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多层球形核壳量子点中光学振动模的三元混晶效应

Ternary Mixed Crystal Effect of Optical Vibration Modes in Multilayer Spherical Core-Shell Quantum Dots
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摘要 考虑三元混晶的"单模"与"双模"性,利用介电连续模型和改进的无规元素等位移模型,研究了含三元混晶的多层球形核壳量子点中的光学声子模.选取InN/InxGa1-xN/InN和ZnSe/ZnSxSe1-x/ZnSe两种核壳结构进行了数值计算,其中InxGa1-xN为单模型三元混晶,ZnSxSe1-x为双模型三元混晶,给出了两种结构中声子模频率随混晶组分、量子点尺寸以及角量子数的变化关系.结果表明,InN/InxGa1-xN/InN和ZnSe/ZnSxSe1-x/ZnSe结构中分别存在着5支和7支界面/表面光学声子模,且均具有特殊的混晶效应,具体表现在各支声子模的频率对组分x有不同的依赖关系.当组分x>0.8时,在ZnSe/ZnSxSe1-x/ZnSe结构中,模6、7重合为一支.同时发现各支声子模的频率对内壳层厚度γ1和较小的量子数l的依赖性较强. Considering the one-mode and two-mode behaviors of ternary mixed crystals(TMCs),the optical phonon modes in multilayer spherical core-shell quantum dots containing of TMCs are discussed based on the dielectric continuum approach and modified random-element-isodisplacement model.Numerical calculations on the InN/InxGa1-xN/InN("one-mode" TMC) and ZnSe/ZnSxSe1-x/ZnSe("two-mode" TMC) core-shell structures have been performed.A detailed discussion of optical phonon mode frequencies as functions of components x and quantum dot size and quantum number l are given.The results show that there are five and seven branches of interface/surface optical phonon modes in InN/InxGa1-xN/InN and ZnSe/ZnSxSe1-x/ZnS structures,respectively.The mixed crystal effect has different influence on optical phonon mode frequencies.When x>0.8,modes 6 and 7 overlap into one mode in the ZnSe/ZnSxSe1-x/ZnSe structure.It is also found that the phonon frequencies are strongly dependent on the inner shell thickness γ1 and smaller quantum number l.
作者 刘叶 谢慧 邢雁 LIU Ye;XIE Hui;XING Yan(School of Physical Science and Technology Inner Mongolia University,Hohhot 010021^China)
出处 《内蒙古大学学报(自然科学版)》 CAS 北大核心 2019年第6期610-618,共9页 Journal of Inner Mongolia University:Natural Science Edition
基金 内蒙古自治区高等学校科学研究项目资助(NJZZ19001)
关键词 光学声子模 核壳量子点 三元混晶 optical phonon mode core-shell quantum dot ternary mixed crystal
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二级参考文献25

  • 1Liu Z X, Huang Y C, Liu Y and Jia T Q .1998 Acta Phys Sin (Overseas Edition) 7 28.
  • 2Liu Z X, Weng Y G, Shi J J and Wang Z J .1999 Acta Phys Sin (Overseas Edition) 8 361.
  • 3Liang X X and Yang J S .1996 Solid State Commun 100 629.
  • 4Zheng R S and Matsuura M .1999 Phys Rev B 59 15422.
  • 5Kim K W and Stroscio M A .1990 J Appl Phys 68 6289.
  • 6Liang X X and Ban S L .2001 J Luminescence 94-95 781.
  • 7Born M and Huang K .1954 Dynamical Theory of Crystal Lattices (London: Oxford University Press).
  • 8Fukai Y .1963 J Phys Soc Japan 18 1413.
  • 9See for example, Harris C G .1975 Introduction to Modern Theoretical Physics (New York: Wiley).
  • 10Lee T D, Low F E and Pines D .1953 Phys Rev 90 297.

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