2024
DOI: 10.1021/acs.inorgchem.3c03978
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Molten Salt Synthesized CaTa4O11:Er3+/Yb3+ with Superior Upconversion Luminescence

Xuekai Wang,
Yongze Cao,
Yuanbing Mao
et al.

Abstract: Low phonon tantalate-based phosphors with a layer structure are considered to have excellent upconversion luminescence (UCL) intensity, which could be reduced due to the existence of impure phase defects and inappropriate doped rare earth ions. To improve their UCL performance, we have prepared single-phase CaTa4O11:Er3+/Yb3+ samples by a molten salt synthesis (MSS) using KCl as the reaction medium and compared its UCL properties with counterparts made by a conventional solid-state reaction (SSR) in this study… Show more

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Cited by 7 publications
(1 citation statement)
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“…Based on previous reports, two crucial parameters, absolute sensitivity ( S a ) and relative sensitivity ( S r ), are typically employed to precisely evaluate the thermal sensitivity characteristics across various thermometers, which can be determined using the following expression , S a = | d LIR italicdT | = a 0.25em exp ( b T ) × b T 2 S r = | 1 LIR d LIR dT | = b T 2 The S r values calculated via eq are illustrated in Figure c. These models result in S r values of 1.30% K –1 ( I 655 / I 545 ) and 1.12% K –1 ( I 545 / I 525 ) at 313 K. It is noteworthy that the maximum S r values obtained exceed those recently reported for luminescent thermometers based on Er 3+ doping materials. Furthermore, temperature resolution (δ T ) is a vital parameter for luminescent thermometers, which is defined as δ T = 1 S normalr δ LIR LIR where δLIR/LIR signifies the relative uncertainty of thermometric parameter readings. Based on the standard deviation, the δLIR/LIR values are determined to be 0.5% .…”
Section: Resultsmentioning
confidence: 99%
“…Based on previous reports, two crucial parameters, absolute sensitivity ( S a ) and relative sensitivity ( S r ), are typically employed to precisely evaluate the thermal sensitivity characteristics across various thermometers, which can be determined using the following expression , S a = | d LIR italicdT | = a 0.25em exp ( b T ) × b T 2 S r = | 1 LIR d LIR dT | = b T 2 The S r values calculated via eq are illustrated in Figure c. These models result in S r values of 1.30% K –1 ( I 655 / I 545 ) and 1.12% K –1 ( I 545 / I 525 ) at 313 K. It is noteworthy that the maximum S r values obtained exceed those recently reported for luminescent thermometers based on Er 3+ doping materials. Furthermore, temperature resolution (δ T ) is a vital parameter for luminescent thermometers, which is defined as δ T = 1 S normalr δ LIR LIR where δLIR/LIR signifies the relative uncertainty of thermometric parameter readings. Based on the standard deviation, the δLIR/LIR values are determined to be 0.5% .…”
Section: Resultsmentioning
confidence: 99%