line), thermal conductivity, κ (red line), Seebeck coefficient, S (green line), and figure of merit, ZT (blue line) of B-β
CsSnI3. (b) Temperature dependence of Hall coefficient
(black line), charge carrier concentration of the bulk, CCC (red line), and charge mobility (green line) of B-β CsSnI3. Errors bars come from measurement of film thickness and
the deviation of the equipment (see the Experimental
Methods). The ZT and charge mobility error bars originate from
the combination of these errors.On the other hand, the ultralow thermal conductivity
(κ)
detected in the whole range of temperatures is consistent with the
ultralow lattice thermal conductivity reported for most halide perovskites.[14,41] The cause of this phenomenon is ascribed to the phonon–phonon
scattering inside the crystal lattice, which intensifies by increasing
the temperature, hindering the thermal transport (decreasing κ).[17,24,25] Such low thermal conductivities
are beneficial for the thermoelectric performance and are found in
other materials such MAPbI3 or SnSe, whose ZT is one of
the highest reported so far.[15,42]The positive
Seebeck coefficient, S, as shown
in Figure a, confirms
that B-β CsSnI3 is a p-type semiconductor, consistent
with our Hall effect measurements and in corroboration with findings
from others.[20,43]S steadily rises
up to 154 ± 11 μV/K with increasing temperature, which
agrees with the decrease in electrical conductivity and is comparable
to other Sn-based perovskites.[3,25] A similar value for S was determined independently with a different characterization
methodology (see Figure S9 and the Experimental Methods). The thermoelectric figure
of merit, ZT, for our thin films (thickness = 300 nm) of B-β
CsSnI3 ranges from 0.021 to 0.033 in the temperature range
studied (room temperature to 100 °C) and reaches its maximum
(0.0333 ± 0.0013) at 50 °C, which is relevant for applications
near room temperature.When the B-β CsSnI3 thin
film is kept in an inert
atmosphere (Figure a), the black beta phase is preserved for at least 7 days. However,
as mentioned, B-β CsSnI3 spontaneously evolves to
Cs2SnI6 upon exposure to air in 2 days or less
(Figure b). This phase
change is accompanied by a decrease in the film homogeneity and the
formation of pinholes spread all over the film surface, as SEM images
evidence (Figure S10). The poor morphology
is likely attributed to an irregular oxidation from B-β CsSnI3 to Cs2SnI6, which could be avoided
by controlling the atmosphere composition and deposition process.[44,45] After 1 week in air we observe the formation of some small amount
of CsI, indicating some degradation of this Cs2SnI6 structure and a low stability of the phase upon exposure
to air for long periods. In contrast, Figure S11 shows that the XRD diffraction pattern after heating to 150 °C
in ambient conditions remains unchanged, revealing the high thermal
stability of Cs2SnI6. This finding was previously
confirmed by other authors who performed thermogravimetric analysis
(TGA), showing no decomposition until 515 K.[46]
Figure 3
XRD
diffractograms of the evolution of Cs2SnI6 thin
films exposed to (a) air and (b) N2 for 1 week.
The red asterisk stands for the main XRD peak of CsI, a byproduct
of the degradation. (c) UV–vis absorbance spectrum of Cs2SnI6. (d) Temperature dependence of electrical
conductivity, σ (black line), thermal conductivity, κ
(red line), Seebeck coefficient, S (green line),
and figure of merit, ZT (blue line), of Cs2SnI6 thin films. See the error bar calculation in Figure a.
XRD
diffractograms of the evolution of Cs2SnI6 thin
films exposed to (a) air and (b) N2 for 1 week.
