Propiedades electrónicas de un anillo cuántico elíptico con sección transversal rectangular
Propiedades electrónicas de un anillo cuántico elíptico con sección transversal rectangular

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Los estados electrónicos de un anillo cuántico elíptico de GaAs embebido en una matriz de AlxGa1-xAs son investigados mediante la aproximación de masa efectiva. El anillo cuántico es construido con una sección transversal rectangular (dirección radial). La ecuación de Schrödinger es resuelta mediante el método de elementos finitos. En dirección angular se modula la amplitud de la altura, lo que permite la generación de puntos cuánticos a lo largo del anillo. Se reportan las energías del electrón como función de las dimensiones del anillo, tanto las longitudes de las elipses en el plano xy como su altura (eje z).
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- Aharonov, Y.; Bohm, D. (1959). Significance of Electromagnetic Potentials in the Quantum Theory. Phys. Rev., 115(3), pp. 485–491.
- Baker, C.; Lo, T.; Tribe, W. R.; Cole, B. E.; Hogbin, M. R.; Kemp, M. C. (2007). Detection of Concealed Explosives at a Distance Using Terahertz Technology. Proceedings of the IEEE, 95(8), pp. 1559–1565.
- Bejan, D.; Stan, C.; Niculescu, E. C. (2018). Effects of electric field and light polarization on the electromagnetically induced transparency in an impurity doped quantum ring. Optical Materials, 75, pp. 827–840.
- Bejan, D.; Stan, C.; Niculescu, E. C. (2018). Optical properties of an elliptic quantum ring: Eccentricity and electric field effects. Optical Materials, 78, pp. 207–219.
- Boonpeng, P.; Kiravittaya, S.; Thainoi, S.; Panyakeow, S.; Ratanathammaphan, S. (2013). InGaAs quantum-dot-in-ring structure by droplet epitaxy. J. Crystal Growth, 378, pp. 435–438.
- Büttiker, M.; Imry, Y.; Landauer, R. (1983). Josephson behavior in small normal one-dimensional rings. Phys. Lett. A, 96(7), pp. 365–367.
- Chakraborty, T.; Manaselyan, A.; Barseghyan, M.; Laroze, D. (2018). Controllable continuous evolution of electronic states in a single quantum ring. Phys. Rev. B, 97(4), pp. 41304.
- Cheng, K. A.; Yang, C. H.; Yang, M. J. (2000). Nanometer-size InAs/AlSb quantum wires: Fabrication and characterization of Aharonov–Bohm quantum rings. J. Appl. Phys., 88(9), pp. 5272–5276.
- Collier, T. P.; Saroka, V. A.; Portnoi, M. E. (2017). Tuning terahertz transitions in a double-gated quantum ring. Phys. Rev. B, 96(23), pp. 235430.
- COMSOL Multiphysics, v. 5.3a. COMSOL AB, Stockholm, Sweden.
- El-Bakkari, K.; Sali, A.; Iqraoun, E.; Rezzouk, A.; Es-Sbai, N.; Jamil, M. O. (2018). Effects of the temperature and pressure on the electronic and optical properties of an exciton in GaAs/Ga1−xAlxAs quantum ring. Physica B, 538, pp. 85–94.
- Escorcia, R.; García, L. F.; Mikhailov, I. D. (2018). Magnetoelectric effect in concentric quantum rings induced by shallow donor. Physica E, 99, pp. 269–274.
- Fomin, V. M. (2014). Physics of Quantum Rings, Springer-Verlag, Berlin, pp. 27-193.
- Gómez, C. A.; Marín, J. H.; Gutiérrez, W.; García, L. F. (2009). D-energy spectrum in toroidal quantum ring. J. Phys.: Conference Series, 167(1), pp. 12032.
- He, Z.-L.; Bai, J.-Y.; Ye, S.-J.; Li, L.; Li, C.-X. (2017). Quantum Switch and Efficient Spin-Filter in a System Consisting of Multiple Three-Quantum-Dot Rings. Chinese Phys. Lett., 34(8), pp. 87301.
- Hu, M.; Wang, H.; Gong, Q.; Wang, S. (2018). External electric field effect on the binding energy of a hydrogenic donor impurity in InGaAsP/InP concentric double quantum rings. International Journal of Modern Physics B, 32(11), pp. 1850138.
