| Literature DB >> 33854902 |
Benzhao He1,2,3, Jing Zhang1,2, Jianyu Zhang1,2, Haoke Zhang4, Xiuying Wu5, Xu Chen5, Konnie H S Kei1,2, Anjun Qin5, Herman H Y Sung1, Jacky W Y Lam1,2,3, Ben Zhong Tang1,2,3,4,5,6.
Abstract
The study of nonconventional luminescence is important for revealing the luminescence of natural systems and has gradually drawn the attention of researchers in recent years. However, the underlying mechanism is still inexplicable. Herein, the luminescence behavior of two series ofEntities:
Keywords: aggregation‐induced emission; clusteroluminescence; luminescent mechanism; maleimide; succinimide
Year: 2021 PMID: 33854902 PMCID: PMC8025018 DOI: 10.1002/advs.202004299
Source DB: PubMed Journal: Adv Sci (Weinh) ISSN: 2198-3844 Impact factor: 16.806
Figure 1Structure of matlaline responsible for the fluorescence of lignum nephriticum.
Scheme 1Schematic illustration of cluster exciton facilitated emission from n–π* transition.
Figure 2A) UV–vis absorption (c = 1 × 10−4 m), and excitation spectra of MI in acetonitrile (MeCN) solution (magenta line, λ em = 456 nm, c = 1 × 10−2 m) and solid state (red line). B) Photoluminescence (PL) spectra of MI in MeCN at different excitation wavelengths (c = 1 × 10−2 m). C) PL spectra of MI in MeCN with different concentration (λ ex = 355 nm). Inset: plot of PL intensity of MI versus concentration. D) PL spectra of MI in the solid state (λ ex = 396 nm). Inset: photo taken under 365 nm UV irradiation. E) UV–vis absorption and oscillator strength of MI, calculated by using B3LYP/6‐31G* /CPCM/MeCN method with Gaussian 09 program. F) Spin orbitals involved in the major electronical excitations in MI, calculated by using B3LYP/6‐31G* /CPCM/MeCN method with Gaussian 09 program. Abbreviation: CCC = critical cluster concentration, QY = quantum yield.
Figure 3A) Experimental UV–vis absorption spectra of ETMI and DETMI in MeCN (c = 1 × 10−4 m), B) Calculated UV/vis absorption spectra of ETMI and DETMI, by using B3LYP/6‐31G*/CPCM/MeCN method with Gaussian 09 program. C,D) Structures and energy levels of HOMO and LUMO of C) ETMI and D) DETMI calculated by using B3LYP/6‐31G*/CPCM/MeCN method with Gaussian 09 program. Purple: nitrogen atom; yellow: sulfur atom; red: oxygen atom; cyan: carbon atom; white: hydrogen atom.
Figure 4A) PL spectra of ETMI in MeCN with different concentration (λ ex = 400 nm). B) PL spectra of ETMI in solid state (λ ex = 446 nm). C) PL spectra of DETMI in MeCN with different concentration (λ ex = 410 nm). D) PL spectra of DETMI in solid state (λ ex = 465 nm). Insets: plot of PL intensity versus concentration and photos of ETMI and DETMI in the solid state taken under 365 nm UV lamp. Abbreviation: QY = quantum yield.
Figure 5A,D,G) Intermolecular hydrogen bonding and B,E,H) D···A, π···π, and O···S interactions of MI, ETMI, and DETMI, respectively. C,F,I) Clusters formed from MI, ETMI, and DETMI molecules, respectively.
Figure 6A) Structures of SI, ETSI, and DETSI and the corresponding photos of their solid states taken under 365 nm UV light. B) UV–vis absorption of SI, ETSI, and DETSI in MeCN (c = 1 × 10−4 m). C) PL spectra of SI in MeCN with different concentration (λ ex = 353 nm). D) PL spectra of ETSI in MeCN with different concentration (λ ex = 360 nm). E) PL spectra of DETSI in MeCN with different concentration (λ ex = 364 nm). E) PL spectra of SI, ETSI and DETSI in solid state (λ ex = 375, 400, and 410 nm, respectively). Abbreviation: QY = quantum yield.
Figure 7A) Intermolecular hydrogen bonding and C···O interaction in SI. C) Intermolecular hydrogen bonding, C···S and O···S interactions in DETSI. B,D) Cluster formed from SI and DETSI molecules, respectively.