Hui Yan Xuab,
Ke Wei Xuac,
Fei Ma*ab and
Paul K. Chu*b
aState Key Laboratory for Mechanical Behavior of Materials, Xi'an Jiaotong University, Xi'an 710049, Shaanxi, China. E-mail: mafei@mail.xjtu.edu.cn
bDepartment of Physics and Materials Science, City University of Hong Kong, Tat Chee Avenue, Kowloon, Hong Kong, China. E-mail: paul.chu@cityu.edu.hk
cDepartment of Physics and Opt-electronic Engineering, Xi'an University of Arts and Science, Xi'an 710065, Shaanxi, China
First published on 12th March 2018
Monoclinic vanadium dioxide VO2 (M) with hexagonal structure is synthesized by hydrothermal method, and the phase evolution is evidenced. Interestingly, the hexagonal morphology comes into being as a result of the low-energy coherent interfaces, (21)1//(2)2 and (2)1//(020)2. The size of hexagonal particles is well controlled by changing the concentration of precursor solutions. Hexagonal particles exhibit excellent thermochromic properties with a narrow hysteresis of 5.9 °C and high stability. In addition, the phase transition temperature can be substantially reduced down to 28 °C by simply W doping.
A variety of physical and chemical strategies, such as, atomic layer deposition,18 sol–gel,19 ion implantation technique,20 chemical vapor deposition,21 pulsed laser deposition,22 magnetron sputtering23,24 and solution-based synthesis25 have been developed to fabricate VO2 nanostructures. Among them, the solution-based method gained increasing attention because of the simple preparation process and low cost. In the solution-based synthesis, VO2 nanostructures of different phases and morphologies have been produced, dependent on the reaction temperature (Fig. S1†), reaction time, precursor concentration and autoclave filling ratio. Hexagonal VO2 (M) was obtained by the hydrothermal synthesis and, VO2 (B), VO2 (A) and VO2 (D) phases appeared as intermediates. To be confused, different intermediates were involved in the hydrothermal process. VO2 (B) is firstly transformed into VO2 (A) and then into VO2 (R).26 However, VO2 (A) does not appear in some cases.15 Here, it is demonstrated that the hydrothermal reaction process is closely related to the reaction speed that is easily controlled by changing the concentration of precursor solutions. Hexagonal structure has been evidenced extensively, but the formation mechanism is still ambiguous. Cao et al.27 proposed that it could be ascribed to the similar growth rate along the six low-energy (20) facets, while someone suggested that it was assembled from nanobelts. In this paper, the coherent relationship between each branches of hexagonal structure is characterized, which provides deep insights into the morphology evolution of VO2 (M).
The morphology of VO2 nanostructures were characterized by transmission electron microscopy (TEM) and field-emission scanning electron microscopy (FESEM, JSM-7000F). The crystal phases was determined by X-ray diffraction (GIXRD, Shimadzu XRD-7000) with Cu Kα radiation (λ = 0.154 nm) at a fixed incident angle of 0.5° and 2θ scanning rate of 8° min−1. Differential scanning calorimetry (DSC, DSC204F1, NETZSCH, Germany) were measured at 50–100 °C with a heating rate of 5 °C min−1 under a nitrogen flow. The elemental component and chemical valence states were determined by X-ray photoelectron spectroscopy (Thermo Scientific K-Alpha, XPS). The transmittance spectra were measured in the range of 300–2200 nm at normal incidence using a Hitachi U-4100 spectrometer.
Fig. 1 XRD patterns of samples synthesized at 260 °C with different r (H2C2O4:V2O5): (a) r = 1, (b) r = 2 and (c) r = 3; (d) the diagram of phase evolution. |
Fig. 3 (a), (c) and (e) low-resolution TEM image of VO2 (B), VO2 (A) and VO2 (D), respectively. (b), (d) and (f) corresponding to the HRTEM images. |
Fig. 4 presents the TEM images of VO2 nanostructure with hexagonal morphology. The lattice spacings of 0.242, 0.230 and 0.242 nm in Fig. 4b correspond to (2), (020) and (21) planes of VO2 (M), respectively. The SAED pattern from an individual nanorod (Fig. 4d) is indexed to monoclinic VO2 with a zone axis of [102]. The diffraction pattern does not change as the electron beam is moved along the nanobelt, characteristic of single-crystal feature. The experimental result is well consistent with the calculated SAED pattern in Fig. 4d. The SAED pattern shows that the growth is along [100] direction. As depicted in Fig. 4e, bud-like nanoparticles grow outwards from a nanorod, in which (21)1//(2)2 and (2)1//(020)2 coherent interface exist in the adjacent branches, thus small lattice distortions emerge if they are combined into a heterogeneous interface. It is demonstrated that the angle (about 60°) between the adjacent branches is decided by the coherent interfaces. The overlapped FFT patterns in Fig. 4g confirm the coherent crystalline planes between the adjacent branches, and Fig. 4h schematically shows the atomic arrangement.
