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Thermochromic Narrow Band Gap Phosphors for Multimodal Optical Thermometry: The Case of Y3+-Stabilized β-Bi2O3:Nd3+
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Thermochromic Narrow Band Gap Phosphors for Multimodal Optical Thermometry: The Case of Y3+-Stabilized β-Bi2O3:Nd3+
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Chemistry of Materials

Cite this: Chem. Mater. 2022, 34, 18, 8198–8206
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https://doi.org/10.1021/acs.chemmater.2c01262
Published September 11, 2022

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Abstract

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The design and development of effective luminescent thermal sensors have been driving technological progress in many different fields ranging from catalysis to biology and microelectronics, to name a few. The ratiometric concept of using the ratio between two luminescent emissions of lanthanide-doped phosphors allows overcoming some limitations resulting from the single emission-based thermometers. A fundamental requirement for the development of effective luminescent thermometers relies on efficient luminescence output, which is not always accessible. Therefore, alternative methods to probe the temperature in a reliable and simple way are still a challenge. Despite the conventional limits of using narrow band gap materials as hosts for lanthanoid ions, a smart design allows for the development of unusual phosphors with appealing properties. By taking advantage of the narrow band gap of Bi2O3 polymorphs, here we demonstrate the potential of the tetragonal Y-stabilized β-Bi2O3:Y3+,Nd3+ system as a multimodal thermometer combining the conventional Boltzmann thermometry based on Nd3+ together with the thermochromism of the host. With the aim of testing this new concept, the temperature dependence of the reflectance spectra was investigated. Moreover, from the application point of view, the chromaticity variations of the material described by means of simple thermometric parameters such as the ratio a*/b* and the hue angle hab are demonstrated to be particularly promising and already implemented in software commonly used worldwide. The results suggest the potential of the strategy of combining narrow band gap semiconductors with lanthanoid ions to design reliable and multimodal thermal sensors, paving the way to a new family of thermochromic and luminescent thermal sensors.

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Copyright © 2022 The Authors. Published by American Chemical Society

Introduction

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Narrow spectral bands and long excited state lifetimes are two of the most relevant luminescence features of trivalent lanthanoid ions (Ln3+) exploited to develop unique optical materials for applications ranging from lasers (1) to bio-imaging, (2,3) from anti-counterfeiting (4) to temperature and pressure sensors, (5−7) to name a few.
The design of new Ln3+-activated phosphors with advanced properties also relies on the interaction of the luminescent ions with the matrix. In fact, despite the variety of Ln3+-activated insulator-based phosphors investigated and commercialized, new strategies to develop advanced phosphors implying unconventional materials are still a challenge. In this view, narrow band gap materials, conventionally avoided due to undesired interactions between their electronic band structure and the energy levels of the luminescent centers, have been recently demonstrated to be interesting matrixes for luminescent Ln3+ ions, paving the way to new opportunities. (8,9)
Among the potential narrow band gap hosts suitable to accommodate luminescent Ln3+ ions, bismuth oxide-based compounds are characterized by narrow band gap energies usually exploited in technological fields such as photocatalysis, (10,11) electronic and energy applications, (12,13) ferroelectrics, (12,14) scintillators, (15) topological insulators, (16,17) UV-filters, (18,19) and multiferroics. (13,20) Recently, the narrow band gap of Bi2O3 polymorphs (in the range of 1.5–3.8 eV depending on the polymorphs) was used to selectively tune the luminescent properties of upconverting (UC) lanthanide couples Bi2O3:Yb3+,Ln3+ (Ln = Er, Tm, and Ho) showing the possibility to get a single UC visible or NIR-to-NIR emission line. (8,9) The same strategy was also used to selectively achieve a single red emission in the case of BiVO4:Yb3+,Tm3+. (21) Moreover, it is worth noting that, theoretically, bismuth-based materials are particularly appealing hosts for effective phosphors due to their high refractive indexes, which directly influences the spontaneous emission probability of the luminescent centers.
In recent years, luminescent thermometers were demonstrated to be particularly intriguing to locally probe the intracellular temperature, (22−24) heating effects in microelectronic devices, (25) and also the phase transition temperatures (26,27) and the temperature of catalytic reactions. (28−31) In the field of optical thermometry, by taking advantage of the change with temperature of luminescent parameters such as the emission position, the band shape broadening, the emission intensity, the excited state lifetime, and so forth, many different techniques were adopted as thermal sensors so far. (5) Among them, the ratiometric concept of using the ratio of two luminescent signals (known as LIR, luminescent intensity ratio technique) is nowadays recognized as a successful self-reference method to overcome the lack of reliability of the thermometry based on a single emission band. Interesting strategies based on energy transfer between two luminescent ions, (32,33) the involvement of charge transfer bands, (34) or based on the use of excited state absorption (35,36) have been proposed. However, when two excited states from the same ion are thermally coupled by following the Boltzmann-distribution, the thermometers were demonstrated to be particularly reliable allowing precise temperature sensing, (37−41) with predictable behavior.
An intrinsic limit of all these techniques is the necessity of effective luminescence. In fact, strong luminescence leads to high signal-to-noise ratio, a necessary requirement for suitable thermal resolutions. Therefore, for many materials, the effectiveness of the thermometric performance is hampered by luminescence quenching.
Here, we introduce an alternative strategy to design multimodal thermometers based on thermochromic narrow band gap materials such as Bi2O3 doped with lanthanide ions. To achieve a high degree of reliability, the ratiometric concept is considered to describe different thermometric parameters. The β-Bi2O3:Y3+,Nd3+ system is proposed as a prototype to be used as a multimodal thermal sensor exploiting not only the luminescent properties of the lanthanoid ion (Nd3+) but also the relative properties of its absorptions with respect to that of the host by means of in situ reflectance spectra acquired through a simple setup. Moreover, taking advantage of the narrow band gap energy of the host, colorimetric parameters are discussed and proposed as potential thermometric parameters with the advantage of easy availability in common software daily used.

