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TlSn2I5, a Robust Halide Anti-perovskite Semiconductor for #-Ray Detection at Room Temperature Wenwen Lin, Constantinos C. Stoumpos, Zhifu Liu, Sanjib Das, Oleg Y. Kontsevoi, Yihui He, Christos D. Malliakas, Haijie Chen, Bruce W. Wessels, and Mercouri G. Kanatzidis ACS Photonics, Just Accepted Manuscript • Publication Date (Web): 08 Jun 2017 Downloaded from http://pubs.acs.org on June 8, 2017
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TlSn2I5, a Robust Halide Anti-perovskite Semiconductor for
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γ-Ray Detection at Room Temperature
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Wenwen Lin,† Constantinos C. Stoumpos,† Zhifu Liu,‡ Sanjib Das,‡ Oleg Y. Kontsevoi,§ Yihui He,
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†
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†
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of Physics and Astronomy, Northwestern University, Evanston, Illinois 60208, United States.
Christos D. Malliakas, † Haijie Chen, † Bruce W. Wessels, ‡ and Mercouri G. Kanatzidis†,*
Department of Chemistry, ‡Department of Materials Science and Engineering, and §Department
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ABSTRACT: The semiconductor TlSn2I5 with a two-dimensional crystal structure and an
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anti-perovskite topology is a promising novel detection material. The compound crystallizes in the
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I4/mcm space group, has an indirect bandgap of 2.14 eV and melts congruently at 314 oC.
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Electronic band structure calculations reveal that the most facile carrier transport is along the ab
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layered plane. Compared to the CH3NH3PbX3, TlSn2I5 features higher long term stability, higher
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photon stopping power (average atomic number of 55), higher resistivity (~1010 Ω·cm) and robust
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mechanical properties. Centimeter-size TlSn2I5 single crystals grown from the melt by the
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Bridgman method can be used to fabricate detector devices, which detect Ag Κα X-rays (22 keV),
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mobility for electrons were estimated to be 1.1×10-3 cm2·V-1 and 94±16 cm2·V-1·s-1, respectively.
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Unlike other halide perovskites, TlSn2I5 shows no signs of ionic polarization under long-term,
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high voltage bias.
Co γ-rays (122 keV), and
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Am α-particles (5.5 MeV). The mobility-lifetime product and
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KEYWORDS: hard radiation detection, γ-ray, crystal growth, semiconductor detector, halide
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perovskite and photon detection. 1
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Wide-band-gap semiconductors with high mass density are of great importance for
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room-temperature radiation detection applications including homeland security, medical imaging,
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and the non-proliferation of nuclear materials. Compared with scintillator detectors which require
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a photomultiplier that reduces the resolution of the output signal1, semiconductor detectors can
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provide a direct, simple and efficient method for the conversion of hard radiation into electric
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signals. To date, only a handful of compounds have been identified as potential hard radiation
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detector materials, as a set of strict physical property requirements such as high density, high
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resistivity, high mobility-lifetime product, and robust mechanical properties must be
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simultaneously satisfied2-4. Even the commercial grade room temperature detector, Cd0.9Zn0.1Te
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(CZT)5, still suffers from growth problems related to its intrinsic defects such as Te precipitates
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and poor uniformity6-7, which in part result in the high cost of the CZT devices. TlBr is another
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candidate detection material showing a high mobility-lifetime product (µτ) (electron: ~10-3
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cm2·V-1) with a high energy resolution of 1-2% under γ-rays8-11. However, TlBr is subject to
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polarization-induced instability and low hardness which is detrimental to mechanical processing2,
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very low yield of homogeneous crystals with high quality and poor mechanical stability13-15. On
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the other hand, the recently developed halide perovskite high-performance semiconductors16,
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show considerable promise due to their remarkable mobility-lifetime products which range
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between µeτe = 10-3-10-2 cm2·V-1 17-19. However, because of the polar organic groups and ionic
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conductivity intrinsic to the materials, halide perovskites exhibit space-charge effects which
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significantly reduce the charge collection efficiency20-21. Despite the loss of collection efficiency
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and low signal resolution, X-ray18,
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CH3NH3PbBr3 (MAPbBr3) and CH3NH3PbI3 (MAPbI3) hybrid inorganic-organic perovskites, but
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also in the alternative composition HC(NH2)2PbI319 and the all-inorganic analogue CsPbBr317
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demonstrating X-ray and γ-ray photoresponse, respectively. CH3NH3PbX3, are subject to strong
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polarization upon the application of high electric fields (e.g. >200 V/cm), exhibit hysteresis loops
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on electric field cycling and has no long term stability due to a structural phase transition24. The
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chemical instability, high ionic conduction16, low mass density (3.80-4.15 g·cm-3) space-charge
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and phase transition issues associated with the halide perovskites prompted us to look for
. Other simple semiconductors studied as detection materials such as HgI2 and PbI2 suffer from
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and γ-ray19-20 responses have been reported for
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alternative perovskite-like compounds that maintain the high quality semiconducting properties of
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the perovskites but at the same time address their deficits.