Fig. 5 schematically shows the evolution of VO2 (M) hexagonal morphology. The reaction proceeds toward the lowest energy, and promotes the oriented attachment.34 Firstly, V2O5 is reduced by H2C2O4 and the interphase VO2 (B) is produced. As the reaction proceeds, oriented attachment or aggregation occurs spontaneously in order to minimize energy,35 thus a great number of belts (Fig. 2b) or urchin-like (Fig. 2i) structure appear. Then metastable VO2 (B) transforms into a more stable phase gradually. As aforementioned, different growth processes yield different interphases, which are dominated by nucleation rate and growth rate. H2C2O4 plays an important role in reduction rate and further affects the supersaturation. The ratio of growth rate to nucleation rate is high under low supersaturation condition and vice versa (Fig. S4†). In another word, the competition between nucleation rate and growth rate results in different morphologies, high nucleation rate results in aggregation and high growth rate leads to ultra-long nanobelts. VO2 (A) is from the stack of VO2 (B) nanobelts. At high nucleation rate, VO2 (B) prefers to aggregation rather than stacking,36,37 and thus no VO2 (A) appears. Hydrothermal reaction condition of r = 1 (Fig. 2d) yields large hexagonal structure with ultra-long branches in the range of 4–8 μm and 600 nm in width. The length decreases to 4–6 μm (r = 2) and 2–4 μm (r = 3) respectively with increasing H2C2O4. VO6 octahedra of VO2 (B) is different from VO2 (R), but similar to VO2 (A) (Fig. S2†). Thus, more energy is needed for the transformation from VO2 (B) to VO2 (R) (r = 2) than to VO2 (A) (r = 1). So an appropriate H2C2O4 could promote the formation of VO2 (R).
Fig. 6a shows the DSC curves of the as-synthesized VO2 (M) with r of 1, 2 and 3. The DSC curves of both r = 1 and 2 display endothermic and exothermic profiles upon heating and cooling in the temperature range of 0–100 °C, indicating a reversible phase transition,38 but only an endothermic profile is observed in the heating process for r of 3. So the temperature range from −70 to 100 °C was adopted for the DSC measurement for r of 3, and the results are displayed in Fig. 6b. The phase transition temperature and hysteresis width of the samples are summarized in Fig. 6c. Apparently, the samples exhibit dramatically different phase transition properties. The TC is 68, 60.5 and 62.5 °C during heating process, and 61.1, 137 and −42 °C during cooling process. The hysteresis width is about 6.9, 48.6 and 104.5 °C for the as-synthesized VO2 (M) particles obtained at r = 1, 2, 3, respectively, and the hysteresis width is not dependent on the particle size of micrometers. As shown in Fig. 7a, some residual VO2 (A), VO2 (B) and VO2 (D) phases exist except the dominating VO2 (M) phase at r = 1, 2 and 3, respectively. The residual VO2 (A) has little effect on the phase transition of VO2 (M) obtained under r = 1, as shown in Fig. 6c. On the contrary, the phase evolution of VO2 (M) obtained under r = 2, 3 is indeed a recrystallization process, and thus there is a considerable interaction between VO2 (B) and VO2 (M) as well as between VO2 (D) and VO2 (M), so the residual VO2 (B) and VO2 (D) affect the phase transition of VO2 (M) obtained under r = 2 and 3. The transformation from monoclinic (020)M plane at room temperature to (200)R plane at high temperature was accompanied by the peak shift from 39.88° to 39.67°. As shown in Fig. 7b, the peak of (020)M plane shifts toward the smaller angle at r = 2 and 3. In addition, a new peak appears at 39.5° for the sample prepared under r = 3, and it is lower than 39.67°, implying increased V–V bond length and stabilized VO2 (R) at room temperature.39 Therefore, more energy is needed to induce the phase transition in the cooling cycle, resulting in the large hysteresis width. Fig. 9a and b show the optical transmittance of the as-synthesized and annealed samples, respectively. All the samples show a sharp optical contrast in near infrared at 20 and 90 °C. The Tvis and ΔT2000 obtained from Fig. 9a and b are displayed in Fig. 9c and d, respectively. Tvis changes a little but ΔT2000 increases significantly upon thermal annealing. It means that the residual phases affect the NIR modulation ability of VO2 (M) considerably.