Results and Discussion

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Nd3+-Doped Narrow Band gap Y-Stabilized Tetragonal β-Bi2O3: Structural and Optical Properties

Bismuth oxide exists in six different polymorphs: (i) the room temperature-stable monoclinic α-phase, (ii) the tetragonal β-phase, the face-centered cubic δ-phase, the body-centered cubic γ-phase, the orthorhombic ε-phase, and the triclinic ω-phase. (42−44) By doping with suitable elements, it is possible to selectively stabilize some of the Bi2O3 polymorphs. In particular, by doping with different amounts of trivalent rare-earth ions (e.g., Y3+, Er3+, La3+etc.), the β- or δ-phase can be stabilized at room temperature. (42,43)
Figure 1a shows the X-ray powder diffraction (XRPD) patterns of the (Bi0.945Y0.05Nd0.005)2O3 system (labeled as β-Bi2O3:Y3+,Nd3+) along with the Rietveld refinement, confirming the stabilization of the pure β-phase. The cell parameters and the results of the Rietveld refinement are shown in Table S1. The tetragonal β-Bi2O3 structure (space group P42/nmc) is characterized by a single site (8g) for Bi3+ and the stabilizer Y3+, which proved to be particularly interesting when the single site is substituted with luminescent ions such as trivalent lanthanides Ln3+. Indeed, the presence of a single substituting site for the Ln3+ ions (in this case Nd3+) allows simplifying the interpretation of the results, thereby avoiding the misleading analyses resulting from signals of multi-site compounds. In addition, the depicted structure in Figure 1b and c evidences the low symmetry site (point group Cs) for Nd3+.

Figure 1

Figure 1. Crystalline and electronic structure of the tetragonal β-Bi2O3:Y3+,Nd3+ polymorph. (a) XRPD pattern along with Rietveld refinement and difference profile. (b) Crystalline structure and (c) local site of substitution for Nd3+ in β-Bi2O3:Y3+,Nd3+. (d) T-DOS and P-DOS projected onto each constituent element.