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We report here on TlSn2I5, an inorganic iodide semiconductor with two-dimensional (2D) crystal
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structure and an anti-perovskite topology. TlSn2I5 features elements of high atomic number (Tl:81,
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Sn:50, I:53) and high density (6.05 g·cm-3) that guarantee a superior absorption coefficient to both
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halide perovskites and CZT against hard radiation25, as shown in Figure 1a and 1b. TlSn2I5 is a
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brick-red compound26 with a desirable wide bandgap of Eg = 2.14 eV, melts congruently at a low
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temperature (315 oC)27, which allows for simple purification/crystal growth protocols and
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low-concentration of thermally activated defects. The compound has no phase transitions between
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melting and ambient temperature and is stable in air. Large crystals of TlSn2I5 were grown from
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the melt by the vertical Bridgman method28, yielding single-crystalline ingot which can be
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subsequently processed to fabricate detectors. The compound has a very high resistivity of 4×1010
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Ω·cm and exhibits no signs of electrical polarization, thus being suitable for fabrication of
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detectors with low background dark current. TlSn2I5 detectors are photoresponsive to hard X-rays,
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γ-rays and α-particles showing an electron mobility-lifetime product, µeτe =1.1×10-3 cm2·V-1 and
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µeτe = 4.5×10-5 cm2·V-1 for high-flux X-rays and low-flux γ-rays, respectively. Drift mobility
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measurements using α-particles reveal an electron mobility µe = 94±16 cm2·V-1·s-1 which is
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comparable to those of the top performing halide perovskites20. Contrary to the halide perovskites,
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however, the detector performance of TlSn2I5 shows long-term stability under constant applied
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bias without suffering any polarization effects. Based on its detector characteristics, TlSn2I5, the
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new addition to the class of halide perovskites, is a highly promising hard radiation detector
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material.
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RESULTS AND DISCUSSION
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Crystal growth and characterization. Bulk TlSn2I5 was prepared by a stoichiometric
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direct combination of the Sn, I2 elements and TlI precursor. The obtained raw compound was then
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used to grow single-crystals using the vertical Bridgman method. The as-grown crystal is phase
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pure as evidenced by powder X-ray diffraction on a powdered ingot specimen (Supporting
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Information (SI), Figure S1). Figure 1c shows the pristine crystal of TlSn2I5 under ambient light.
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The whole crystal ingot has a brick-red color and it is optically transparent with no visible cracks. 3
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The absence of cracks suggests that the crystal can endure the large temperature gradient of 23
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o
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surface, which is parallel to the growth direction. X-ray diffraction on the cleaved crystal facet (SI,
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Figure S2) shows two diffraction peaks which match well with the (002) and (006) peaks of the
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simulated pattern at 2θ = 11.595ο and 2θ = 35.280ο, respectively, suggesting that the cleaved
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surface consists of (00l) planes that orient perfectly perpendicular to the growth direction. The
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performance of hard radiation detection materials strongly depends on the defect density, as
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defects can act as shallow impurity levels, trapping centers or scattering centers. Optical
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spectroscopy can provide useful insights into the defect states and thus the absorption spectrum of
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TlSn2I5 were measured. Figure 1e shows the optical absorption spectrum of TlSn2I5 indicating a
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bandgap of Eg = 2.14 eV, consistent with the brick-red color of the crystal. The bandgap is large
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enough to suppress the formation of thermally activated charge carriers, yet sufficiently narrow to
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generate photoinduced electron-hole pairs due to a lower pair creation energy29-31.
C·cm-1 during growth. Figure 1d shows a crystal chunk with a naturally cleaved mirror-like
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Figure 1. (a). Estimated attenuation length as a function of incident photon energy in TlSn2I5,
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Cd0.9Zn0.1Te and CH3NH3PbI3. (b). Estimated attenuation efficiency as a function of thickness in
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TlSn2I5, Cd0.9Zn0.1Te and CH3NH3PbI3 to 122 keV γ-ray from
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under ambient light. (d). A TlSn2I5 chunk with a naturally cleaved (00l) face parallel to the growth
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Co. (c). Image of TlSn2I5 ingot
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direction. (e). The UV-vis-Near IR optical absorption spectrum of TlSn2I5.
