Pan Wangab,
Rui Zhaoc,
Lixin Wub and
Mingzhe Zhang*a
aState Key Laboratory of Superhard Materials, Jilin University, Changchun 130012, China. E-mail: zhangmz@jlu.edu.cn
bState Key Laboratory of Supramolecular Structure and Materials, Jilin University, Changchun 130012, China
cCollege of Computer, Jilin Normal University, Siping 136000, China
First published on 12th July 2017
The effect of the dopant Y on high-pressure-induced polymorph transformation was investigated in Ag2S nanocrystals. A polymorph transformation from monoclinic P21/n phase I (where Ag1 and Ag2 atoms both participated in four-fold-coordinated tetrahedra) to orthorhombic P212121 phase II (where Ag2 participated in four-fold-coordinated distorted tetrahedra but Ag1 in five-fold-coordinated pyramids) and then to another monoclinic P21/n phase III (where Ag1 was still in the five-coordination pyramid-like structure but Ag2 showed a coordination number of five to form trigonal bipyramids) was observed under increasing high pressure at room temperature. The initial monoclinic phase was fully recovered after decompression. Compared with the two transition pressure values of the pure Ag2S sample, those of the Y-doped sample were found to be lower, revealing the significant influence of even a low Y dopant concentration on the compressibility of Ag2S. The smaller bulk modulus and larger volume collapse of the Ag2S:Y sample further suggested it to be more compressible.
It is of fundamental importance to understand how the crystal structural of Ag2S changes under controlled external conditions. The polymorph transformation of silver sulfide resulting from changing the temperature has been studied extensively. At room temperature and ambient pressure, Ag2S has a monoclinic crystal structure called α-Ag2S, and known as the mineral acanthite at temperatures below ∼450 K.29 Upon increasing the temperature, a structural phase transition occurs at 453 K from the ordered monoclinic α-structure to the disordered body-centered cubic β-structure with the mineral named argentite.30,31 The high-temperature face-centered cubic phase, γ-Ag2S, is stable from a temperature of ∼860 K until its melting point.32,33 Less attention has been paid to the high-pressure-induced polymorph transformation in Ag2S materials. Ag2S experiences the phase transition sequence P21/n → P212121 → P21/n → Pnma at hydrostatic pressures of ∼5.1 GPa, 8.8 GPa, and 28.4 GPa, respectively.14,34 Electrical transport measurements up to ∼19 GPa combined with first-principles calculations showed that Ag2S remained semiconducting while exhibiting dramatic changes in the concentration and mobility of the majority carrier.35 However, to the best of our knowledge, there has been no report on the effect of dopants on the high-pressure behavior of Ag2S nanocrystals.
In this work, using in situ high-pressure synchrotron X-ray diffraction, we compared the compressibility of the pure and Y-doped Ag2S nanocrystals. The two samples both experienced pressure-induced transitions from monoclinic P21/n phase I to orthorhombic P212121 phase II and then to another monoclinic P21/n phase III. The initial monoclinic phase was fully recovered after decompression. Compared with the two transition pressure values of the pure Ag2S sample, those of the Y-doped sample were found to be lower, revealing the significant influence of even a low Y dopant concentration on the compressibility of Ag2S. The smaller bulk modulus and larger volume collapse of the Ag2S:Y sample further suggested it to be more compressible.
In situ high-pressure synchrotron angle-dispersive XRD (ADXRD) experiments were conducted at the Cornell High Energy Synchrotron Source (λ = 0.485946 Å) at room temperature. High pressure was generated by using a symmetric diamond anvil cell (DAC) with 400 μm-diameter culets. Silicone oil was used as the pressure-transmitting medium. The samples and medium were loaded into a 150 μm-diameter hole drilled in the center of the pre-indented T301 stainless steel gasket. The pressure was calibrated by the frequency shift of the ruby R1 fluorescence line. The Bragg diffraction rings were recorded by using a MAR345 CCD detector. The two-dimensional diffraction patterns were integrated into one-dimensional profiles of intensity versus 2-theta with the program FIT2D, followed by the Materials Studio and POWDERCELL structural Rietveld refinement.