To elucidate the origin of the top of the valence band (VB) and the bottom of the (CB), we conducted first-principles calculations using the CASTEP code. Focusing on the VB-top and CB-bottom, the partial density of state (P-DOS) and total density of state (T-DOS) of Y-stabilized β-Bi2O3 are plotted between −8 and 8 eV (Figure 1d). The top of the VB is mainly composed of O 2p orbitals, with a contribution of the Bi 6s and 6p orbitals, while the CB-bottom is mainly constituted by Bi orbitals. The analysis of the P-DOS of Bi evidences the overlap between Bi 6s and 6p orbitals at the top of the VB, a characteristic feature of the post-transition lone-pair metal compounds that can be considered as a fingerprint of the lone-pair asymmetric electron density. (45,46)
From the electronic structure point of view, bismuth oxide-based materials display narrow band gap energies that, from the one hand, can be detrimental for luminescent centers but, from the other hand, can be exploited to control the output emissions. (8,9) The picture of the pellet of the β-Bi2O3:Y3+,Nd3+ sample in Figure 2a clearly evidences the narrow band gap nature of the material. The reflectance spectra of the Nd3+-activated system (Figure 2a) show the typical f–f transitions of Nd3+ along with the edge of the band-to-band absorption of the host.

Figure 2

Figure 2. Electronic structure and optical properties of the narrow band gap β-Bi2O3:Y3+,Nd3+. (a) Reflectance and PLE spectra collecting at 1060 nm along with the picture of the sample. (b) Tauc plot of the Kubelka–Munk function F(R) for the estimation of the band gap energy. (c) Room temperature PL spectrum by exciting at 745 nm. (d) VRBE diagram for Nd3+ in β-Bi2O3:Y3+,Nd3+.

The optical band gap energy of the material was estimated by the Tauc plot (47) of the Kubelka–Munk function (48) from the diffuse reflectance (R). Figure 2b shows the Tauc plot of the Kubelka–Munk function for both the cases of direct and indirect semiconductors from which the direct band gap nature of the material is clearly confirmed, in agreement with the literature. (49,50) By extrapolating the intercept of the fitted straight line at F(R) = 0 of the (F(R)•hν)2 versus the hν energy plot, a band gap energy Eg of 2.28 eV is estimated.
Together with the reflectance spectrum, Figure 2a compares the specular photoluminescence excitation (PLE) spectrum of Nd3+ collecting at 1060 nm. Even though the same f–f absorption peaks are characterized by the same position, the relative intensity is clearly different with a maximum excitation obtained by exciting through the 4F7/2/4S3/2 excited state at about 745 nm. Moreover, at wavelengths lower than 560 nm no excitation bands are detected, in correspondence with the energy gap of the host.
Figure 2c shows the photoluminescence (PL) spectrum of β-Bi2O3:Y3+,Nd3+ by exciting at 745 nm, characterized by the typical emissions due to the 4F3/24I9/2 (∼900 nm), 4F3/24I11/2 (∼1060 nm), and 4F3/24I13/2 (∼1350 nm) transitions. The decay curve of the PL collected at 1060 nm can be fitted by a single exponential (Figure S1) showing an 4F3/2 excited state lifetime of 80 μs. Such a short lifetime for Nd3+ can be understood by considering the high refractive index of bismuth-based compounds.
Lanthanide-doped luminescent materials are conventionally designed by substituting the luminescent ions into suitable sites of insulators (wide band gap materials). In the case of narrow band gap materials used as hosts, their electronic structure can influence the optical processes from the energy levels of luminescent centers giving rise to new opportunities. If from one hand, narrow band gap materials can strongly quench the luminescence of lanthanide ions due to the creation of non-radiative channels, on the other hand, the control of the relative position between the CB/VB of the host with respect to the energy levels of the luminescent centers can be used to design materials with new properties. For instance, by doping suitable (nano-)semiconductors characterized by direct band gaps with lanthanide ions, it is possible to take advantage of the large absorption cross section of the hosts to enhance the luminescence output from the f–f transitions. However, narrow band gap semiconducting materials that are not able to transfer electrons/holes to the luminescent ions can also be exploited to design smart materials in which this photons’ blocking ability is a real technological advantage.
In the case of narrow band gap materials, the relative position of the top of the VB and the bottom of the CB of the host with respect to the luminescent ion energy levels should be known on an absolute scale in order to properly discuss the optical processes involved. In this view, the vacuum referred binding energy (VRBE) diagram introduced by Dorenbos for a wide variety of materials with respect to the lanthanoid ions (51) was demonstrated to be particularly suitable also for bismuth-based compounds. (52,53) By considering the flatband potential of −4.53 eV of β-Bi2O3 (54) and the estimated optical band gap energy of 2.28 eV, the top of the VB can be fixed at EV = −6.81 eV, while the exciton energy EEX = 2.5 eV allows the CB-bottom at −4.31 eV to be fixed. Considering the average trend for the two polymorphs, (55) these values are consistent with the VRBE diagram reported for α-Bi2O3. (52) In addition, if we consider U(6,A) = 6.55, (52) the position of the energy levels of all the trivalent lanthanide ions can be fixed on the absolute scale, and the VRBE diagram of interest for Nd3+ in β-Bi2O3 is depicted in Figure 2d. The relative position of the energy levels of Nd3+ with respect to the top of the VB and the bottom of the CB shows how the excited states from which the luminescent transitions are originated (mainly 4F3/2 and 4F5/2) are quite far from the CB, excluding the possibility of a direct electron transfer from the excited state to the CB. Instead, the band gap energy estimated at about 2.28 eV well matched the lowest excited state detectable in the PLE spectrum, as evidenced by the vertical dashed line in Figure 2a, suggesting a direct effect of the host for photons with energy higher than its band gap.