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TlSn2I5 melts congruently at 314 oC (SI, Figure S3) and is free of phase transitions between
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melting and ambient temperatures. Importantly, its low melting point is beneficial to suppress
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formation of thermally activated defects32, which in turn can enhance its detection performance.
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The compound is environmentally stable, mechanically robust as shown from Vickers hardness
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measurements (SI, Figure S4). The Vickers hardness of polished TlSn2I5 is 75±3.0 kg·mm-2 on the
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(00l) plane, which is significantly higher than that of CH3NH3PbI3 (22±0.9 kg·mm-2).
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Crystal Structure. TlSn2I5 adopts the (NH4)Pb2Br5 structure type26, crystallizing in the
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tetragonal I4/mcm space group, with a=8.8019(5) Å, c=15.2514(11) Å, V=1181.58(13) Å3 with a
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calculated density of 6.05 g·cm-3. Figure 2 shows the crystal structure of TlSn2I5. Detailed
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crystallographic data are listed in SI Table S1 while atomic coordinates, atomic displacement
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parameters and bond distances and angles are given in SI Tables S2 and S3. The compound
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consists of two-dimensional (2D) infinite (Sn2I5)- layers with the Tl+ ions occupying the interlayer
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voids.
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Figure 2. (a). View of the unit cell along the ab crystallographic plane. (b). The building block of
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the {Sn2I5}- layers indicating the Sn-I bond lengths. (c). Extended view of the {Sn2I5}- layers
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emphasizing on the connectivity of the planar {ISn4}7+ units. The arrows indicate the most likely 5
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location of the lone pair. Panel (d).-(f). show the coordination polyhedral of (d). Tl(1), (e). Sn(1),
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(f). I(1). Comparison between the (g). Anti-perovskite topology of TlSn2I5 and (h). The perovskite
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topology of the hybrid inorganic-organic perovskite CH3NH3PbI3. The lattice of the TlSn2I5 is
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significantly more distorted than that of CH3NH3PbI3.
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When viewed without chemical bonding restrictions, the lattice formed between I(1), Tl(1) and
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Sn(1) adopts an anti-perovskite structure with I being in the center of an axially elongated
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octahedron with its equatorial plane occupied by four Sn ions and its polar positions by two Tl
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ions to form an cationic [ISn2Tl]4+ framework (Figure 2g and 2h). Four of the “ignored” iodide
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ions (I(2)) occupy the perovskite cavity forming “dangling bonds” within the hollow cavity
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(chemically these are still bonded to Sn(1)) assembling a nearly regular {I4}4- tetrahedron.
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Interestingly, the volume of this void tetrahedron is comparable to that of SnI4 (Sn-I=2.70Å) with
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a centroid-iodide distance of 2.58 Å33. The framework has a distorted perovskite structure with the
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octahedra tilting out-of-phase in the same fashion with hybrid perovskite semiconductor
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CH3NH3PbI3 which crystallizes in the non-centrosymmetric version of the I4/mcm space group
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(due to the asymmetric CH3NH3+ cation)34.
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TlSn2I5 is an unusual compound for several reasons. The majority of halide compounds
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crystallizing in the AM2X5 crystal structure consist of an NH4+ or an alkali metal cation (K, Rb, Cs)
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in the A site, a lighter halide anion (Cl, Br) in the X site. The limitations for the structure
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stabilization come mainly from the necessity to accommodate the halide ion in the square planar
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cavity of the layer, which is too small in the case of X=F and too large in the case of X=I. Thus, in
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order to stabilize the crystal structure for X=I, it is required to introduce a group 13 metal ion (In+,
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Tl+) at the A site26, so that some electronic stabilization is introduced through weak bonding
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interactions, as opposed to the alkali metal ions which are electronically inert. This electronic
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contribution is evident by the intense red color of TlSn2I5, as opposed to all other compounds in
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the AM2X5 type which are colorless35-37. The electronic stabilization has further implications. For
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example, it makes these tin compounds air stable, in contrast to the notoriously sensitive tin iodide
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perovskites such as CsSnI3 and CH3NH3SnI324. It thus represents a very rare example of air stable
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iodostannate27, 38.
