Subject Areas : Journal of Optoelectronical Nanostructures
Tooraj Ghaffary 1 , Fatemeh Rahimi 2 , Yaghoob Naimi 3 , Hadi Khajehazad 4
1 - Department of Physics, Faculty of Sciences, Shiraz Branch, Islamic Azad University, Shiraz, Iran
2 - Department of Physics, Faculty of Sciences, Shiraz Branch, Islamic Azad University, Shiraz, Iran
3 - Department of Physics, Lamerd Higher Education Center, Lamerd, Iran
4 - Department of Physics, Faculty of Sciences, Shiraz Branch, Islamic Azad University, Shiraz, Iran
Keywords:
Abstract :
[1] K.A. Rodríguez-Magdaleno, R. Pérez-Álvarez, J.C. Martínez-Orozco, Intra-miniband absorption coefficient in core/shell spherical quantum dot, Journal of Alloys and Compounds. 736 (2018) 211–215.
[2] M. Servatkhah, Study of RbCl quantum pseudo‑dot qubits using Shannon and Laplace entropies, Optical and Quantum Electronics. 52 (2020) 126.
[3] Y. Naimi, J. Vahedi, M. R. Soltani, Effect of position-dependent effective mass on optical properties of spherical nanostructures, Optical and Quantum Electronics. 47 (2015) 2947-2956.
[4] F. Hakimian, M.R. Shayesteh, M.R. Moslemi, Proposal for Modeling of FWM Efficiency of QD-SOA Based on the Pump/Probe Measurement Technique, journal of optoelectronical nanostructures. 5 (4) (2020) 49-65.
[5] M. R. Mohebbifar, Study of the Quantum Efficiency of Semiconductor Quantum Dot Pulsed Micro-Laser, journal of optoelectronical nanostructures. 6 (1) (2021) 59-69.
[6] M. Servatkhah, R. Pourmand, Optical properties of a two-dimensional GaAs quantum dot under strain and magnetic field, The European Physical Journal Plus.135 (2020) 754.
[7] M. Rezvani Jalal, M. Habibi, Simulation of Direct Pumping of Quantum Dots in a Quantum Dot Laser, journal of optoelectronical nanostructures. 2 (2) (2017) 61-69.
[8] E.B. Al, E. Kasapoglu, H. Sari, I. Sökmen, Optical properties of spherical quantum dot in the presence of donor impurity under the magnetic field, Physica B. 613 (2021) 412874.
[9] L. Stevanović, N. Filipović, V. Pavlović, Effect of magnetic field on absorption coefficients, refractive index changes and group index of spherical quantum dot with hydrogenic impurity, Journal of Luminescence, Optical Materials. 91 (2019) 62–69.
[10] F. Rahmani, J. Hasanzadeh, Investigation of the Third-Order Nonlinear Optical Susceptibilities and Nonlinear Refractive Index In Pbs/Cdse/Cds Spherical Quantum Dot, journal of optoelectronical nanostructures. 3 (1) (2018) 65-78.
[11] G.V.B. de Souza, A. Bruno-Alfonso, Finite-difference calculation of donor energy levels in a spherical quantum dot subject to a magnetic field, Physica E. 66 (2015) 128–132.
[12] E.B. Al, E. Kasapoglu, S. Sakiroglu, H. Sari, I. Sokmen, C.A. Duque, Binding energies and optical absorption of donor impurities in spherical quantum dot under applied magnetic field, Physica E. 119 (2020) 114011.
[13] H. Bahramiyan, M. Servatkhah, Second and third harmonic generation of a hexagonal pyramid quantum dot: impurity position effect, Optical and Quantum Electronics. 47 (2015) 2747-2758.
[14] Y. Naimi, Refractive index changes of a donor impurity in spherical nanostructures: Effects of hydrostatic pressure and temperature, Phys. B. 428 (2013) 43–47.
