2021
DOI: 10.1021/acsanm.0c03305
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Optical Thermometry by Monitoring Dual Emissions from YVO4 and Eu3+ in YVO4:Eu3+ Nanoparticles

Abstract: Contactless optical thermometry is successfully applied for accurate local temperature sensing in many scientific and technological areas. Majority of optical thermometers utilize a ratiometric approach between thermally coupled levels. Such sensors have an inherent limitation of relative thermal sensitivity linked to the maximal energy gap between these levels, which can make them useless for some important applications. Here we report simple dual-center YVO 4 :Eu 3+ thermometers that do not have this limitat… Show more

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Cited by 56 publications
(21 citation statements)
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“…To provide a more detailed analysis, the radiative and nonradiative decay rates at various temperatures were calculated using 4 f –4 f intensity theory. [ 57–65 ] The total radiative decay rate ( A R ) is estimated by taking the sum of radiative rates A 0 J for each 5 D 0 – 7 F J transition given byAnormalR=A0J=A01υ01I01J=2,4I0Jυ0Jwhere υ 01 and υ 0 J are frequencies and I 01 and I 0 J are the integrated intensities of the 5 D 0 – 7 F 1 and 5 D 0 – 7 F J transitions and A 01 is the Einstein coefficient between the 5 D 0 and 7 F 1 levels. Using the observed lifetime τ obs of the 5 D 0 level, the nonradiative decay rate, A NR , is calculated by ANR=1τobsAnormalR…”
Section: Resultsmentioning
confidence: 99%
“…To provide a more detailed analysis, the radiative and nonradiative decay rates at various temperatures were calculated using 4 f –4 f intensity theory. [ 57–65 ] The total radiative decay rate ( A R ) is estimated by taking the sum of radiative rates A 0 J for each 5 D 0 – 7 F J transition given byAnormalR=A0J=A01υ01I01J=2,4I0Jυ0Jwhere υ 01 and υ 0 J are frequencies and I 01 and I 0 J are the integrated intensities of the 5 D 0 – 7 F 1 and 5 D 0 – 7 F J transitions and A 01 is the Einstein coefficient between the 5 D 0 and 7 F 1 levels. Using the observed lifetime τ obs of the 5 D 0 level, the nonradiative decay rate, A NR , is calculated by ANR=1τobsAnormalR…”
Section: Resultsmentioning
confidence: 99%
“…The PLE spectrum with monitor wavelength being 615 nm covers a range from 240 to 550 nm. The wide band of 240–350 nm is the result of the O 2– → Eu 3+ energy transfer. , Moreover, the sharp peaks are attributed to typical Eu 3+ 4f–4f transitions . The PL spectrum of Ca 14 Al 10 Zn 6 O 35 :0.5Ti 4+ , 0.1Eu 3+ phosphor excited by 273 nm light source is composed of a wide peak of Ti 4+ emission (300–570 nm) and several peaks of Eu 3+ emission (570–800 nm).…”
Section: Resultsmentioning
confidence: 99%
“…As a proof of this deduction, temperature-related FIR values of the UC emissions originating from 5 F 5 → 5 I 8 to 5 F 4 / 5 S 2 → 5 I 8 transitions (i.e., I 661 / I 541 ) and 5 F 5 → 5 I 8 to 5 F 4 / 5 S 2 → 5 I 7 transitions (i.e., I 661 / I 760 ) were elevated, as demonstrated in Figure a,b, respectively. It is apparent that the FIR values increase sharply with the increase of temperature in the range of 303–543 K. Note that by analyzing the relation between the FIR value and temperature, one knows that the following function is able to be used to fit the experimental data , where I 1 and I 2 are ascribed to the fluorescence intensities, A , B , and C are coefficients. By means of eq , the temperature-dependent FIR values of I 661 / I 545 and I 661 / I 760 are found to be FIR = 75.08 exp­(−1499.72/ T ) + 1.94 and FIR = 145.77 exp­(−837.83/ T ) + 4.03, respectively.…”
Section: Resultsmentioning
confidence: 99%