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Electronic band structure. The calculated electronic band structure is shown in Figure 3a
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plotted along the lines between the high-symmetry points in the Brillouin zone. Figure 3b shows
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the first Brillouin zone in reciprocal space showing the principle directions and points. The
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electronic density of states (DOS) projected onto the atomic sites are shown in Figure 3c. The
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band structure shows that TlSn2I5 has an indirect band gap. The primary valence band (VB)
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maximum (VBM) is located on the line between Γ and Σ points (close to Σ point) and the
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conduction band (CB) minimum (CBM) is located at Z point. Interestingly, there is a secondary
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VBM located on the line between N and Σ1 points (close to Σ1) which is only 0.02 eV lower in
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energy than the main VBM. Similarly, a secondary CBM, which is just 0.01 eV higher than the
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primary CBM, is at the Γ point. CBM is very anisotropic: CB is almost flat in the Γ−Z direction,
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and highly dispersive in other directions (Z−Σ1, Z-Y1), suggesting that there is no electronic
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communication between the layers. Such behavior translates into highly anisotropic effective
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masses: the calculated principle electron effective masses are as follows: me,xx= 0.21 m0, me,yy=
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0.21 m0, and me,zz= 21.5 m0. This result suggests that for properly oriented crystals a high µτ value
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for electrons can be achieved. If the applied electric field is along the ab plane which is parallel to
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the cleaved (00l) planes, a higher µτ value could be expected for adetector made of TlSn2I5. The
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VBM is flater and the calculated values of hole effective masses are mh,xx= 0.50 m0, mh,yy= 1.2 m0,
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me,zz= 1.9 m0, therefore hole mobility is expected to be lower. The high anisotropy of both band
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extrema is due to the layered, 2D structure of the TlSn2I5 compound.
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The PDOS calculations indicate that the VBM is composed of I p and Sn s orbitals, which,
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however are not strongly coupled. The CBM has mainly pure Sn p character in the Γ−Z direction of
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the flat band, but changes to the strongly coupled Sn p-I p orbital character in other directions. The
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lone pairs of Sn p orbitals lead to the localized character of CBM along the Γ−Z line, while the
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hybridization between Sn p and I p orbitals is responsible for the highly dispersive character of the
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CBM in other directions. Tl atoms do not contribute to electronic states near the band edges.
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Figure 3. (a). Electronic band structure of TlSn2I5. (b). View of first Brillouin zone in reciprocal
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space showing the principle directions and points in comparison with real space. (c). Projected
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electronic density of states of TlSn2I5. The Fermi level (EF) is set to zero energy.
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Charge transport and detector performance. The dark current of the detector made from
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TlSn2I5 wafers was measured Figure 4a shows the typical detector made from 1 mm thick TlSn2I5
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wafer with a carbon electrode of ~2 mm in diameter. The orientation of TlSn2I5 crystal is
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perpendicular to the cleaved (00l) planes, thus the electric field of detector is along the ab plane.
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According to the calculations on the effective electron masses along different directions, the
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present direction of electric field is preferred for obtaining a better charge collection efficiency. As
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shown in Figure 4b, the I-V curve of detector is linear in range of ±100 V, indicating the absence
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of space charge which is an inherent problem in MAPbX3 perovskites39. The resistivity estimated
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from the I-V curve is 4.0×1010 Ω·cm, which is well above those of MAPbX3 perovskites (107~108
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Ω·cm)18, suggesting this material is better for obtaining a high signal-to-noise ratio. Most
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importantly, the high resistivity does not degrade after 24 h’s biasing at 100 V, indicating high
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stability against ionic movement. The photoresponse of the detector to a Ag Kα source (22 keV)
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X-ray source was demonstrated in Figure 4c. The photocurrent at various biases is at least two
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orders of magnitude higher than dark current, indicating that this material is responsive to X-rays.
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In order to assess the quality of the detector, the mobility-lifetime products for electrons and holes
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were estimated using the Hecht equation40, based on X-ray photocurrent measurements (see
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Methods). The electron mobility-lifetime product µeτe (1.1×10-3 cm2·V-1) is 14 times higher than
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that of the holes µhτh (7.2×10-5 cm2·V-1). The great disparity in µτ values agree well with the great
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difference between the calculated effective electron masses and hole masses. Figure 4d illustrates 8
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the photoresponse to Ag X-rays at 100 V applied bias exhibiting high contrast and spontaneous
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response between the beam on and off states. The X-ray photoresponse for electrons in TlSn2I5 is
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comparable with those obtained for the MAPbX3 halide perovskites under high photon flux
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conditions (>1018 pairs·s-1·cm-2) and represents a good measure of the expected device
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performance. However, at it is discussed below, this is not necessarily indicative of a good spectral
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resolution because the high photon flux causes filling of the electronic trap states. In the excited
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state the detector is able to produce a stable photocurrent, but the deficiencies of this approach
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become apparent when the photon flux is drastically reduced below the levels of trap
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concentration (typically ~1010 cm-3 for the halide perovskites)20-21. In the low photon flux case, the
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traps start dominating the charge transport in the crystal, leading to a reduced charge collection
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efficiency and a significant decrease in the detector resolution.
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Figure 4. (a). The TlSn2I5 detector made of a 0.1 cm thick wafer with a dimension of 5 mm×9 mm.