Conventional NIR-to-NIR Nd3+-based Ratiometric Luminescent Boltzmann Thermometry

To evaluate the potential of the system as a luminescent thermometer for different applications and investigate the fundamental phenomena involved, the effect of temperature on the PL spectra was investigated in the temperature range of 100–600 K.
In the field of luminescent thermometry, the use of Boltzmann-based thermometers allows a unique degree of reliability. By considering the potential use of Nd3+-activated thermometers as bio-probes, (56−58) the excitation at 745 nm allows exploiting the first biological window in a NIR-to-NIR mode using the 4F3/2-4F5/2 couple as a reliable Boltzmann-based thermometer. In fact, the conventional NIR-to-NIR thermometry, based on Nd3+, is typically achieved by means of the 800 nm excitation (4I9/24F5/2/2H9/2 transition) exploiting the Kramers doublets of 4F3/2 induced by the crystal field splitting (conventionally labeled as Z1 and Z2) and characterized by a small energy gap with a consequent small value of relative sensitivity. (59,60)
Figure 3 summarizes the NIR-to-NIR thermometric performance of the β-Bi2O3:Y3+,Nd3+ system. The temperature dependence of the PL spectra in the first biological window is shown in Figure 3a evidencing the relative increase of the emission due to the 4F5/24I9/2 transition with respect to the 4F3/24I9/2 transition by increasing the temperature. The luminescence intensity ratio (LIR) between these two transitions can be used as a reliable thermal probe: . I5 and I3 are the intensity emissions of the 4F5/24I9/2 and 4F3/24I9/2 transitions. The range of validity of the Boltzmann behavior and the energy gap ΔEF between the 4F5/2 and 4F3/2 excited states can be estimated by plotting the logarithm of the LIR as a function of the inverse of the temperature 1/T (Figure 3b) and fitting the linear part through the general Boltzmann law:
where 2 and 1 refer to the general higher and lower excited states of the couple in thermal equilibrium, respectively. The thermometer follows the Boltzmann law in the 350–600 K range, and the value of ΔEF = 926 ± 9 cm–1, estimated from the fit, is in good agreement with the value obtained from the spectra (∼930 cm–1). Instead, by considering the ratio between the emissions from the two Kramers doublets of 4F3/2 (Z1 and Z2) to the higher-lying Stark level of 4I9/2 (), a good linearity of the plot is obtained from 240 to 600 K (Figure 3c), and a ΔEZ = 106 ± 2 cm–1, obtained from the fit, is in good agreement with the value estimated from the spectra (∼120 cm–1).

Figure 3

Figure 3. NIR-to-NIR Boltzmann thermometry. (a) Temperature dependence of the PL spectra in the 100–600 K range exciting at 745 nm spectra, normalized to the 4F3/24I9/2 emission. Boltzmann plot to calibrate the thermometers based on the ratio between 4F3/2 and 4F5/2 (b) and between the Kramers doublets Z-levels of 4F3/2 (c) with the corresponding linear fits. (d) Temperature dependence of the absolute (Sa) and relative (Sr) sensitivities and (e) repeatability (R).