[15] M. R. K. Vahdani, G. Rezaei, Linear and nonlinear optical properties of a hydrogenic donor in lens-shaped quantum dots, Physics Letters A. 373 (2009) 3079–3084.
[16] M. Elamathi, A. John Peter, Exciton radiative recombination time in a group III-V/II-VI core/shell quantum dot: Simultaneous effects of pressure and temperature, Chemical Physics Letters. 770 (2021) 138454.
[17] Y. Naimi, A.R. Jafari, Optical properties of quantum dots versus quantum antidots: Effects of hydrostatic pressure and temperature, Journal of Computational Electronics. 13 (2014) 666-672.
[18] R. Khordad, M. Servatkhah, Study of entanglement entropy and exchange coupling in two-electron coupled quantum dots, Optical and Quantum Electronics. 49 (2017) 217.
[19] H. Bahramiyan lal, S. Bagheri, Linear and nonlinear optical properties of a modified Gaussian quantum dot: pressure, temperature and impurity effect, journal of optoelectronical nanostructures. 3 (3) (2018) 79-100.
[20] R.A. Zak, D.L. Maslov, D. Loss, Spin susceptibility of interacting two-dimensional electrons in the presence of spin-orbit coupling, Physical Review B. 82 (2010) 115415.
[21] H. Hartmann, D. Schuck, Spin-orbit coupling for the motion of a particle in a ring-shaped potential, Int. J. Quant. Chem. 18 (1980) 125-141.
[22] H.K. Sharma, A. Boda, B. Boyacioglu, A. Chatterjee, Electronic and magnetic properties of a two-electron Gaussian GaAs quantum dot with spin-Zeeman term: A study by numerical diagonalization, Journal of Magnetism and Magnetic Materials. 469 (2019) 171–177.
[23] A. Bagga, P. Pietiläinen, T. Chakraborty, Spin hot spots in vertically coupled few-electron isolated quantum dots, Physical Review B. 74 (2006) 033313.
[24] M. Z. Malik, D.S. Kumar, S. Mukhopadhyay, A. Chatterjee, Role of spin-orbit interactions on the entropy and heat capacity of a quantum dot helium placed in an external magnetic field, Physica E. 121 (2020) 114097.
[25] A.L. Vartanian, A.A. Kirakosyan, K.A. Vardanyan, Spin relaxation mediated by spin-orbit and acoustic phonon interactions in a single-electron two-dimensional quantum dot, Superlattices and Microstructures.122 (2018) 548-556.
[26] P. Saini, A. Chatterjee, Confnement shape effect on impurity in a GaAs quantum dot with spin-orbit coupling in a magnetic field, Superlattices and Microstructures.146 (2020) 106641.
[27] V. Nautiyal, D. Munjal, P. Silotia, Spin orbit effect in a quantum dot confined in a Kratzer potential, Journal of Magnetism and Magnetic Materials. 528 (2021) 167688.
[28] S. Rajashabala, K. Navaneethakrishnan, Pressure effects on the spin–orbit interactions in low-dimensional quantum well systems, Physica E. 40 (2008) 843–848.
[29] S. Gasiorowicz, Quantum Physics. Third Edition Reading. US: Addison Wesley (2003).
[30] J. J. Sakurai, Advanced quantum Mechanics. Reading. MA: Addison- Wesley (1967).
[31] R.S. Daries Bella, K. Navaneethakrishnan, Donor binding energies and spin–orbit coupling in a spherical quantum dot, Solid State Communications. 130 (2004) 773–776.
[32] S. Unlu, I. Karabulut, H. Safak, Linear and nonlinear intersubband optical absorption coefficients and refractive index changes in a quantum box with finite confining potential, Phys. E. 33 (2006) 319–324.
[33] C. Zhang, Z. Wang, M. Gu, Y. Liu, K. Guo, Nonlinear optical absorption coefficients and refractive index changes in a two dimensional system, Phys. B. 405 (2010) 4366–4369.