- Kuroda, T.; Mano, T.; Ochiai, T.; Sanguinetti, S.; Sakoda, K.; Kido, G.; Koguchi, N. (2005). Optical transitions in quantum ring complexes. Phys. Rev. B, 72(20), pp. 205301.
- Lee, C. M.; Li, J. Q.; Ruan, W. Y.; Lee, R. C. H. (2006). Optical spectra and intensities of a magnetic quantum ring bound to an off-center neutral donor D0. Phys. Rev. B, 73(21), pp. 212407.
- Linares-García, G.; Meza-Montes, L.; Stinaff, E.; Alsolamy, S. M.; Ware, M. E.; Mazur, Y. I.; Wang, Z. M.; Lee, J.; Salamo, G. J. (2016). Optical Properties of a Quantum Dot-Ring System Grown Using Droplet Epitaxy. Nanoscale Res. Lett., 11(1), pp. 309.
- Ling, H. S.; Wang, S. Y.; Lee, C. P.; Lo, M. C. (2009). Characteristics of In(Ga)As quantum ring infrared photodetectors. J. Appl. Phys., 105(3), pp. 34504.
- Ling, H.-S.; Lee, C.-P. (2007). Evolution of self-assembled InAs quantum ring formation. J. Appl. Phys., 102(2), pp. 24314.
- Lorke, A; Garcia, J. M.; Blossey, R.; Luyken, R. J.; Petroff, P. M. (2003). Self-Organized InGaAs Quantum Rings - Fabrication and Spectroscopy. In B. Kramer (Ed.), Advances in Solid State Physics 43, pp. 125.
- Lorke, A.; Johannes Luyken, R.; Govorov, A. O.; Kotthaus, J. P.; Garcia, J. M.; Petroff, P. M. (2000). Spectroscopy of Nanoscopic Semiconductor Rings. Phys. Rev. Lett., 84(10), pp. 2223–2226.
- Mano, T.; Kuroda, T.; Mitsuishi, K.; Yamagiwa, M.; Guo, X.-J.; Furuya, K.; Sakoda, K.; Koguchi, N. (2007). Ring-shaped GaAs quantum dot laser grown by droplet epitaxy: Effects of post-growth annealing on structural and optical properties. J. Crystal Growth, 301–302, pp. 740–743.
- Mughnetsyan, V. N.; Manaselyan, A. K.; Barseghyan, M. G.; Kirakosyan, A. A. (2013). Simultaneous effects of hydrostatic pressure and spin–orbit coupling on linear and nonlinear intraband optical absorption coefficients in a GaAs quantum ring. J. Lumin., 134, pp. 24–27.
- Mughnetsyan, V.; Kirakosyan, A. (2017). Strain distribution and band structure of InAs/GaAs quantum ring superlattice. Superlattice Microstruct., 112, pp. 318–327.
- Rosas, R.; Riera, R.; Marín, J. L. (2000). Electron states in a magnetic quantum ring. J. Phys.: Condensed Matter, 12(30), pp. 6851.
- Shi, L.; Yan, Z. W. (2018). Stark shift and photoionization cross section of on-center and off-center donor impurity in a core/shell ellipsoidal quantum dot. Physica E, 98, pp. 111–117.
- Vinasco, J. A.; Londoño, M. A.; Restrepo, R. L.; Mora-Ramos, M. E.; Feddi, E. M.; Radu, A.; Kasapoglu, E.; Morales, A. L.; Duque, C. A. (2017). Optical Absorption and Electroabsorption Related to Electronic and Single Dopant Transitions in Holey Elliptical GaAs Quantum Dots. Physica Status Solidi B, 255(4), pp. 1700470.
- Wu, J.; Wang, Z. M.; Holmes, K.; Marega, E.; Zhou, Z.; Li, H.; Mazur, Y. I; Salamo, G. J. (2012). Laterally aligned quantum rings: From one-dimensional chains to two-dimensional arrays. Appl. Phys. Lett., 100(20), pp. 203117.
- Zamani, A.; Setareh, F.; Azargoshasb, T.; Niknam, E. (2018). Spin-orbit coupling and applied magnetic field effects on electromagnetically induced transparency of a quantum ring at finite temperature. Superlattice Microstruct., 115, pp. 40–52.