The red asterisk stands for the main XRD peak of CsI, a byproduct
of the degradation. (c) UV–vis absorbance spectrum of Cs2SnI6. (d) Temperature dependence of electrical
conductivity, σ (black line), thermal conductivity, κ
(red line), Seebeck coefficient, S (green line),
and figure of merit, ZT (blue line), of Cs2SnI6 thin films. See the error bar calculation in Figure a.The conversion of B-β CsSnI3 to
Cs2SnI6 leads to a change of the optical properties
of the
thin films. The shape and the intensity of the optical absorbance
are completely different from the B-β CsSnI3 phase
(Figure c). The absorption
spectra has an overall strongly reduced absorbance compared to that
of the B-β CsSnI3 phase.[47,48] A direct bandgap of 1.49 eV can be estimated from the Tauc plot
(Figure S12), in line with previous reports
for this phase.[22,49,50] No significant PL was detected for this material, which could be
ascribed to a high nonradiative recombination rate of the films induced
by the formation of trap states.[44,48,51]Figure d shows
the temperature dependence of the thermoelectric performance of Cs2SnI6 thin films. We observe a conductivity around
0.1 S/cm in the whole temperature range, in line with other reported
values.[45] This is 2 orders of magnitude
lower than that observed previously for B-beta CsSnI3 (Figure ). An ultralow thermal
conductivity is also found for Cs2SnI6, together
with a negative Seebeck coefficient over the whole range of temperatures,
indicating that electrons are the dominant charge carriers (n-type
conduction). The n-type character of the compound comes from the presence
of iodine vacancies and tin interstitials inside the lattice, defects
easily formed in this double perovskite.[46,51] With our home-built setup, measurements run on a different day and
on a different sample yielded a Seebeck coefficient at 25 °C
of −514 μV/K (Figure S13),
which is considerably higher in absolute value, although in the same
order of magnitude as what was obtained from the analysis using the
thin-film analyzer. We hypothesize that the difference of Seebeck
values arises from a dissimilar oxidation level of the layers. It
seems plausible that variations in the atmosphere, for example, oxygen
concentration, moisture, or temperature, during the oxidation of B-β
CsSnI3 to Cs2SnI6 may cause a different
degree of oxidation affecting the charge transport mechanisms and,
thus, the thermoelectric performance. We should also note that the
oxidation in air from CsSnI3 to Cs2SnI6 is likely accompanied by formation of SnO2 which may
be amorphous and hence not detected here by XRD. It is possible that
this side-product also affects the overall thermoelectric properties
of the film. Anyhow, the low electrical conductivity (2 orders of
magnitude lower than that of B-β CsSnI3) leads to
ZT values around 1 × 10–3 in the 25–100
°C range. The improvement of the electrical conductivity is thus
paramount to boost the possibilities in TE of this material.
Conclusions
In conclusion, we report the thermal deposition
of Cs2SnI4 directly from the SSVD of ball-milled
CsSnI3 powder. Absorption spectra of these thin films reveal
the presence
of the 2D perovskite (Eg = 1.42 eV) together
with traces of Y CsSnI3 (Eg = 2.45 eV). Their electrical conductivity is found to be extremely
low but rises almost 7 orders of magnitude after annealing for 25
min at 150 °C, when the B-β CsSnI3 phase is
formed. B-β CsSnI3 shows ultralow thermal conductivity
and p-type conduction corroborated from Seebeck and Hall measurements.
Its electrical conductivity decreases when increasing the temperature,
caused by the reduction in charge mobility. In the temperature range
studied (RT–100 °C) and without exposure to air or further
external doping, the maximum ZT achieved is 0.0333 ± 0.0013 at
50 °C. The black beta phase is conserved in nitrogen for more
than 7 days but oxidizes into Cs2SnI6 upon exposure
to air for a few hours. Cs2SnI6 has a lower
electrical conductivity, an ultralow thermal conductivity, and a larger
absolute Seebeck coefficient, reaching a ZT of 0.0011 ± 0.0003
(100 °C) (see Table for summarized maximum values achieved). Hence, both B-β
CsSnI3 and Cs2SnI6 show potential
for implementation in low-temperature operating TEGs when the conductivity
of these materials can be controllably improved.
Table 2
Comparison of Maximum Electrical Conductivity
(σmax), Thermal Conductivity (κmax), Seebeck Coefficient (Smax), and Figure
of Merit ZT (ZTmax) for the Three Species Studied in This
Worka
phase
σmax (S/cm)
κmax (W/m·K)
Smax (μV/K)
ZTmax
Cs2SnI4
2.47 × 10–6 at 25 °C
ND
ND
ND
B-β CsSnI3
50 ± 3 at 25 °C
0.69 ± 0.07 at 25 °C
154 ± 11 at 100 °C
0.0333 ± 0.0013 at 50 °C
Cs2SnI6
0.128 ± 0.007 at 100 °C
0.33 ± 0.03 at 25 °C
–255 ± 18 at 100 °C
0.0011 ± 0.0003 at 100 °C
Temperatures at which they are
achieved are given. ND stands for nondetected.
Temperatures at which they are
achieved are given. ND stands for nondetected.
Experimental Methods
Materials
Cesium iodide (CsI, >99%) was purchased
from
TCI. Tin(II) iodide (SnI2, 99.999%) was purchased from
Alfa Aesar. All chemicals were stored in a nitrogen-filled glovebox
and used as received without further purification.
Mechanochemical Synthesis
Stoichiometric amounts of
CsI and SnI2 were introduced inside a 10 mL zirconia ball-mill
jar with two zirconia beads of 10 mm diameter inside a nitrogen-filled
glovebox. Ball-milling (BM) was performed with a MM-400 shaking ball-mill
from Retsch at a frequency of 30 Hz for 30 min.