The thermometric performance of these conventional Boltzmann thermometers can be evaluated by considering the absolute (Sa) and the relative sensitivities (Sr), defined respectively as
where Q is the thermometric parameter (in this case LIRF and LIRZ).
Figure 3d,e summarizes the thermometric performance for both the thermometric parameters. Being directly proportional to the energy gap between the two thermally coupled excited states ΔE21, the values of Sr of the thermometer that uses the 4F5/2 and 4F3/2 states are higher than the one based on the Kramers doublets. Moreover, the values of Sr and Sa at 300 K agree with the general values of the Nd3+-based Boltzmann thermometers based on the Kramers doublets reported in the literature (summarized in the Supporting Information, Table S2 and Figure S2).
Moreover, a thermal cycling experiment consisting in recording the thermometric parameters of four consecutive heating–cooling cycles was performed, and the repeatability (R) was estimated by the following relationship:
where Qm is the mean thermometric parameter at each temperature and Qi is the result at each specific measurement. The reproducibility is higher than 99% for both the thermometers (Figure 3e).
The emission in the second biological window at about 1060 nm (4F3/24I11/2 transition) can also be used to design a NIR-to-NIR luminescent thermometer based on the Kramers doublets of 4F3/2 with a linearity in the 240–600 K range and a ΔEZ = 135 ± 3 cm–1 estimated from the fit (Figure S3). Also in this case, the thermometric parameters are quite promising, in agreement with the literature and with a high reproducibility.
It is interesting to note that these results suggest a strong potential of the β-Bi2O3:Y3+,Nd3+ system also in the field of anti-counterfeiting. Indeed, the optical security tags conventionally proposed are based on luminescent species (molecules or phosphors) storing a code linked to a specific spectrum, while the encoding system consists of specific luminescent emission patterns achieved by multi-tags for a higher capability. (4) Therefore, combining the NIR-to-NIR strategy for Nd3+ with the impossibility to excite the system in the UV/blue spectral range together with the Boltzmann-based thermometric performance and the colorimetric/thermochromic properties of the phosphor, it is possible to use the material as a tag with an extremely high encoding capacity.

Multimodal Thermometric Strategy: Exploiting the Temperature-Dependent Narrow Band gap Edge, f–f Transitions, and Colorimetric Parameters

Luminescence can be strongly quenched by many non-radiative processes influencing the reliability of the read-out temperature of the conventional LIR-based thermometers. In this view, the use of absorption (reflectance) instead of the luminescence could broaden the possibility to develop new families of thermometers with suitable performance and high reliability for specific applications.
With the aim of investigating this potential alternative strategy for temperature sensing, the temperature dependence of the reflectance spectra was investigated in the 300–640 K range (Figure 4a). A clear effect of the temperature on the host is evidenced by the change of the reflectance (absorption) edge with the band gap variation (Figure 4a,b). By considering the extrapolation of the optical band gap energy previously reported with the use of the Tauc plot of the Kubelka–Munk function for a direct band gap semiconductor (Figure 4c), the temperature dependence of the band gap energy was evaluated. As shown in Figure 4d, the decrease of the band gap energy with temperature can be fitted, resulting in a linear trend with a slope of (−6.2 ± 0.1)·10–4 eV/K. This behavior could be used as a thermal sensor, but from the application point of view, the automatic calculation of the Eg has some drawback. Instead, the value of reflectance at 650 nm can be used to follow the effect in a simpler way. In addition, to develop a ratiometric thermometer based on the reflectance spectra, the absorption due to the 4F5/2 + 2H9/2 is used. Therefore, we introduce the reflectance intensity ratio (RIR) between the reflectance at 650 and 810 nm as the thermal parameter
where R650 and R810 are the reflectance intensities at 650 and 810 nm, respectively.

Figure 4

Figure 4. New thermometric parameters based on the temperature dependence of the reflectance spectra and colorimetric parameters. Temperature dependence of (a) reflectance spectra (the vertical dashed lines represent the reflectance values used for the RIR parameter), (b) Kubelka–Munk function and (c) Tauc plot for the estimation of the optical band gap energy. (d) Temperature dependence of the band gap energy with the linear fit. (e) Reflectance intensity ratio (RIR) used as the thermal parameter along with the absolute (Sa) and relative (Sr) sensitivities and (f) sketch of the thermometric parameter introduced based on the narrow band gap and the Nd3+ f–f transitions. (g) Thermochromic variation based on the colorimetric parameters a* and b* as a function of the temperature in the a*b* space, (h) thermometric parameter a*/b*, (i) hue angle hab, and relative thermometric parameter values (j) Sa and (k) Sr.