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(b). I-V characteristics. (c). Photocurrent response to 22 keV Ag X-rays at various biases and µτ
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derived from X-ray photocurrent measurements using single-carrier Hecht equation. (d).
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Photocurrent response to Ag X-rays by switching the X-ray source on and off at a bias of 100 V.
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Having established the high sensitivity of TlSn2I5 as a hard radiation detector, we subsequently 9
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tested the detection performance for low flux weak source of γ-rays and α-particles. Figures 5a
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shows the
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electron-collection configuration (cathode irradiation). The detector clearly shows a response to
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γ-rays as indicated by the significant count rate of the detected photons, which allows the γ-rays
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induced signal to be easily distinguished from the background noise. Importantly, the shoulder
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accompanying the spectral tail shifts to higher energy channels with increasing applied bias
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voltage, a decisive criterion to confirm that the signal arises from the γ-ray source rather than
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artificial effects induced by the high voltage. Despite the clear response of the TlSn2I5 detector, the
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characteristic peak of the
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resolution can be assigned to the insufficiently high carrier collection efficiency due to electron
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trapping and recombination centers. The effect of the traps can be estimated by γ-ray spectroscopy
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measurements (see Methods), where the µeτe (4.5×10-5 cm2·V-1) obtained from the Hecht equation
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is two orders of magnitude lower than the one obtained from X-ray photocurrent measurements
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(1.1×10-3 cm2·V-1, see above). This is because the X-ray photocurrent measurements are
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performed under photon flooded conditions, as the estimated generation rate of e-h pairs (around
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1018 pairs·s-1·cm-2 at 40 kV X-ray tube voltage and 2 mA tube current)41 is many orders of
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magnitude higher than the removal rate of carriers under bias. Therefore, the electronic system is
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not in thermal equilibrium but in a dynamic equilibrium with the photon field. Subsequently, the
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flooded electrons fill all the active electron trapping centers, and then deactivate the electron
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trapping centers41. In this case, the deactivation of traps provides a higher µeτe which further
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indicates the strong potential of this detection material. On the other hand, the γ-ray spectroscopy
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measurement is performed under a photon poor condition, as the estimated generation rate of e-h
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pairs (around 108 pairs·s-1·cm-2 for 122 keV γ-rays from a 0.2 mCi radiation source, see SI) is
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comparable to the removal rate of carrier under bias. Under these conditions the electronic system
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is in thermal equilibrium allowing for the unfilled electron trap centers to determine the charge
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transport thereby reducing the effective electron mobility and lifetime.
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Co (122 keV) γ-ray spectral response as a function of applied voltage under
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Co radiation source could not be resolved. The absence of spectral
We further measured its detection performance using un-collimated 241Am α-particles (5.5 MeV)
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whose energy is significantly higher than 57Co but are not able to penetrate through the detector.
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Figure 5c shows the α-particles spectrum recorded by irradiating the cathode of the TlSn2I5
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detector. The signal clearly indicates that TlSn2I5 is photoresponsive to 5.5 MeV α-particles from 10
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an un-collimated 241Am source with an activity of only ~1 µCi. The detector performance does not
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degrade after 10 h’s biasing at 200 V, indicating absence of polarization effect. The absence of
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polarization is a unique property of TlSn2I5 among the halide high performance semiconductors
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including TlBr and the halide perovskites. The electron mobility (µe) of TlSn2I5 detector was
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estimated by measuring the photoexcited electron drift time (tdrift) using α-particles from an 241Am
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source42. The µe can be estimated by the following equation:
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ߤୣ = ா௧
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, where D and E are the detector thickness and the applied electric field, respectively. The electron
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drift time tdrift is measured by recording the electron rise time from the detector output pulse. One
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hundred measurements of electron rise time were performed and averaged in order to enhance the
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accuracy of the data. Figure 5d demonstrates one typical electron output pulse of the TlSn2I5
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detector using α-source from
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1.06±0.18 µs was calculated at an applied electric field of 1000 V/cm and a detector thickness of
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0.1 cm. Since the attenuation length of α-particle in the materials is much smaller than the detector
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thickness, the electron drift time approximates the electron rise time. Based on equation (1), the
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electron drift mobility of TlSn2I5 detector can be estimated to be µe= 94±16 cm2·V-1·s-1. Based on
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the estimated µeτe (~4.5×10-5 cm2·V-1) and measured µe (94±16 cm2·V-1·s-1), the lifetime of
273
electron τe under 122 keV γ-ray irradiation condition can be derived to be ~ 0.47 µs.
(1)
ೝ
241
Am. As shown in Figure 5e, an average value of rise time of
274
10
102
10 minutes after 200 V posi bias 10 hours after 200 V posi bias
e.
