Juanying
Li
a,
Bo
Liu
a,
Junyan
Dong
a,
Chenyi
Li
a,
Qing
Dong
a,
Tao
Lin
a,
Ran
Liu
a,
Peng
Wang
a,
Pengfei
Shen
b,
Quanjun
Li
*a and
Bingbing
Liu
*a
aState Key Laboratory of Superhard Materials, College of Physics, Jilin University, No. 2699 Qianjin Street, Changchun 130012, People's Republic of China. E-mail: liquanjun@jlu.edu.cn
bAcademy for Advanced Interdisciplinary Studies, Southern University of Science and Technology, Shenzhen, 518055, China
First published on 27th October 2020
The high-pressure behaviors of Mn3O4 nanorods were studied by high pressure powder synchrotron X-ray diffraction and Raman spectroscopy. We found that the initial hausmannite phase transforms into the orthorhombic CaTi2O4-type structure, and then to the marokite-like phase upon compression. Upon decompression, the marokite-like phase is retained at the ambient pressure. Compared with Mn3O4 bulk and nanoparticles, Mn3O4 nanorods show obviously different phase transition behaviors. Upon compression, the phase transition sequence of Mn3O4 nanorods is similar with the nanoparticles, while the decompression behavior is consistent with the bulk counterparts. The hausmannite phase shows higher stability and smaller bulk modulus in Mn3O4 nanorods than those of the corresponding bulk and nanoparticles. We proposed that the higher phase stability and compressibility of the nanorods are concerned with their nanosize effects and the rod morphology. Both the growth orientation and the suppressed Jahn–Teller distortion of the Mn3O4 nanorods are crucial factors for their high pressure behaviors.
As one of the typical manganese oxides, Mn3O4 has attracted a great deal of research interest because of its special physical and chemical properties, which provide wide-spread applications in cataluminescence sensing materials and catalysts.28,29 For example, Mn3O4 shows an excellent sensing characteristic for volatile organic compounds.28 What is more, Mn3O4 is a binary oxide with the AB2O4 formula. Previous studies have shown that the spinels with the AB2O4 molecular formula have important technical applications in superhard materials and magnetic materials.30,31 The cations A and B are distributed in different positions to form different spinel structures. As a typical spinel with superior physical properties, Mn3O4 exists in the hausmannite phase with a tetragonally distorted structure under ambient pressure. The structure characteristic is that the Mn2+ and Mn3+ ions occupy the center positions of the tetrahedral and octahedral, respectively. And MnO6 octahedra are stretched along the [001] orientation resulting from the instability of the Mn3+ ion, causing the tetragonal structure with space group I41/amd.32 As for its high-pressure structure, there have been high-pressure studies on bulk Mn3O4 and Mn3O4 nanoparticles.32 It was known that the bulk hausmannite Mn3O4 transforms into the marokite-like phase above 11.5 GPa, and keeps stable up to 47.3 GPa, while the Mn3O4 nanoparticles have been found to undergo two phase transitions with a new phase at 14.5–23.5 GPa. The size effects are considered to be a dominant factor causing the abnormal phase transition behaviors between the Mn3O4 bulk and nanoparticles.32 However, the phase transitions of Mn3O4 nanorods have not been reported so far. The influences of the size and morphology on the behaviors of Mn3O4 nanorods are still unknown. Thus, this inspired us to explore further the phase transitions for the Mn3O4 nanorods.
In this work, the high pressure behaviors of Mn3O4 nanorods with diameter 30–50 nm were studied up to 42.3 GPa, using high-pressure powder X-ray diffraction and Raman spectroscopy. Compared with the Mn3O4 bulk and nanoparticles, Mn3O4 nanorods show unusual high pressure behaviors, especially in the aspect of mechanical properties. The different high-pressure behaviors of Mn3O4 nanorods have been discussed in terms of the unique cation distribution in the Mn3O4 structure, the size effects, and the shape of Mn3O4 nanorods.