The temperature dependence of the RIR is shown in Figure 4e along with the absolute and relative sensitivities estimated. The trend of the relative sensitivity shows a maximum of 0.21% K–1 at 550 K. Even though the values are not particularly high, it is important to underline that f–f transitions are only affected to a small extent by temperature in terms of the emission line position with a small error in the identification. Therefore, the use of the reflectance at 650 and 810 nm characterizes the band-to-band transition of the β-Bi2O3 and the Nd3+ absorption band, respectively (Figure 4f), with a consequent reliable thermometer based on reflectance measurements.
With the idea to develop an automatic analysis during the acquisition, the colorimetric parameters a* and b* of the CIELAB color space (CIE 1976 L*a*b* (61)) can be alternatively used. The a*-axis represents approximately the amount of red (positive) or green (negative), while the b*-axis is approximately the amount of yellow (positive) or blue (negative). Figure 4g shows the colorimetric parameters a* and b* as a function of the temperature.
The calculation of such parameters is conventionally implemented in most of the software commonly used in the lab, and they can be easily and automatically measured. The simple ratio between a* and b* is proposed as the thermometric parameter reflecting the effect of temperature on β-Bi2O3:Y3+,Nd3+ in terms of color (Figure 4h). Moreover, an additional promising colorimetric parameter of the CIELAB space suitable for temperature sensing (Figure 4i) is the hue angle hab, defined as:
The study of this parameter gives not only interesting values of relative sensitivity obtained at high temperatures (2%·K–1 at 650 K) but also promising values of absolute sensitivity (Figure 4j,k). The Sa values for the thermometer based on the hue angle hab are higher than 5·10–2 K–1 in the whole temperature range explored. This is particularly important considering the inverse proportionality between Sa and the thermal resolution. (62−64) The hue angle is demonstrated to be particularly promising also with respect to other the common colorimetric parameters calculated in the CIELAB color space (see the results for the chroma Cab* and the color difference ΔEab* in the Supporting Information, Figure S4).
It is worth mentioning that this strategy is particularly interesting in terms of reliability and easy accessibility, being already implemented in common software. Therefore, depending on the temperature range of interest for the specific application, this multimodal system allows the selection of the most suitable thermal sensing mode between the conventional LIR-based technique and the RIR/colorimetric techniques based on the thermochromic behavior of the material.

Conclusions

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In summary, we demonstrate the potential of the Y-stabilized β-Bi2O3:Nd3+ system as a prototype of lanthanide-doped narrow band gap materials for optical multimodal thermometry in which (i) the Nd3+ luminescence can be used to design NIR-to-NIR Boltzmann-based luminescent thermometers and (ii) a fundamental property of the host, such as the temperature dependence of the band gap edge (and corresponding colorimetric parameters) tuning, can be used to design reliable thermometric parameters to be probed by simple reflectance measurements.
The results of the conventional Boltzmann-based luminescence thermometers show interesting performances, in agreement with the literature. In situ analysis of the temperature dependence of the reflectance spectra demonstrates how, being an intrinsic property of the material, the temperature dependence of the band gap shifts along with the Nd3+ absorptions can be easily used to design a reliable thermometer. Moreover, among the common colorimetric parameters calculated in the CIELAB color space, the hue angle hab is demonstrated to be particularly promising in terms of relative sensitivity and reliability with an additional advantage of easy accessibility, being already implemented in software used in the worldwide laboratories. In this context, the approach paves the way for the design of a class of luminescent/thermochromic thermometers exploiting the simple experimental setup, and the performance of the prototype used to propose this approach could be improved by employing materials with larger band gap energy variations with temperature such as in the case of metal halide perovskites.