101 10
275
3
200 400 600 800 Channel
0
0
1500 3000 4500 Channel
c. 104 103 Fitting Curve Measured Data
Counts
1.0 0.8 0.6 0.4 0.2 0.0 0
102
200 400 600 800 Bias Voltage (V)
0
1500 3000 4500 Channel
f. 10
0.012
8
0.009 0.006 0.003 0.000
250 V BKGD 100 V posi 150 V posi 200 V posi 250 V posi
101
Counts
104
posi 700 V BKGD posi 100V posi 300V posi 500V posi 700V
Amplitude (V)
Counts
d.
105 104 103 102 101 100 0
Charge Collection Efficiency
b.
a.
Counts
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6 4 2 0 0.0
2.0x10-6 Time (s)
4.0x10-6
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57
277
Figure 5. (a). 122 keV γ-ray spectral responses of
278
curve “700V posi BKGD” refers to the background of energy spectrum at 700 V. (b). µeτe
279
estimation based on 122 keV γ-ray spectroscopy measurements using Hecht equation. (c)
280
α-particles spectral response obtained with TlSn2I5 detector. (d).
281
response of TlSn2I5 detector at 250 V at different time periods. (e). A typical electron pulse
282
induced by
283
electron rise times at 100 V bias for a TlSn2I5 detector from α-particles. Among all the new
284
candidates that have been proposed in the past decade,43-55 TlSn2I5 is among the top in terms of
285
promise in view of its easy of crystal growth and initial photoresponse properties.
241
Co source at various applied voltages. The
241
241
Am
Am α-particles spectral
Am α-particles at 100 V bias for estimating electron rise time. (f). Statistics of
286 287
CONCLUSIONS
288
In conclusion, TlSn2I5 is a promising stable tin iodide semiconductor capable of room temperature
289
hard radiation detection and belongs to the larger emerging family of main group metal halide
290
perovskite and related materials. One centimeter-size single-crystals can be easily grown using
291
two-zone vertical Bridgman method thanks to its low melting point and nature of congruent
292
melting. Band structure calculations reveal favorable electron transport along ab plane, parallel to
293
the [Sn2I5]- layers, predicting a high mobility-lifetime product with proper sample orientation. The
294
crystal has a high resistivity on the order of 1010 Ω·cm, which guarantees low noise levels and can
295
withstand electric fields in excess of 7×105 Volts/m. Detectors made of TlSn2I5 shows a clear
296
response to Ag Κα X-rays (22 keV), 57Co γ-rays (122 keV), and 241Am α-particles (5.5 MeV) and
297
they demonstrate high µeτe (1.1×10-3 cm2·V-1) and µe (94±16 cm2·V-1·s-1). Most importantly, the
298
detectors show no severe polarization effects after long-term bias. These features render the iodide
299
TlSn2I5 an excellent new candidate detector material, which can produce even higher performance
300
devices upon further development.
301 302
METHODS
303
Synthesis and Crystal Growth. The synthesis of TlSn2I5 polycrystalline raw material was
304
performed by the direct combination of precursors (TlI, 99.999%; Sn, 99.999%; I2, 99.9%; all
305
from Alfa Aesar) in an evacuated silica ampoule at 500 °C for 12 h in a rocking furnace, and then
306
followed by slow cooling to room temperature in 12 h. The TlI raw material was preheated at 12
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80 °C for 12 h to remove surface moisture before synthesis. As reported, TlSn2I5 congruently melts
308
at 315 °C27. The heating temperature of 500 °C for synthesis can ensure complete melting of
309
TlSn2I5. The temperature of the furnace was increased slowly to avoid any possibility of explosion
310
due to high vapor pressure of I2 precursor. Subsequently, the polycrystalline raw material was put
311
into a conical-tip quartz ampoule with a thickness of 1.5 mm and an inner diameter of 11 mm,
312
which was sealed at a vacuum pressure of 1×10-4 mbar. Single crystalline ingot of TlSn2I5 was
313
grown from stoichiometric melt by the vertical Bridgman method. At the beginning of the growth
314
process, the ampoule was held in the hot zone (520 °C) of a two-zone Bridgman furnace for 12 h
315
to achieve complete melting of polycrystalline raw material. The ampoule was subsequently
316
translated from the hot zone to cold zone at a speed of 0.5 mm/h. In order to generate a
317
temperature gradient of 23 °C/cm, the temperature of cold zone was set at 200 °C. SI Figure S5
318
shows the temperature profile in the Bridgman furnace. After crystal growth, the ingot was
319
annealed in-situ at 250 °C for 24 h in the Bridgman furnace without translation. Finally, the ingot
320
was cooled down to room temperature in 24 h to avoid cracks due to thermal stress. The ingot can
321
easily slide out from ampoule, indicating that the raw material does not contain oxidation
322
impurities which can react with the silica ampoule. Warning: Due to the toxicity of Tl, great care
323
should be exerted with appropriate protective equipment in both the synthesis and handling of Tl
324
containing precursors and TlSn2I5 single crystals.
