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Review
. 2024 Dec 11;16(49):67106-67115.
doi: 10.1021/acsami.4c13789. Epub 2024 Dec 2.

Switchable 3D Photonic Crystals Based on the Insulator-to-Metal Transition in VO2

Affiliations
Review

Switchable 3D Photonic Crystals Based on the Insulator-to-Metal Transition in VO2

Jun Peng et al. ACS Appl Mater Interfaces. .

Abstract

Photonic crystals (PhCs) are optical structures characterized by the spatial modulation of the dielectric function, which results in the formation of a photonic band gap (PBG) in the frequency spectrum. This PBG blocks the propagation of light, enabling filtering, confinement, and manipulation of light. Most of the research in this field has concentrated on static PhCs, which have fixed structural and material parameters, leading to a constant PBG. However, the growing demand for adaptive photonic devices has led to an increased interest in switchable PhCs, where the PBG can be reversibly activated or shifted. Vanadium dioxide (VO2) is particularly notable for its near-room-temperature insulator-to-metal transition (IMT), which is accompanied by significant changes in its optical properties. Here, we demonstrate a fabrication strategy for switchable three-dimensional (3D) PhCs, involving sacrificial templates and a VO2 atomic layer deposition (ALD) process in combination with an accurately controlled annealing procedure. The resulting VO2 inverse opal (IO) PhC achieves substantial control over PBG in the near-infrared (NIR) region. Specifically, the synthesized VO2 IO PhC exhibits PBGs near 1.49 and 1.03 μm in the dielectric and metallic states of the VO2 material, respectively, which can be reversibly switched by adjusting the external temperature. Furthermore, a temperature-dependent switch from a narrow-band NIR reflector to a broad-band absorber is revealed. This work highlights the potential of integrating VO2 into 3D templates in the development of switchable photonics with complex 3D structures, offering a promising avenue for the advancement of photonic devices with adaptable functionalities.

Keywords: atomic layer deposition; insulator-to-metal transition; inverse opal; switchable photonics; vanadium dioxide.

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Conflict of interest statement

The authors declare no competing financial interest.

Figures

Figure 1
Figure 1
ALD deposition of VO2 thin film. (a) Mechanism of VOx film deposition via ALD. This diagram illustrates the ligand-exchange process during the ALD cycles, showing how the surface becomes terminated with (i) −OH groups and (iii) −NMe2 groups after (iv) the H2O and (ii) the TDMAV pulses, respectively. (b) Thickness of the deposited films as a function of the number of ALD cycles, demonstrating a constant GPC of 0.56 Å/cycle. (c) GIXRD spectra for the as-deposited VOx film and annealed VO2 film. In the annealed VO2 film, the peak near 2θ = 51° belongs to the substrate, while other peaks belong to VO2. A more detailed labeling is shown in Figure S1. (d) Temperature-dependent resistance measurement of the annealed VO2 film, revealing the IMT with over 3 orders of magnitude change in resistance.
Figure 2
Figure 2
IMT characterization of VO2 thin film. (a) In situ temperature-dependent GIXRD measurement zoomed in near 2θ = 28° region. The peak shown belongs to the (011) plane of VO2 (M) at low temperature while the (110) plane of VO2 (R) at high temperature. (b) Raman spectra at low and high temperature. (c) Temperature-dependent Raman measurement. The peak at ∼520 cm–1, which remains almost unaltered, is the signal from the SiO2/Si substrate. Lorentz fitting analysis for (d) the peak position shift and (e) the peak area as peak intensity at ∼144.5 cm–1 as a function of temperature.
Figure 3
Figure 3
Optical characterization of ALD-deposited VO2 thin film. (a) The real permittivity ε′ and (b) the imaginary permittivity ε′ at the start (Tstart_E), maximum (Tmax_E), and end (Tend_E) temperatures during a continuous heating/cooling measurement obtained from spectroscopic ellipsometry as a function of wavelength λ. Note that the lines for Tstart_E and Tend_E, plotted as a solid blue line and a dashed yellow line in (a) and (b), overlap. This match indicates a fully reversible change in the optical properties of the film. (c) Colormap of ε′ versus wavelength λ and temperature. (d) The film reflectance Rfilm converted from ε′ and ε″, taking the temperature at Tstart_E as VO2 (M), and at Tmax_E as VO2 (R). (e) Skin depth δ for the VO2 (M) and VO2 (R) phases plotted logarithmically. The skin depth increases significantly toward long wavelengths in the VO2 (M) phase while remaining constant in the VO2 (R) phase.
Figure 4
Figure 4
VO2 IO PhC fabrication. SEM images of the VO2 IO (a) from the side view at low magnification and (b) from the top view at higher magnification. (c) Statistics of center-to-center distance, DCenter-to-center, between adjacent PS spheres or macropores during the IO fabrication process: (I) Pristine PS opal template, (II) VOx coated PS opal template (VOx/PS opal), (III) VOx IO, and (IV) VO2 IO PhC. The DCenter-to-center is measured using ImageJ software on the corresponding SEM images. The distribution curves were normalized according to the area under the curve. (d) Raman spectrum for the VO2 IO. Inset: optical image of the VO2 IO. (e) Radially averaged profiles of the IO lamella’s electron diffraction ring using TEM before and after a heating/cooling cycle showing an unchanged VO2 phase. Inset (i): TEM image for the VO2 IO lamella. Inset (ii): corresponding electron diffraction pattern. Scale bars for (a), (b), (d-inset), (e-inset (i)), and (e-inset (ii)) are 2 μm,1 μm, 20 μm, 500 nm, and 5 nm–1, respectively.
Figure 5
Figure 5
Switchable PBG of VO2 IO PhC. (a) Reflection spectra RIO during a heat-up and following cool-down measurement. (b) Experimental RIO and simulated RIO at high and low temperatures. The experimental results for Tstart_IO and Tend_IO overlap. The small peak in the 900–1200 nm region of the curve marked as Tmax_IO in (b) is highlighted in the roughly corresponding region with a black dashed box in (a). The oscillation in the simulated spectrum of the VO2 (M) phase results from Fabry–Perot interference. (c) The Bragg peak position λc as a function of temperature, showing a switch function adapted to the external temperature. The Bragg peak position λc shifts from about 1.49 μm below the IMT transition temperature to about 1.03 μm above the IMT transition temperature.

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