Fig. 1 (a) TEM images of Mn3O4 nanorods at different magnifications. (b) TEM (the inset) image of a single Mn3O4 nanorod and the corresponding HRTEM image. |
The selected high pressure XRD patterns for the Mn3O4 nanorods up to 42.3 GPa are shown in Fig. 2(a). Mn3O4 nanorods have a tetragonal structure (hausmannite phase) with a space group I41/amd. At 1.4 GPa, we obtained a = b = 5.7574 (6) Å, c = 9.3965 (4) Å, and V = 311.168 Å3; the fitting results are shown in Fig. 2(b). As pressure increased, all diffraction peaks of the initial hausmannite phase move to a higher angle, which indicates the pressure-induced shrinkage of the unit cells. Clearly, the first phase transition starts to occur at ∼15.3 GPa, with two new diffraction peaks at ∼7.4° and ∼9.2°. As the pressure increases to 17.2 GPa, a series of new diffraction peaks appear, accompanied by the significant weakening of the diffraction peaks of the initial hausmannite phase. Further increasing pressure to 18.9 GPa, several new diffraction peaks enhanced remarkably, at ∼9.0°, ∼11.2° and ∼12.0°, which come from the second high pressure phase. Above 22.0 GPa, the diffraction peaks of the first high-pressure phase weaken significantly and even disappear, indicating the second phase transition completion. Obviously, Mn3O4 nanorods undergo two high-pressure phase transitions during the compression. This is similar to the previously observed phase transitions in Mn3O4 nanoparticles.32 The first high-pressure phase was considered in previous studies as an orthorhombic CaTi2O4-type structure (Bbmm).32 To determine the second high-pressure phase structure, the orthorhombic marokite structure (Pbcm) was used to match the XRD experimental patterns. Fig. 2(c) shows a refinement result of XRD data at 29.6 GPa. Obviously, the second high pressure phase is the marokite-like phase. The cell parameters a, b, c and the cell volume V are assigned to be 2.8746(5) Å, 9.3491(4) Å, 9.2084(9) Å and 247.483 Å3, respectively. Fig. 2(a) gives the diffraction pattern of the released Mn3O4 nanorods at ambient pressure. The refinement result is shown in Fig. S2.† It is noted that the marokite-like phase can be stable under ambient conditions, without the appearance of the hausmannite phase and the orthorhombic phase. The decompression sequence of the Mn3O4 nanorods is consistent with that of the bulk Mn3O4, whereas the coexistence of hausmannite and marokite phases was observed in the recovered Mn3O4 nanoparticles.32 The unusual decompression behaviors of Mn3O4 are similar to the CdS. Previous studies on CdS have found that the shape of nanomaterials plays a crucial role in determining the reversibility of phase transitions.34 Similarly, the different decompression behaviors between the Mn3O4 nanorods and Mn3O4 nanoparticles are also caused by the shape of Mn3O4.
In order to confirm the phase transition, we also implemented an in situ Raman study on Mn3O4 nanorods. Fig. 3 gives the measured Raman data of the Mn3O4 nanorods and the functional relationship between Raman displacement and pressure. In the Raman spectrum at 1.1 GPa, three Raman peaks located at 666, 379 and 325 cm−1 are observed, which is consistent with the hausmannite Mn3O4 in previous reports.32,35 The stronger Raman peak at 666 cm−1 is considered to be the A1g mode, which is caused by the stretching vibration of the Mn2+–O band. With enhancing pressure to 17.2 GPa, the Raman peak of the hausmannite phase weakens significantly. At the same time, the A1g mode begins to show a shoulder shape, with a new Raman peak at ∼655 cm−1. Additionally, two extra Raman peaks in the range of 500–660 cm−1 appear above this pressure. This indicates that a structural phase transition occurs. Above 21.0 GPa, the A1g mode starts to disappear and three additional Raman modes appear within 300–450 cm−1, indicating that the second phase transition occurs. We found that all the Raman modes above 17.2 GPa belong to the marokite-like phase, and the Raman modes of the first high-pressure phase are not observed. This may be caused by the absence of the Raman active mode in the first high-pressure phase. During decompression, the Raman spectra of Mn3O4 nanorods are shown in Fig. S3.† It is noted that the Mn3O4 nanorods do not undergo phase transition and remain in the marokite-like phase when the pressure releases. These results are in good agreement with the high-pressure XRD consequences.
