光子带隙结构调制下发光体中的能量传递过程

刘震东; 杨正文; 李 勃; 周 济

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光子带隙结构调制下发光体中的能量传递过程

论文 | 更新时间：2020-08-12

- 光子带隙结构调制下发光体中的能量传递过程
- The Energy Transfer Process under the Photonic Band Gap Modulation in Light Emitting Materials
- 发光学报 2009年30卷第2期页码：157-161
- 作者机构：
  
  清华大学新型陶瓷材料与精细工艺国家重点实验室北京,100084
- 作者简介：
- 基金信息：
- DOI：
  中图分类号： O437;O482.31
- 收稿日期：2008-11-20，
  
  修回日期：1900-01-02，
  
  网络出版日期：2009-04-30，
  
  纸质出版日期：2009-04-30
- 稿件说明：
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刘震东, 杨正文, 李勃, 等. 光子带隙结构调制下发光体中的能量传递过程[J]. 发光学报, 2009,30(2):157-161.

LIU Zhen-dong, YANG Zheng-wen, LI Bo, et al. The Energy Transfer Process under the Photonic Band Gap Modulation in Light Emitting Materials[J]. Chinese journal of luminescence, 2009, 30(2): 157-161.
刘震东, 杨正文, 李勃, 等. 光子带隙结构调制下发光体中的能量传递过程[J]. 发光学报, 2009,30(2):157-161. DOI：

LIU Zhen-dong, YANG Zheng-wen, LI Bo, et al. The Energy Transfer Process under the Photonic Band Gap Modulation in Light Emitting Materials[J]. Chinese journal of luminescence, 2009, 30(2): 157-161. DOI：

摘要

光子晶体因其具有光子局域和光子带隙这两大特征

而使得传统物理过程在光子晶体中有新的特点和变化

能量传递就是其中之一。分析了光子晶体中发光体的能量传递现象

并探索了其过程作用机制。采用了偶极-偶极共振相互作用模型

对理想一维光子晶体中带隙调制下的能量传递过程进行了研究

利用微扰法与色散关系的计算引入获得跃迁矩阵

并运用其对影响光子晶体中能量传递的因素和机制进行了相关讨论。

Abstract

Photonic crystal materials (PCs) are the new research fields of materials in the recent years. Because of its features of photonic localization and photonic band gap (PBG)

the photonic crystals changed traditional physical processes in it

and some new features and phenomena occur. The energy transfer in the photonic crystals is also affected. Through the research of energy transfer in PCs

a theory basis of this process will be established to guide the preparation experiments of luminous materials based on the PCs.<p/>In this paper

a kind of semi-classical theory was proposed based on the theory of photonic crystals and energy transfer in solid state to explain and analyze the process of energy transfer in 1-D PBG. A method to solve the similar problems was also generalized. We found out that the resonance dipole-dipole interaction (RDDI) plays a major role in the energy transfer. Effects of the photonic band gap modulation are reflected on the dispersion relation. So the dispersion relation can be introduced into the calculation of transition matrix. The related factors and mechanisms of the discussion about the energy transfer in PCs are concluded

finaly.

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references

. Chen Song, Wang Weibiao, Ling Jiangqiu, et al. Two-dimensional square photonic crystal microcavities [J]. Chin. J. Lumin. (发光学报), 2007, 28 (1):7-11 (in Chinese).

. Wang Zhengping, Wang Chong. Transmission spectrum of one-dimensconal "Chirped" photonic crystals containing negative refraction materials [J]. Chin. J. Lumin. (发光学报), 2008, 29 (2):221-224 (in Chinese).

. Cummings F W, Ali Dorri. Exact solution for spontaneous emission in the presence of N atom [J]. Phys. Rev. A, 1983, 28 (4):2282-2285.

. Wang X H, Gu B Y, Wang R Z, et al. Decay kinetic properties of atoms in photonic crystals with absolute gaps [J]. Phys. Rev. Lett., 2003, 91 (11):113904-1-4.

. Zhou J, Zhou Y, Buddhudu S, et al. Photoluminescence of ZnS ∶ Mn embedded in three-dimensional photonic crystals of submicron polymer spheres [J]. Appl. Phys. Lett., 2000, 76 (24):3513-3515.

. Yang Zhengwen, Zhou Xinran, Huang Xueguang, et al. Energy transfer between fluorescent dyes in photonic crystals [J]. Opt. Lett., 2008, 33 (17):1963-1965.

. John S, Quang T. Photon-hopping conduction and collectively induced transparency in a photonic band gap [J]. Phys. Rev. A, 1995, 52 (5):4083-4088.

. Xu Xurong, Su Mianzeng. Luminescence and Luminescent Materials [M]. 1th Edition, Beijing: Chemical Industry Press, 2004, 271-272, 165-166.

. John S, Wang J. Quantum optics of localized light in a photonic band gap [J]. Phys. Rev. B, 1991, 43 (12):12772-12789.

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