2018
DOI: 10.1016/j.jallcom.2018.07.197
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Crystal growth, spectral properties and Judd-Ofelt analysis of Pr3+:LaMgAl11O19

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Cited by 21 publications
(2 citation statements)
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“…Since R c > 9.4 Å of the unit cell length, the energy transfer for the Tb 3+ ions can be ascribed to multipole-multipole interactions. For the case of Pr 3+ doped samples, the theoretical emission bands should be found at 487, 530, 604, 620, 648, 706, and 728 nm for the emission of 3 P 0 -3 H 4 , 3 P 0,1 -3 H 5 , 1 D 2 -3 H 4 , 3 P 0 -3 H 6 , 3 P 0 -3 F 2 , 1 D 2 -3 H 5 , and 3 P 0 -3 F 3 + 3 F 4 , respectively [87]. In our Pr 3+ doped samples, although most of the theoretical emission peaks could also be observed (Figure S22), no separated peaks could be found, which could be ascribed to the internal energy transitions resulted from of thermally induced expansion of emission cross section of Pr 3+ according to Judd-Ofelt theory [88].…”
Section: %mentioning
confidence: 93%
“…Since R c > 9.4 Å of the unit cell length, the energy transfer for the Tb 3+ ions can be ascribed to multipole-multipole interactions. For the case of Pr 3+ doped samples, the theoretical emission bands should be found at 487, 530, 604, 620, 648, 706, and 728 nm for the emission of 3 P 0 -3 H 4 , 3 P 0,1 -3 H 5 , 1 D 2 -3 H 4 , 3 P 0 -3 H 6 , 3 P 0 -3 F 2 , 1 D 2 -3 H 5 , and 3 P 0 -3 F 3 + 3 F 4 , respectively [87]. In our Pr 3+ doped samples, although most of the theoretical emission peaks could also be observed (Figure S22), no separated peaks could be found, which could be ascribed to the internal energy transitions resulted from of thermally induced expansion of emission cross section of Pr 3+ according to Judd-Ofelt theory [88].…”
Section: %mentioning
confidence: 93%
“…Generally, the experimental oscillator strength includes an electric-dipole contribution and magnetic-dipole contribution that are the defined theoretical oscillator strength ( f cal ). The theoretical oscillator of the electric-dipole transition ( f cal ed ) from the initial state ⟨(S, L)­J⟩ to the final state ⟨(S′, L′)­J′⟩ can be calculated as where n is the refractive index, h (6.6260755 × 10 –27 erg s) is Planck’s constant, λ is the wavelength of the transition, J and J ′ are the total angular momentum of the initial level and terminal level, respectively. ⟨4 f N ( S , L ) J | U ( t ) |4 f N ( S ′, L ′) J ′⟩ is the reduced matrix element insensitive to the matrix environment.…”
Section: Common Nir-emitting Activators With Intrinsic Electron Trans...mentioning
confidence: 99%