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Fig. 1 (a) XRD patterns and (b and c) HRTEM images of pure and 0.41 atom% Ag2S nanocrystals at ambient conditions. |
The microstructures of the pure and Y-doped Ag2S nanocrystals were further investigated using HRTEM. As shown in Fig. 1b, the interplanar spacing of the undoped Ag2S nanocrystals was measured to be 0.308 nm, consistent with (111) lattice plane of the monoclinic Ag2S structure. Individual particles were clearly observed in the pure Ag2S sample image (Fig. 1b), and measured to have diameters between about 30 and 32 nm. Interplanar spacings of 0.308 nm and 0.261 nm were measured for the Ag2S:Y nanocrystals (Fig. 1c), consistent with the (111) and (−121) lattice planes of the monoclinic Ag2S structure, respectively. The particle size of the Ag2S:Y samples was observed to also be about 30–32 nm. According to our XPS analysis (ESI, Fig. S1 and Table S1†), Y was in the Y3+ state in the host Ag2S semiconductor, and the Y content was about 0.41 atom% in the Y-doped Ag2S nanocrystals.
Fig. 2 shows the ADXRD data of the pure Ag2S and 0.41 atom% Ag2S:Y nanocrystals at several selected pressure levels at room temperature. As shown in Fig. 2a, for the pure Ag2S nanocrystals, all diffraction peaks shifted toward higher angles (larger d spacings) and broadened noticeably with increasing pressure. At the lowest measured pressure of 0.93 GPa, the pure Ag2S nanocrystals formed the monoclinic P21/n phase (phase I), which was consistent with the ambient condition structure. When the pressure was increased, a structural transition first occurred at 6.83 GPa, with new peaks (marked by asterisks) belonging to the orthorhombic Ag2S phase (space group P212121) (phase II), isostructural to the ambient condition structure (mineral naumannite) of Ag2Se. Note that pure phase II was not detected in the phase transformation because of the similar energy levels of phase I and phase II.14,34 This phase II was stable up to 9.30 GPa, where another transition took place. At this point, a P21/n phase III structure isosymmetric to the phase I structure started to appear (marked by asterisks) and the peaks corresponding to the phase II gradually lost intensity. Both phases coexisted between this pressure and 11.80 GPa. All of the peaks of the phase II completely disappeared when the pressure was increased to 11.80 GPa, indicating completion of the phase transition. Phase III was stable up to the highest pressure of 19.30 GPa in this experiment.
A similar phase transition process was indicated by the results of synchrotron ADXRD experiments (Fig. 2b) of 0.41 atom% Ag2S:Y nanocrystals at room temperature up to 18.61 GPa. As displayed in Fig. 2b, with the increasing pressure, two pressure-induced structural transitions of the Ag2S:Y sample occurred, at 5.90 and 9.00 GPa, which were lower than those of the pure Ag2S nanoparticles.
For the pure Ag2S sample (Fig. 3a), as the pressure was decreased to 16.50 GPa, the phase II diffraction peaks started to appear. Further lowering the pressure to 2.8 GPa resulted in a transformation of the diffraction peaks to those of phase I. When the pressure was lowered to the ambient pressure (Fig. 3), the shapes of all of the diffraction peaks of both samples returned to those of the initial monoclinic phase I structure, indicating the reversibility of the pressure-induced structural transformation. The refinement results of the lattices of the recovered samples were to be a = 4.217 ± 0.001 Å, b = 6.895 ± 0.002 Å, c = 7.840 ± 0.001 Å, and β = 99.703° ± 0.015 for the pure Ag2S sample, and a = 4.217 ± 0.003 Å, b = 6.895 ± 0.001 Å, c = 7.838 ± 0.001 Å, and β = 99.622° ± 0.018 for the Ag2S:Y sample, both slightly smaller than those of the samples prior to compression.