Thin-Film Deposition by Single-Source Vacuum Deposition (SSVD)
In a typical deposition, an alumina thermal crucible (Creaphys
GmbH) was placed inside a vacuum chamber, and the as-synthesized CsSnI3 powder was loaded. Then, the chamber was evacuated to a pressure
of 7 × 10–6 mbar, and the source was rapidly
heated to 500 °C. The deposition was stopped after the complete
evaporation of the solid. The sample film thickness was measured with
a mechanical profilometer (Ambios XP200). Results shown in the main
text are obtained from thin films of B-β CsSnI3 and
Cs2SnI6 with a film thickness of 210 nm (±0.5%)
and 540 nm (±0.2%), respectively. The reason a thicker film was
deposited to evaluate Cs2SnI6 is that the conductivity
is lower than for CsSnI3, and therefore the overall conductance
of the film falls below the limit of detection of the instrumental
setup if a 210 nm film is employed. The thickness evaluation is performed
on the relevant phase right before thermoelectric characterization
to ensure accurate conductivity assessment. It must be noted, however,
that the 540 nm thickness of the Cs2SnI6 film
is obtained from a precursor B-β CsSnI3 film of 515
nm, meaning that an ≈5% thickness increase occurs upon phase
transition.
XRD Characterization
X-ray diffraction was measured
with a powder diffractometer (Empyrean from Panalytical) equipped
with a Cu Kα anode operated at 45 kV and 40 mA. Single scans
were acquired in the 2θ = 8°–60° range with
a step size of 2θ = 0.01° in Bragg–Brentano geometry
in air. A sealed dome sample holder (Anton Paar) was used for measurements
in N2.
Optical Characterization
UV–vis absorption spectra
of the films are acquired in a transmission configuration coupled
to an Avantes Avaspec-2048L optical detector (Avantes BV). Photoluminescence
measurements were performed inside a nitrogen-filled glovebox by using
a MatchBox laser as an excitation source at 515 nm coupled to an Avantes
Avaspec-2048L optical detector. For a typical analysis, one scan with
an integration time of 3 s was collected.
Scanning Electron Microscopy (SEM)
SEM images were
obtained by using a Phenom XL G2Microscope from Thermo Fisher at an
operating acceleration voltage of 10 kV. EDX data were acquired with
a Hitachi S-4800 scanning electron microscope.
Thermoelectric Property Measurements
The electrical
conductivity, thermal conductivity, Seebeck coefficient, and Hall
effect were measured simultaneously on the same sample by using a
thin film analyzer (TFA) from Linseis. The operation mechanism of
this equipment is described elsewhere.[38] A home-built setup was employed to measure the Seebeck coefficient
of B-β CsSnI3 and Cs2SnI6 thin
films for comparison. The Seebeck coefficients of samples processed
under the same conditions were measured with both setups to compare
values.[52] All measurements were performed
under an inert atmosphere. For error bar calculation, we have incorporated
the error of the equipment provided by the manufacturer and the thickness
measurement into consideration. Final errors are ±10% for thermal
conductivity, ±6% for electrical conductivity, ±7% for the
Seebeck coefficient, and ±9% for the Hall coefficient. ZT and
charge mobility errors are calculated from the combination of these
errors.
Authors: Andrea Pisoni; Jaćim Jaćimović; Osor S Barišić; Massimo Spina; Richard Gaál; László Forró; Endre Horváth Journal: J Phys Chem Lett Date: 2014-07-08 Impact factor: 6.475
Authors: Tao Ye; Ke Wang; Yuchen Hou; Dong Yang; Nicholas Smith; Brenden Magill; Jungjin Yoon; Rathsara R H H Mudiyanselage; Giti A Khodaparast; Kai Wang; Shashank Priya Journal: J Am Chem Soc Date: 2021-03-11 Impact factor: 15.419
Authors: Qiao Kong; Woochul Lee; Minliang Lai; Connor G Bischak; Guoping Gao; Andrew B Wong; Teng Lei; Yi Yu; Lin-Wang Wang; Naomi S Ginsberg; Peidong Yang Journal: Proc Natl Acad Sci U S A Date: 2018-08-20 Impact factor: 11.205
Authors: Min Chen; Ming-Gang Ju; Hector F Garces; Alexander D Carl; Luis K Ono; Zafer Hawash; Yi Zhang; Tianyi Shen; Yabing Qi; Ronald L Grimm; Domenico Pacifici; Xiao Cheng Zeng; Yuanyuan Zhou; Nitin P Padture Journal: Nat Commun Date: 2019-01-03 Impact factor: 14.919