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三线态-三线态湮灭光子上转换动力学:全面教程

Kinetics of photon upconversion by triplet-triplet annihilation: a comprehensive tutorial.

作者信息

Murakami Yoichi, Kamada Kenji

机构信息

School of Engineering, Tokyo Institute of Technology, 2-12-1 Ookayama, Meguro-ku, Tokyo 152-8552, Japan.

出版信息

Phys Chem Chem Phys. 2021 Sep 14;23(34):18268-18282. doi: 10.1039/d1cp02654b. Epub 2021 Aug 24.

DOI:10.1039/d1cp02654b
PMID:34612372
Abstract

This perspective article provides a comprehensive but organized tutorial introduction of the kinetics related to photon upconversion (UC) by triplet-triplet annihilation (TTA) (TTA-UC). The field of TTA-UC is multi-disciplinary and rapidly growing with the involvement of researchers from diverse backgrounds. TTA-UC consists of a series of tangled photophysical processes, so a solid understanding of the kinetic features and consequences is important to develop and evaluate materials for TTA-UC. This tutorial starts with an introduction of the standard model of TTA-UC along with the assumptions used in the model. The essential concept of the spin statistics for TTA and how this concept is related to the singlet branching ratio, which directly affects the efficiency of UC, are then explained through step-by-step analyses. Using these foundations, solutions for the steady-state behaviors are derived, featuring the universal curve that describes the excitation intensity dependence of the UC quantum yield for any sample type. Various useful functions for analyzing experimental data are also introduced and summarized. The transient behaviors of TTA-UC are then discussed along with their equations, and the usefulness for analyzing transient experimental data is explained using examples. In this article, self-consistent derivations and relevant references are provided for an easy understanding of the advanced discussion and analyses.

摘要

这篇观点文章全面且有条理地介绍了与三重态-三重态湮灭(TTA)光子上转换(UC)(TTA-UC)相关的动力学。TTA-UC领域是多学科的,并且随着来自不同背景的研究人员的参与而迅速发展。TTA-UC由一系列复杂的光物理过程组成,因此扎实理解其动力学特征和结果对于开发和评估用于TTA-UC的材料很重要。本教程首先介绍TTA-UC的标准模型以及该模型中使用的假设。然后通过逐步分析解释TTA的自旋统计的基本概念以及该概念如何与单重态分支比相关,单重态分支比直接影响UC的效率。利用这些基础,推导出稳态行为的解,其特征是描述任何样品类型的UC量子产率对激发强度依赖性的通用曲线。还介绍并总结了用于分析实验数据的各种有用函数。然后讨论TTA-UC的瞬态行为及其方程,并通过示例解释其对分析瞬态实验数据的有用性。在本文中,提供了自洽推导和相关参考文献,以便于理解深入的讨论和分析。

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