Fig. 9 Optical transmittance spectra of the (a) as-prepared and (b) annealed samples, (c and d) Tvis and ΔT2000 of the as-prepared and annealed samples, respectively. |
It is difficult to obtain pure VO2 (M) in a V2O5–H2C2O4 reaction system if no thermal annealing or doping is done.37 As shown in Fig. 8a, pure VO2 (M) is obtained after thermal annealing at 450 °C for 2 h. The TC is about 70.5, 69.3 and 68 °C during the heating process, and 61.5, 61.9 and 62.1 °C during cooling process (Fig. 8b), and the hysteresis width is about 9, 7.4 and 5.9 °C when r is 1, 2 and 3, respectively. Apparently, the hysteresis widths of the samples prepared at r = 2, 3 are reduced dramatically upon thermal annealing. But the particle size and structure changes little [Fig. S5†], indicating high stability of the hexagonal VO2 (M). As stated above, the intermediate phases indeed have a great influence on the hysteresis width. In addition, the hysteresis width of the pure VO2 (M) obtained here is significantly smaller than what was reported.25,40 It can be due to the lattice distortions in coherent interface of adjacent branches. The defects act as nucleation site for metal-insulator transition and decrease the driving force. The number of branch grows as increasing r, as shown in Fig. 2, and the smallest hysteresis is obtained at r of 3.
Based on the preparation process in Fig. S6,† the composite films are prepared to measure the optical properties. The suspension composed of VO2 (M) particles is uniformly cast on the PET substrate and the film exhibits a canary yellow color (Fig. S3b†). Fig. 9a and b show the optical transmittance of the samples before and after annealing, respectively. All the samples show a sharp optical contrast in near infrared at 20 and 90 °C, indicating that the phase transition occurs. In addition, ΔT2000 is continuously improved from 28.3% to 41% as r increases from 1 to 3, due to the reduced sizes of the particles.
Tungsten (W) is the most effective dopant for reducing the phase transition temperature. Fig. 10a shows a wide-range survey X-ray photoelectron spectroscopy (XPS) of W-doped VO2 (M). C, V, W and O are detected, in which the signal of C is from the contamination on surface. From Fig. 10b, it can be seen that the V2p3/2 peak of the particles is centered at 516.3 eV. As shown in Fig. 10c, the W4f orbital has the binding energies at 35.36 and 37.38 eV corresponding to W4f7/2 and W4f5/2, respectively. Accordingly, W in the powders is in the form of W6+.41 It confirms that W atoms are actually doped into the VO2 nanoparticles. Fig. 10d shows the energy dispersive spectroscopy (EDS) of which V, O, W and C are involved. Fig. 11a shows the DSC curves of WxV1−xO2 samples with different W concentrations. Each DSC curve displays sharp endothermic and exothermic profiles upon heating and cooling cycles. In addition, the double endothermic/exothermic peaks appear during the heating/cooling process, probably due to the non-uniform doping or the polydispersity in the size distribution.42 As shown in Fig. 10b, TC is reduced down to 28 °C and the hysteresis width is less than 10 °C when the doping level is 2.0 at%. The substantially lowered transition temperature and small hysteresis width can meet the requirement for the applications in smart window completely. The hysteresis width is sensitive to the doping concentration.43 However, the doped samples with hexagonal structure are more stable with a hysteresis width changing from 5 to 8 °C. In fact, the hexagonal porous morphology can provide a rigid framework and free volume simultaneously for the abrupt change between monoclinic and tetragonal phases.
Fig. 10 (a) XPS spectra of W-doped VO2, (b and c) high-resolution spectrum of V3p and W4f, respectively, (d) EDS spectra. |
Fig. 11 (a) DSC curves of W-doped VO2, (b) phase transition temperature and hysteresis width as a function of W doping concentration. |
Footnote |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/c8ra00716k |
This journal is © The Royal Society of Chemistry 2018 |