Singlet Oxygen Photophysics: From Liquid Solvents to Mammalian Cells

被引:10
|
作者
Bregnhoj, Mikkel [1 ]
Thorning, Frederik [1 ]
Ogilby, Peter R. [1 ]
机构
[1] Aarhus Univ, Dept Chem, DK-8000 Aarhus, Denmark
关键词
ABSORPTION CROSS-SECTIONS; 2-PHOTON PHOTOSENSITIZED PRODUCTION; DIMOL-SENSITIZED LUMINESCENCE; UNSATURATED ORGANIC-MOLECULES; CHARGE-TRANSFER INTERACTIONS; TIME-RESOLVED DETECTION; TRIPLET EXCITED-STATES; LASER FLASH-PHOTOLYSIS; INDUCED ELECTRONIC-TRANSITIONS; VIBRATIONAL-ENERGY CONVERSION;
D O I
10.1021/acs.chemrev.4c00105
中图分类号
O6 [化学];
学科分类号
0703 ;
摘要
Molecular oxygen, O-2, has long provided a cornerstone for studies in chemistry, physics, and biology. Although the triplet ground state, O-2(X-3 Sigma(-)(g)), has garnered much attention, the lowest excited electronic state, O-2(a(1)Delta(g)), commonly called singlet oxygen, has attracted appreciable interest, principally because of its unique chemical reactivity in systems ranging from the Earth's atmosphere to biological cells. Because O-2(a(1)Delta(g)) can be produced and deactivated in processes that involve light, the photophysics of O-2(a(1)Delta(g)) are equally important. Moreover, pathways for O-2(a(1)Delta(g)) deactivation that regenerate O-2(X-3 Sigma(-)(g)), which address fundamental principles unto themselves, kinetically compete with the chemical reactions of O-2(a(1)Delta(g)) and, thus, have practical significance. Due to technological advances (e.g., lasers, optical detectors, microscopes), data acquired in the past similar to 20 years have increased our understanding of O-2(a(1)Delta(g)) photophysics appreciably and facilitated both spatial and temporal control over the behavior of O-2(a(1)Delta(g)). One goal of this Review is to summarize recent developments that have broad ramifications, focusing on systems in which oxygen forms a contact complex with an organic molecule M (e.g., a liquid solvent). An important concept is the role played by the M+center dot O2-center dot charge-transfer state in both the formation and deactivation of O-2(a(1)Delta(g)).
引用
收藏
页码:9949 / 10051
页数:103
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