Experimental Section

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Chemical Reagents and Synthesis

(Bi0.945Y0.05Nd0.005)2O3 sample (labeled as β-Bi2O3:Y3+,Nd3+) was prepared by the solid-state reaction method. The chemical reagents Bi2O3 (99.99%), Y2O3 (99.99%), and Nd2O3 (99.99%) were used as starting materials, grounded in an alumina mortar to form a homogeneous fine powder mixture, and pressed into a pellet with a uniaxial loading of 50 MPa in a stainless steel molt. The pellet was fired at 780 °C for 6 h in an air atmosphere.

Materials Characterization

XRPD patterns were recorded at RT by means of a Philips diffractometer with a PW 1319 goniometer with Bragg–Brentano geometry equipped with Cu Kα radiation (λ = 1.54056 Å), a focusing graphite monochromator on the diffracted beam and with a proportional counter with an electronic pulse height discrimination. In order to improve the signal-to-noise ratio to perform Rietveld refinement, the data were collected with a step size of 0.05° in the preset-time mode (10 s) and at least three runs were measured.
The diffuse reflectance spectra were collected by a spectrophotometer (UV3600, Shimadzu) equipped with an integrating sphere and barium sulfate was used as standard. The in situ temperature dependence diffuse reflectance experiments were performed by means of a quadrifurcated 600 mm-core Low-OH-Silica reflectance fiber optic probe coupled with a CCD spectrometer blazed at 500 nm (QE-65Pro, Ocean Optics) and a tungsten halogen lamp (LS-1, Ocean Optics) as the light source.
Photoluminescence (PL) measurements were performed under excitation by means of a 745 nm laser (MDL-III-745-30 mW, Changchun New Industries Optoelectronics Tech. Co. Ltd.), and spectra were recorded with a Si CCD spectrometer (QE-65Pro, Ocean Optics) and an InGaAs-based spectrometer (NIRQuest512, Ocean Optics) for the NIR region, coupled to a double fiber. The PL excitation (PLE) spectrum was recorded by an InGaAs photodiode (IGA-030-H, Electro-Optical System Inc.) coupled with a short-cut (990 nm) and a longcut (1300 nm) filter, a monochromator (SpectraPro-300i, Acton Research Corporation) to tune the excitation wavelengths, and a 100 W halogen lamp (MHAA-100W, Moritex Corporation) as the excitation source. Time-resolved photoluminescence measurements were carried out at room temperature by exciting with a 590 nm pulsed LED (SpectraLED, Thorlabs) in a Horiba-Jobin Yvon Fluorolog 3 spectrofluorometer. The detection system consists of an iHR300 single grating monochromator coupled to a liquid N2-cooled R5509-73 Hamamatsu PMT operating in the IR region.
The temperature dependence of PL spectra and reflectance spectra were investigated with a temperature-controlled stage (10035 L, Linkam). The PL and PLE spectra were calibrated by means of a standard halogen lamp (DH-2000CAL, Ocean Optics) to obtain spectra on the photon flux scale and converted to photon flux per energy interval using the Jacobian transformation.

First-Principles Calculations

DFT calculations were performed using the plane wave pseudopotential technique implemented in the CASTEP module of the Materials Studio 2021 package to obtain the density of states (DOSs) of β-Bi2O3. The ionic core electrons were replaced by the on-the-fly ultrasoft pseudopotentials. The generalized gradient approximation with Perdew-Berke-Ernzerhof for solids (PBEsol) is used as the exchange–correlation energy term. Relativistic effects are taken into account at the level of the Koelling–Harmon approximation of the Dirac equation. The plane-wave basis cutoff energy and k-point grids were chosen as 630 eV and 2 × 2 × 3, respectively.

Supporting Information

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The Supporting Information is available free of charge at https://pubs.acs.org/doi/10.1021/acs.chemmater.2c01262.

