2023
DOI: 10.1002/advs.202308221
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Pressure‐Induced Remarkable Spectral Red‐Shift in Mn2+‐Activated NaY9(SiO4)6O2 Red‐Emitting Phosphors for High‐Sensitive Optical Manometry

Qifeng Zeng,
Marcin Runowski,
Junpeng Xue
et al.

Abstract: To settle the low sensitivity of luminescent manometers, the Mn2+‐activated NaY9(SiO4)6O2 red‐emitting phosphors with splendid pressure sensing performances are developed. Excited by 408 nm, the resulting products emit bright red emission originating from 4T1(4G) → 6A1 transition of Mn2+, in which the optimal concentration of the activator ion is ≈1 mol%. Moreover, the admirable thermal stability of the developed phosphors is studied and confirmed by the temperature‐dependent emission spectra, based on which t… Show more

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Cited by 23 publications
(3 citation statements)
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“…The diffuse reflectance of the samples was measured and converted using the Kubelka–Munk function: 40 F ( R ) = (1 − R ) 2 /2 R and the [ F ( R ∞ ) hv ] 2 versus hv plots were made in accordance with the following function: 40 F ( R ∞ ) hv = A ( hv − E g ) n where R , hv , and A are the reflection coefficient, photon energy, and a constant, respectively, and n = 1/2 since NGTAO is a direct semiconductor. 41 The intercept of a fitted straight line was used to calculate the band gap energy for each sample (Fig. S3a and S3b†).…”
Section: Resultsmentioning
confidence: 99%
“…The diffuse reflectance of the samples was measured and converted using the Kubelka–Munk function: 40 F ( R ) = (1 − R ) 2 /2 R and the [ F ( R ∞ ) hv ] 2 versus hv plots were made in accordance with the following function: 40 F ( R ∞ ) hv = A ( hv − E g ) n where R , hv , and A are the reflection coefficient, photon energy, and a constant, respectively, and n = 1/2 since NGTAO is a direct semiconductor. 41 The intercept of a fitted straight line was used to calculate the band gap energy for each sample (Fig. S3a and S3b†).…”
Section: Resultsmentioning
confidence: 99%
“…9(a). The temperature-dependent luminescence intensity ratio (LIR) of the thermal coupling levels (TCLs) can be described as follows: 52 LIR = A exp(−Δ E / kT ) + C where A is a constant, Δ E represents the energy difference between the two coupled levels, T signifies temperature, k denotes the Boltzmann factor, and C is another constant. As the temperature increases, the I anti-S / I S value, as a function of T , fits well with eqn (5), yielding a fitting parameter Δ E of 214 meV.…”
Section: Resultsmentioning
confidence: 99%
“…As a response to this demand lifetime-based luminescent manometers based on materials doped with transition metal (TM) ions have been recently proposed. 18,19,29–32 Due to the unique electronic configuration of TM ions, their spectroscopic properties exhibit high sensitivity to the changes in the local environment of the ions. In general, the compression of the phosphor induces a change in the strength of the crystal field acting on these ions.…”
Section: Introductionmentioning
confidence: 99%