Fig. 3 (a) Raman spectra of Mn3O4 nanorods under high pressure, (b) pressure dependence of Raman modes. |
Fig. 4 demonstrates the variations of normalized cell parameters and the unit-cell volume for the Mn3O4 nanorods. From Fig. 4 (a), it is noted that the a and c axes show a significant compressional anisotropy. Between 0 and 8.3 GPa, the cell parameters a and c for the Mn3O4 nanorods are reduced by 1.3% and 2.5%, respectively. The c axis is more compressible than the a axis, which can be interpreted by the structure of hausmannite Mn3O4 that MnO6 octahedra are stretched along the [001] orientation. In previous studies, the cell parameters a and c decreased by 1.4% and 2.1% for bulk Mn3O4 (0.9% and 2.1% for the Mn3O4 nanoparticles), respectively.32 Compared with bulk Mn3O4, the c axis of the Mn3O4 nanorods and nanoparticles both show higher compressibility than the a axis. Obviously, the nanosize-effects influence the compressibility of Mn3O4. The Jahn–Teller distortion in Mn3O4 has been described in previous reports as a tetragonal distortion (c/21/2a), which is considered to be an important factor in driving the phase transition.36 In our study, the tetragonal distortion (c/21/2a) decreases with pressure from 1.162 at 0 GPa to 1.148 at 8.3 GPa, which demonstrates that the Jahn–Teller distortion of MnO6 octahedra is suppressed.36 However, it has been reported that this parameter decreases from 1.164 to 1.150 in the range of 0–8.6 GPa for the Mn3O4 nanoparticles (decreases from 1.163 to 1.155 for the bulk Mn3O4).32 Similar to Mn3O4 nanoparticles, the decrease of the tetragonal distortion parameter in Mn3O4 nanorods is much larger than in bulk Mn3O4. We believe that the suppressed tetragonal distortion inhibits the transformation from the hausmannite to marokite-like phases, which may be a possible factor for the appearance of the CaTi2O4-type structure. Between 22.0 GPa and 42.3 GPa, the a and c axes exhibit very similar compressibility, which may be caused by the significantly decreased elongation of MnO6 octahedra along the [001] direction with increasing pressure. Therefore, the compressional anisotropy between a and c axes almost disappears in the marokite-like phase.