  • Parameters obtained from the Rietveld refinement analysis, PL decay curve of the material, absolute sensitivity versus relative sensitivity plot and data for a series of Nd3+-activated Boltzmann thermometers, NIR-to-NIR Boltzmann thermometry in the second biological window (temperature dependence of PL spectra, Boltzmann plot, absolute sensitivity, relative sensitivity, and repeatability), thermometric parameters and performances based on chroma Cab* and the color difference ΔEab*, and colorimetric parameter values at different temperatures (PDF)

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Author Information

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  • Corresponding Authors
  • Authors
    • Jian Xu - Graduate School of Human and Environmental Studies, Kyoto University, Kyoto 606-8501, JapanInternational Center for Young Scientists (ICYS), National Institute for Materials Science (NIMS), Tsukuba 305-0044, Ibaraki, JapanOrcidhttps://orcid.org/0000-0002-1040-5090
    • Jumpei Ueda - Graduate School of Human and Environmental Studies, Kyoto University, Kyoto 606-8501, JapanPresent Address: Materials Chemistry Frontiers, Japan Advanced Institute of Science and Technology (JAIST), 1–1, Asahidai, Nomi, Ishikawa 923-1292, JapanOrcidhttps://orcid.org/0000-0002-7013-9708
    • Alvise Benedetti - Department of Molecular Sciences and Nanosystems, Ca’ Foscari University of Venice, Venice-Mestre 30170, Italy
  • Author Contributions

    The manuscript was written through contributions of all authors. All authors have given approval to the final version of the manuscript.

  • Notes
    The authors declare no competing financial interest.

Acknowledgments

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The work by M.B. was financially supported by the Grant-In-Aid for JSPS Fellows (Grant no. 17F17761). This work was supported by the Grant-in-Aid for Scientific Research B (Grant no. 19H02798).

References

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This article references 64 other publications.

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  • Abstract

    Figure 1

    Figure 1. Crystalline and electronic structure of the tetragonal β-Bi2O3:Y3+,Nd3+ polymorph. (a) XRPD pattern along with Rietveld refinement and difference profile. (b) Crystalline structure and (c) local site of substitution for Nd3+ in β-Bi2O3:Y3+,Nd3+. (d) T-DOS and P-DOS projected onto each constituent element.

    Figure 2

    Figure 2. Electronic structure and optical properties of the narrow band gap β-Bi2O3:Y3+,Nd3+. (a) Reflectance and PLE spectra collecting at 1060 nm along with the picture of the sample. (b) Tauc plot of the Kubelka–Munk function F(R) for the estimation of the band gap energy. (c) Room temperature PL spectrum by exciting at 745 nm. (d) VRBE diagram for Nd3+ in β-Bi2O3:Y3+,Nd3+.

    Figure 3

    Figure 3. NIR-to-NIR Boltzmann thermometry. (a) Temperature dependence of the PL spectra in the 100–600 K range exciting at 745 nm spectra, normalized to the 4F3/24I9/2 emission. Boltzmann plot to calibrate the thermometers based on the ratio between 4F3/2 and 4F5/2 (b) and between the Kramers doublets Z-levels of 4F3/2 (c) with the corresponding linear fits. (d) Temperature dependence of the absolute (Sa) and relative (Sr) sensitivities and (e) repeatability (R).

    Figure 4

    Figure 4. New thermometric parameters based on the temperature dependence of the reflectance spectra and colorimetric parameters. Temperature dependence of (a) reflectance spectra (the vertical dashed lines represent the reflectance values used for the RIR parameter), (b) Kubelka–Munk function and (c) Tauc plot for the estimation of the optical band gap energy. (d) Temperature dependence of the band gap energy with the linear fit. (e) Reflectance intensity ratio (RIR) used as the thermal parameter along with the absolute (Sa) and relative (Sr) sensitivities and (f) sketch of the thermometric parameter introduced based on the narrow band gap and the Nd3+ f–f transitions. (g) Thermochromic variation based on the colorimetric parameters a* and b* as a function of the temperature in the a*b* space, (h) thermometric parameter a*/b*, (i) hue angle hab, and relative thermometric parameter values (j) Sa and (k) Sr.

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  • Supporting Information

    Supporting Information


    The Supporting Information is available free of charge at https://pubs.acs.org/doi/10.1021/acs.chemmater.2c01262.

    • Parameters obtained from the Rietveld refinement analysis, PL decay curve of the material, absolute sensitivity versus relative sensitivity plot and data for a series of Nd3+-activated Boltzmann thermometers, NIR-to-NIR Boltzmann thermometry in the second biological window (temperature dependence of PL spectra, Boltzmann plot, absolute sensitivity, relative sensitivity, and repeatability), thermometric parameters and performances based on chroma Cab* and the color difference ΔEab*, and colorimetric parameter values at different temperatures (PDF)


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