2005
DOI: 10.1063/1.2085309
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Magnetic-field tunable terahertz quantum well infrared photodetector

Abstract: Article:Savic, I., Milanovic, V., Vukmirovic, N. et

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Cited by 17 publications
(12 citation statements)
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“…From the steady-state solution of the system of rate equations, the population of the energy levels within the dots and in the surrounding discretised continuum were found, in a method similar to our simulations of quantum well infrared photodetectors [16,45]. Combining these population densities with lifetimes allowed the current density to be calculated.…”
Section: Rate Equations Versus Experiments In Quantum Dot Infrared Phomentioning
confidence: 99%
“…From the steady-state solution of the system of rate equations, the population of the energy levels within the dots and in the surrounding discretised continuum were found, in a method similar to our simulations of quantum well infrared photodetectors [16,45]. Combining these population densities with lifetimes allowed the current density to be calculated.…”
Section: Rate Equations Versus Experiments In Quantum Dot Infrared Phomentioning
confidence: 99%
“…Further development of the growth technology of dilute magnetic semiconductors (DMSs) [5] should enable implementation of similar intraband devices based upon them. The predictions of a large tunability of intraband transition energies and significant absorption/responsivity in THz DMS quantum wells (QWs)/quantum well infrared photodetectors [6,7] promote the idea of utilizing DMSs for tunable THz QCLs.In this paper, a design of a magnetically tunable THz QCL based on ZnMnSe/ZnMgSe is proposed, emitting in the region of 2.4 − 6.3 THz and 9.2 − 10.1 THz, corresponding to active laser levels transitions of 10 − 26 meV and 38 − 42 meV. Furthermore, the analysis of the possibility of achieving population inversion is presented, and the output characteristics of the designed QCL are calculated.…”
mentioning
confidence: 99%
“…Therefore, for a fixed magnetic field, each spin requires a different electric field to achieve the alignment. The envelope function Schrödinger equation within the effective mass approximation, including the spin-dependent potential induced by magnetic field, was used to calculate the electronic structure of DMS QCLs [6,7]. The Boltzmann model of electron transport in quantum cascade structures in a magnetic field was employed to calculate the population dynamics of the LLs [7,8].…”
mentioning
confidence: 99%
“…The states assigned to the central period are obtained by solving the Hamiltonian eigenvalue problem in the region of space in the shape of cylinder of large radius R t containing 2N + 1 periods in the z−direction (central period, N periods to the left and N periods to the right) and selecting only the eigenstates whose probability of finding a carrier in the central period is larger than in any of the other 2N periods. In the calculations, a value of N = 2 was taken based on large value of superlattice period compared to quantum dot size and previous experience with simulations of quantum well infrared photodetectors [11,12].…”
mentioning
confidence: 99%