2022
DOI: 10.1007/s43630-022-00275-3
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Augmentation of photophysical features and Judd–Ofelt analysis of extensively green glowing terbium (III) complexes with nitrogen donor ancillary ligands

Abstract: Six green glowing terbium (III) complexes were fabricated via grinding method utilizing a prime organic ligand (L) and nitrogen donor ancillary ligands. Characterization of synthesized complexes was accomplished through various spectroscopic techniques. The significant thermal stability was determined by thermogravimetric analysis while the energy bandgap and Urbach energy were investigated through diffused reflectance spectra of these complexes. The peak observed at 548 nm in emission spectra is responsible f… Show more

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Cited by 8 publications
(5 citation statements)
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References 73 publications
(77 reference statements)
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“…5 D j ) for the efficient Ln 3 + sensitization are 2000-5000 cm À 1 for Tb 3 + and 2500-4000 cm À 1 for Eu 3 + . [32,34,35] For NIIC-1-Tb ΔE(T 1-5 D 4 ) is close to the indicated range, while for NIIC-1-Eu ΔE(T 1-5 D 0 ) is well outside the optimal range, indicating the possibility of an efficient energy transfer from HL 3À only to Tb 3 + cations, consistent with the observed difference in quantum yields.…”
Section: Methodssupporting
confidence: 80%
See 1 more Smart Citation
“…5 D j ) for the efficient Ln 3 + sensitization are 2000-5000 cm À 1 for Tb 3 + and 2500-4000 cm À 1 for Eu 3 + . [32,34,35] For NIIC-1-Tb ΔE(T 1-5 D 4 ) is close to the indicated range, while for NIIC-1-Eu ΔE(T 1-5 D 0 ) is well outside the optimal range, indicating the possibility of an efficient energy transfer from HL 3À only to Tb 3 + cations, consistent with the observed difference in quantum yields.…”
Section: Methodssupporting
confidence: 80%
“…The lowest emission energy levels are 20500 cm −1 for 5 D 4 of Tb 3+ and 17300 ⋅ cm −1 for 5 D 0 of Eu 3+ , [31,32] therefore, the energy gaps are ΔE(T 1 → 5 D 4 )=5100 ⋅ cm −1 and ΔE(T 1 → 5 D 0 )=8300 ⋅ cm −1 , which are both much greater than 1500 cm −1 , a threshold for the backward transfer from Ln 3+ to the ligand, [33] indicating the backward transfer improbable. Furthermore, according to Latva's empirical rule, the optimal energy gaps ΔE(T 1 → 5 D j ) for the efficient Ln 3+ sensitization are 2000–5000 cm −1 for Tb 3+ and 2500–4000 cm −1 for Eu 3+ [32,34,35] . For NIIC‐1‐Tb ΔE(T 1– 5 D 4 ) is close to the indicated range, while for NIIC‐1‐Eu ΔE(T 1– 5 D 0 ) is well outside the optimal range, indicating the possibility of an efficient energy transfer from HL 3− only to Tb 3+ cations, consistent with the observed difference in quantum yields.…”
Section: Resultsmentioning
confidence: 85%
“…Moreover, the optimum energy gaps DE (T1 -5 D j ) of efficient sensitization for Eu 3+ and Tb 3+ were 2500-4000 cm À1 and 2000-5000 cm À1 , respectively, in light of Latva's rule of thumb. 56,57 The DE Eu was well beyond the indicated range, whereas DE Tb was within the optimal range, indicating a higher probability of effective energy transfer from the L 2À to Tb 3+ . The schematic energy transfer diagram discussed above is depicted in Fig.…”
Section: Photoluminescence Propertiesmentioning
confidence: 95%
“…The photoluminescence quantum yields of NIIC-2-Tb and NIIC-2-Eu were 79% and 13%, respectively. According to Latva's rule, [47][48][49] the energy difference between the triplet state (T 1 ) of the ligand in NIIC-2-Ln and the lowest emission level of Ln 3+ (ΔE = 5330 cm −1 ) is closer to the optimal range required for Tb 3+ sensitization (2000-5000 cm −1 ), whereas for Eu 3+ this difference (ΔE = 8530 cm −1 ) is much farther from the optimal range (2500-4000 cm −1 , Figure S12, Supporting Information). Therefore, the luminescence yield of NIIC-2-Tb is much higher than that of NIIC-2-Eu.…”
Section: Crystal Structure Characterizations and Luminescent Properti...mentioning
confidence: 99%