Fig. 4 (a) Variation of lattice parameters a and c with pressure after normalization treatment. (b) Unit-cell volume of Mn3O4 nanorods as a function of pressure. |
The volume variation of Mn3O4 nanorods is shown in Fig. 4(b). And then the Birch–Murnaghan equation of state was used to fit the bulk modulus (B0). We selected a certain value of 4 for the calculation of the bulk modulus. From 1.4 to 15.3 GPa, Mn3O4 nanorods are in the initial hausmannite phase. The fitted result shows that the bulk modulus (B0) obtained is 154 ± 5.5 GPa. Between 22.0 and 42.3 GPa, the Mn3O4 nanorods are in the marokite-like phase and the bulk modulus obtained is 176 ± 7.7 GPa. Compared with the hausmannite phase, the bulk modulus of the marokite-like structure is significantly larger. Therefore, the compressibility of the marokite-like phase is lower than the hausmannite phase. It was known that the bulk moduli of the hausmannite phase Mn3O4 bulk and nanoparticles are 168 ± 18.3 GPa and 202 ± 6 GPa, respectively.32 The bulk modulus of the Mn3O4 nanorods approaches that of the corresponding bulk, but much less than that of nanoparticles. Clearly, the bulk modulus in the hausmannite phase shows a shape-tuned feature. The Mn3O4 nanorods are more compressible than nanoparticles and bulk counterparts. A similar behavior has been also observed in TiO2 anatase nanoparticles, in which the bulk modulus of the rod-shaped TiO2 is significantly smaller than the bulk counterpart before phase transition.20 The author suggested that this may be attributed to the differences in the number of soft empty oxygen octahedral units in different crystals, the anisotropic distribution of crystal chemical defects, and the dependence on the size and morphology.20 But in the CdS nanorods34 and ZnO nanowires,37 the bulk moduli of the CdS nanorods and ZnO nanowires are dramatically larger than their bulk counterparts. In the report of CdS, it has been revealed that the differences in the bulk modulus are caused by the different morphologies.34 However, in the study on ZnO nanowires, the author has proposed that the high crystallinity and defect-free nature of the nanowires are the main reasons that cause the enhancement of mechanical properties.37 Therefore, there is still no consensus on how the morphology affects the value of bulk modulus, and more detailed and comprehensive studies on nanomaterials with varying shapes are necessary to better understand these findings.
To determine the morphology of the Mn3O4 nanorods after compression, the TEM and HRTEM images of the samples after being unloaded from 42.0 GPa are shown in Fig. 5(a) and (b), respectively. It is clear that the long Mn3O4 nanorods are crushed into some short nanorods, which may be caused by the non-hydrostatic pressure conditions and the phase transitions under high pressure. The HRTEM image shows that the measured crystal plane spacing is 0.217 nm for the nanorods, corresponding to the (130) plane of the marokite-like phase Mn3O4.
Fig. 5 (a) TEM image of the Mn3O4 nanorods after being released from 42.0 GPa. (b) TEM with higher magnification and the corresponding HRTEM image. |
Here we discuss the possible reason for the high-pressure behaviors in Mn3O4 nanorods. Previous studies on Mn3O4 suggested that the suppressed Jahn–Teller distortion, the structure deformation together with the decrease of volume are the main factors driving the structure transitions.36 Other reports have revealed that the Mn3+/Mn2+ ratio of the hausmannite phase nanomaterials is slightly lower than that of the bulk counterpart, indicating that the cation distribution in nanomaterials is different.38,39 Furthermore, the local stresses within the nanodomain structure and the cation inversion may lower the Jahn–Teller distortion of the AB2O4 formula compounds.40 In our case, we prefer the suppressed Jahn–Teller distortion, the nanosize effects and the shape-dependence as the primary reasons for the unusual phase transition behavior of the Mn3O4 nanorods. The phase transition pathway of the Mn3O4 nanorods during the pressurization is consistent with that of Mn3O4 nanoparticles and significantly different from that of bulk counterparts, which may be caused by the nanosize effects and the cation distribution in the Mn3O4 nanorods. Moreover, compared with the bulk counterpart, the Jahn–Teller distortion parameters of the Mn3O4 nanorods and nanoparticles show a significant decrease upon compression. Therefore, the suppressed Jahn–Teller distortion is also a possible factor for the new phase (orthorhombic CaTi2O4-type structure) appearance. However, compared with Mn3O4 nanoparticles, the increase of the phase transition pressure, the smaller bulk modulus and the different decompression behavior observed in the Mn3O4 nanorods can be attributed to the influences of their rod-shape and growth orientation. The similar morphology influences on the bulk modulus and decompression behavior have also been observed in CdS nanorods.34 Based on the above discussions, we believe that our study offers a reference for better understanding the influences of the size and morphology on the behaviors of the Mn3O4 nanorods under high pressure.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/d0na00610f |
This journal is © The Royal Society of Chemistry 2020 |