325
Crystal Processing and Characterization. Boule was cut along the direction perpendicular to
326
the growth direction by using a diamond saw. One wafer was extracted from the tip section of
327
ingot. Subsequently, the sample was polished with silicon carbide sand paper and alumina slurries
328
with a particle size of 0.05-1 µm. After fine polishing with slurries, no further surface etching and
329
passivation were performed on the polished surface. In order to analyze phase purity of as-grown
330
crystal, PXRD pattern of ground crystals was collected using a Si-calibrated CPS 120 INEL
331
diffractometer operating at 40 kV and 20 mA (Cu Ka radiation λ=1.5418 Å). The powder XRD
332
pattern was recorded using the Windif data acquisition program. One chunk with a naturally
333
cleaved surface was selected, and then mounted onto the sample holder of PXRD instrument. The
334
XRD pattern was collected from the cleaved surface in the Si-calibrated CPS 120 INEL
335
diffractometer as well. The orientation of a naturally cleaved surface of the crystal was directly
13
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336
determined by XRD to be the (00l) direction, indicating that [Sn2I5]- layers are parallel to the
337
growth direction.
338
Single Crystal X-ray diffraction. Single-crystal X-ray diffraction was performed at 298(2) K
339
with a Stoe imageplate diffraction system (IPDS) II diffractometer using graphite-monochromated
340
Mo Kα radiation (λ = 0.71073 Å). Data reduction and numerical absorption corrections were done
341
on the structures using Stoe X-Area software. Structures were solved by direct methods and
342
refined by full-matrix least-squares on F2 (all data) using the SHELXTL software suite.56 Thermal
343
displacement parameters were refined anisotropically for all atomic positions.
344
Thermal Analysis. To assess the thermal stability of TlSn2I5, differential thermal analysis (DTA)
345
was performed using a Shimadzu DTA-50 thermogravimetric analyzer. Ground crystalline
346
material (∼30 mg) was flame sealed in a silica ampoule evacuated to 10−4 mbar. As a reference, a
347
similarly sealed ampoule of ∼30 mg of Al2O3 was used. Samples were heated to ~400 °C at
348
5 °C/min and then cooled at 5 °C/min to ~20 °C.
349
Mechanical Property Assessment. The Vickers hardness tests were performed on a Struers
350
Duramin 5 automated micro hardness test instrument. The Vickers hardness test method comprises
351
of indenting the test material with a diamond indenter, in the form of a right pyramid with a square
352
base and an angle of 136 degrees between opposite faces subjected to a load of 0.01 kgf. The full
353
load is applied on the surface of fine polished wafer for 5 s. The two diagonals of the indentation
354
left in the surface of the material after removal of the load are measured using a built-in
355
microscope and their average is calculated (SI Figure S6). Therefore, the area of the sloping
356
surface of the indentation is estimated. As shown in Function 2, the Vickers hardness is the
357
quotient obtained by dividing the kgf load by the square mm area of indentation. భయల మ ௗమ
ଶிୗ୧୬
358
= ܸܪ
359
F is the load in kgf, and d is the arithmetic mean of the two diagonals, d1 and d2 in mm. Three
360
indents from different locations were obtained for measurements.
(2)
361
Optical Properties Measurements. Solid-state diffuse reflectance UV-vis-Near IR
362
spectroscopy was performed with a Shimadzu UV-3600PC double-beam, double-monochromator
363
spectrophotometer operating in the 200-2500 nm region using BaSO4 as the 100% reflectance
364
reference. 14
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Band Structure Calculations. First-principles electronic structure calculations were carried out
366
within the density functional theory formalism using the Projector Augmented Wave method57
367
implemented in Vienna Ab-initio Simulation Package58-59. The energy cut off for plane wave basis
368
was set to 350 eV and 7×7×7 k-point mesh was chosen for Brillouin zone (BZ) sampling. For
369
exchange-correlation function, the generalized gradient approximation (GGA) was employed
370
within Perdew-Burke-Ernzerhof (PBE) formalism60.
