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电子有效质量随位置变化对半导体量子点杂质态结合能的影响 被引量:2

Effect of Position-dependent Effective Mass on the Impurity State Binding Energies of Semiconductor Quantum Dots
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摘要 在连续介电模型和有效质量近似下,考虑电子有效质量随位置的变化,利用变分法从理论上研究了半导体有限高势垒球形量子点中杂质态的结合能.数值计算了AlxGa1-xAs/GaAs球形量子点杂质态基态结合能随量子点尺寸和垒材料Al组分的变化关系,讨论了有效质量随位置变化对基态结合能的影响,并与不考虑有效质量随位置变化做了比较.结果表明:当量子点半径较小时,电子有效质量随位置的变化增加了杂质态基态结合能,随量子点半径增大,杂质态基态结合能的增加幅度变小;量子点半径较大时,电子有效质量随位置变化降低了杂质态基态结合能.随着Al组分增大,杂质态基态结合能单调递增. Under a continuous dielectric model within the effective mass approximation, by considering the position-dependent electron effective mass,the binding energy of impurity states in a finite-potential spherical quantum dot is studied by using the variational procedure. Numerical method is used to perform the binding energy of ground state of impurity state in a AlxGa^-. As/ GaAs spherical quantum dot as a function of dot size and AI composition of barrier material. The influence of the position-dependent effective mass on the binding energy is discussed and compared with the case that the effective mass as a constant. The results show that when the quantum dot radius is small, the position-dependent electron effective mass increases the impurity binding energy of ground state,with the dot radius increasing,the increase amplitude of impurity state can become smaller ~ when the dot radius is large, the position-dependent electron effective mass reduces the impurity binding energy of ground state. As the A1 component increases, the ground state binding energy of impurity state increases monotonically.
出处 《内蒙古大学学报(自然科学版)》 CAS 北大核心 2017年第1期55-60,共6页 Journal of Inner Mongolia University:Natural Science Edition
基金 国家自然科学基金资助项目(No.1364028) 内蒙古自然科学基金重大项目(No.2013ZD02)资助 内蒙古"草原英才"工程资助项目
关键词 量子点 杂质态 有效质量 结合能 quantum dot impurity state effective mass binding energy
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  • 1Triki M ,Jaziri S. Electron-phonon interaction in CdS/ZnS quantum dot [J]. Superlattice Microst, 2005,37 (6): 365-372. 被引量:1
  • 2Vasilevskiy M I,Anda E V,Makler S S. Electron-phonon interaction effects in semiconductor quantum dots :A nonperturabative approach [J]. Phys. Rev. B, 2004,70(3):35318-1- 14. 被引量:1
  • 3Comas F,Studart N. Electron-phonon interaction in quantum-dot/quantum-well semiconductor heterostructures [J]. Phys. Rev. B,2004,69(23) : 235321-1-8. 被引量:1
  • 4Nishikawa Y,Nozaki Y,Nozaki Y. Zn doping characteristics for InGaA1P grown by LP-MOCVD [J]. Appl. Phys. Lett. , 1988,53(21) : 2182. 被引量:1
  • 5Melnikov D V, Fowler W B. Electron-phonon interaction in a spherical quantum dot with finite potential barries:The Frohlich Hamiltonian [J]. Phys. Rev. B. condens. Matter Mater, phys. ,2001,64(24) : 245320-1-9. 被引量:1
  • 6Zhang L,Xie H J,Chen C Y. A bound polaron in a spherical quantum dot with a finite confining potential [J]. Chinese. J. Phys. ,2003,41(2) :148-160. 被引量:1
  • 7Comas F, Trallero-Giner C. Surface optical phonons in spherically capped quantum-dot/quantum-well heterostructures [J]. J. Appl. Phys. ,2003,94(9) :6023-6029. 被引量:1
  • 8Rallero-Giner C,Studart N,Marques G E. Interface optical phonons in spheroidal quantum dots [J]. J. phys. condens. Matte. , 2002,14(25) : 6469- 6481. 被引量:1
  • 9Barati M, Rezaei G, Vahdani M R K. Binding energy of a hydrogenie donor impurity in an ellipsoidal finitepotential quantum dot [J]. Phys. Star. sol. B, 2007,244: 2 605-2 610. 被引量:1
  • 10Dvoyan K G.Kazaryan E M,Petrosyan L S. Electronic states in quantum dots with ellipsoidal symmetry [J]. Physica E,2005,28(4) : 333-338. 被引量:1

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