The evolution of the normalized cell parameters (ESI, Fig. S3†) and crystal structures (Fig. 4) for the three phases were investigated to reveal the phase transformation route. As displayed in Fig. 4, phase I showed a distorted anti-PbCl2-type structure, where Ag1 and Ag2 atoms both showed four-fold coordination. During the initial compression, the contraction of the lattice parameters was rather anisotropic and the b axis was found to be the most compressible of the lattice constants, as indicated in the obtained evolution of the normalized cell parameters of the phase I (ESI file, Fig. S3a†). In phase II, two Ag sites were still observed within the structure. Ag2 was four-fold coordinated to form distorted tetrahedra. In contrast, Ag1 increased from being four-fold to five-fold coordinated to form pyramids.14 The phase II structure was observed to be less compressible along its a and b axes than the c axis, as shown in Fig. S3b (ESI†). In the phase III structure, the coordination number of Ag1 was maintained at five (and showed a pyramid-like structure), but that of Ag2 increased from four to five to form a trigonal bipyramid.14 The b axis of the phase III structure was observed to be the most compressible of its lattice constants, and its c axis was indicated to be almost incompressible (Fig. S3c, ESI†).
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Fig. 4 Schematic structures of the phase I, II, and III unit cells of the Ag2S compounds. The pressures of the phase transitions during compression and decompression sequences are also indicated. |
We combined the Rietveld refinement results in order to fit P–V data of the pure Ag2S and 0.41 atom% Ag2S:Y nanocrystals to the Birch–Murnaghan (BM) equation of state (EOS), which could shed light on the effect of dopant Y on the polymorph transformation of Ag2S, as shown in Fig. 5, where only the compressional data were used for EOS fitting. A third-order BM equation of state was fitted to the plot of the unit cell volume of the phase I structure versus pressure, and the zero-pressure volume (V0) was considered to be the experimentally determined unit cell volume value. We obtained a bulk modulus B0 of 59.7(4) GPa (V0 = 225.9 Å3) and first pressure derivative B′ of 4.2(3) for the pure Ag2S, and B0 of 57.3(6) GPa (V0 = 224.8 Å3) and B′ of 8.5(4) for the Ag2S:Y nanocrystals. For the phase II and phase III data, a second-order Birch–Murnaghan was employed. B0 and V0 were left to vary freely, and the B′ was fixed to 4. For the phase II structure, the EOS parameters were determined to be V0 = 210.1(2) Å3 and B0 = 168.5(3) GPa for the pure Ag2S, and V0 = 207.1(7) Å3 and B0 = 131.6(8) GPa for the Ag2S:Y nanocrystals. For phase III, we obtained V0 = 208.9(4) Å3 and B0 = 123.1(0) GPa for the pure Ag2S, and V0 = 208.5(6) Å3 and B0 = 111.2(5) GPa for Ag2S:Y nanocrystals.
The percentage decreases of the unit cell volumes from phase I to phase II at 6.83 GPa and 5.9 GPa were 2.825% and 3.063% for the pure Ag2S and Ag2S:Y nanocrystals, and those from phase II to phase III at 9.30 GPa and 9.00 GPa were 1.092% and 1.698% for the pure Ag2S and Ag2S:Y nanocrystals, respectively. The smaller bulk modulus B0 and larger decrease in volume for the Ag2S:Y sample than for the pure Ag2S sample further suggested a larger compressibility for the Ag2S:Y sample, which indicated that even a low concentration of the Y dopant had a significant influence in the compressibility. The dopant can induce vacancy and substitution defects in crystal lattices resulting in lattice distortion, thus eventually reducing the stability of lattice structure.27,37
Footnote |
† Electronic supplementary information (ESI) available: Additional XPS analysis and the evolution of normalized cell parameters. See DOI: 10.1039/c7ra05327d |
This journal is © The Royal Society of Chemistry 2017 |