371
Device fabrication and X-ray Photocurrent Measurements. The sample was mounted on
372
1-square inch glass substrate. The contacts were fabricated by applying fast-dry carbon paint
373
purchased from TED Pella. The diameter of the electrode on the top of sample is around 2 mm,
374
while the whole area of the bottom of sample was covered by the fast-dry carbon paint for bottom
375
electrode parallel to the top electrode. Cu wires were attached to the contacts made by carbon
376
paint, and then attached to Cu foil attached to the glass substrate. The thicknesses of device is
377
around 1.0 mm, and the area is about 5 mm×9 mm. The DC I-V measurements under dark were
378
performed. DC conductivity was measured using a Keithley 6517B electrometer and a Keithley
379
6105 resistivity adapter. Electromagnetic interface and photoconductive responses are eliminated
380
by an enclosure. In order to estimate mobility-lifetime products for carriers, photocurrent
381
measurements were performed using 22 keV Ag X-ray as irradiation source. Ag X-ray was
382
generated from a Si-calibrated CPS 120 INEL diffractometer operating at 40 kV and 2 mA. The
383
single-carrier Hecht equation was adopted to determine the mobility-lifetime product for electrons
384
40
385
=ܫ
386
, Where I0 is the saturated photocurrent, and L (0.1 cm) is the thickness of detector.
387
, based on X-ray photocurrent measurements. The single-carrier Hecht equation is ூబ ఓఛ మ
ቆ1 − ݁
ಽమ ഋഓೇ
ି
ቇ
(3)
Hard radiation spectroscopy measurements. 122 keV γ-ray spectroscopy measurements were 57
388
carried out in the atmosphere and the distance between
Co radiation source (0.2 mCi) and
389
detector was set to ~5 cm. The fabricated device was connected to an eV-550 preamplifier box.
390
Various bias voltages from 100 to 700 V were applied. The signals were transferred to an ORTEC
391
amplifier (Model 572A) with a gain of 500, shaping time of 0.5 µs and collection time of 180 s
392
before it is evaluated by a dual 16 K input multichannel analyzer (Model ASPEC-927) and read
393
into the MAESTRO-32 software. The linear amplifier gain, amplifier shaping time and the 15
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241
394
recorded time are 500, 0.5 µs and 180 s, respectively. An un-collimated
395
used to characterize the detector radiation response upon 5.5 MeV alpha particles. The activity of
396
the alpha source was around 1.0 µCi. The measurements were carried out also in the atmosphere
397
with a source-detector distance of ~4 mm. The linear amplifier gain, amplifier shaping time and
398
the recorded time are 100, 2.0 µs and 500 s, respectively. The single-carrier Hecht equation was
399
adopted to determine the mobility-lifetime product for electrons as well40, based on γ-ray
400
spectroscopy measurements. The single-carrier Hecht equation is
401
= )ܸ(ܧܥܥ
402
, where CCE(V) is the charge collection efficiency at certain bias applied, Ch(V) is the peak
403
channel number at certain bias applied, and L (0.1 cm) is the thickness of detector. The µeτe and the
404
constant can be derived from the experimental data of CCE(V) and Ch(V). Since there is no
405
photopeak in the spectra, the maximum channel positions instead of peak channel numbers were
406
used to fit the single-carrier Hecht equation.
()
େ୭୬ୱ୲ୟ୬୲
=
ఓఛ మ
ቆ1 − ݁
ಽమ ഋഓೇ
ି
Am alpha source was
ቇ
(4)
407 408
Supporting Information
409
The Supporting Information is available (X-ray data, Vickers hardness measurements).
410 411
AUTHOR INFORMATION
412
Corresponding Author
413
*E-mail:
[email protected] 414
Author contributions
415
M. K. conceived and supervised the project. W. L. conceived and conducted experiments on
416
synthesis, crystal growth and characterization, detector fabrication, charge transport, detection
417
performance and mobility estimation. C. S. solved and refined crystal structure. Z. L. conducted
418
experiments on detection performance. O.Y. K. conducted calculations on electronic band
419
structure. S. D conducted optical measurements. Y. H. conducted hardness tests. C. M. helped with
420
I-V measurements. H. C conducted DTA measurement. B. W conceived and supervised the charge
421
transport measurements in the project.
422 16
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Notes
424
The authors declare no competing financial interests.
425 426
ACKNOWLEDGMENTS
427
This work is supported by a Department of Energy NNSA grant (DE-NA0002522). O.Y.K. is
428
supported by DHS-ARI grant 2014-DN-077-ARI086-01 (theoretical calculations). This work
429
made use of the EPIC facility of the NUANCE Center and IMSERC at Northwestern University,
430
which has received support from the Soft and Hybrid Nanotechnology Experimental (SHyNE)
431
Resource (NSF NNCI-1542205). Computing resources were provided by the National Energy
432
Research Scientific Computing Center, a DOE Office of Science User Facility supported by the
433
Office of Science of the U.S. Department of Energy under Contract No. DE-AC02-05CH11231.
434 435
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