TRIPLE - BARRIER RESONANT TUNNELING: A TRANSFER MATRIX APPROACH
Cristian E. Simion, Cristian I. Ciucu
Abstract
Cristian E. Simion, Cristian I. Ciucu
Abstract
A theoretical study of resonant tunneling in multilayered heterostructures is presented based on an exact solution of the Schrodinger equation under the application of a constant electric field and a uniform magnetic field. By use of the transfer matrix approach, the transmissivity of the structure is determined as a function of the incident electron energy. The results show good agreement with other existing models as well as with the bound-state energies. The solutions obtained are exact and can be generated easily by using MathCad. Based on these calculations, a new class of resonant tunneling superlattice devices can be designed.
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A theoretical study of resonant tunneling in multilayered heterostructures is presented based on an exact solution of the Schrodinger equation under the application of a constant electric field and a uniform magnetic field. By use of the transfer matrix approach, the transmissivity of the structure is determined as a function of the incident electron energy. The results show good agreement with other existing models as well as with the bound-state energies. The solutions obtained are exact and can be generated easily by using MathCad. Based on these calculations, a new class of resonant tunneling superlattice devices can be designed.
Key concepts: Quantum tunnelling, Transfer matrix, Superlattice, Transfer-matrix method (optics), Schrödinger equation, Constant (computer programming), Physics, Heterojunction