The quantum dynamics of a charged particle in an infinite chain of single-state quantum wells, in tight-binding approximation and under the action of an arbitrary time-dependent external field is investigated. The connection between the Hamiltonian description of this model and the Hamiltonian of a discrete-charge mesoscopic quantum circuit is elucidated. Based on this connection, the persistent current on a L-design nondissipative circuit is obtained.
Kheirandish, F. & Pahlavan, H. (2019). The quantum dynamics of mesoscopic discrete-charge electric circuits. Iranian Journal of Physics Research, 8(3), 153–157.
MLA
Kheirandish, F., & Pahlavan, H. "The quantum dynamics of mesoscopic discrete-charge electric circuits", Iranian Journal of Physics Research, 8, 3, 2019, 153–157.
HARVARD
Kheirandish, F., & Pahlavan, H. (2019). 'The quantum dynamics of mesoscopic discrete-charge electric circuits', Iranian Journal of Physics Research, 8(3), pp. 153–157.
CHICAGO
Kheirandish, F. & Pahlavan, H., "The quantum dynamics of mesoscopic discrete-charge electric circuits." Iranian Journal of Physics Research, 8 3 (2019): 153–157,
VANCOUVER
Kheirandish F., Pahlavan H. The quantum dynamics of mesoscopic discrete-charge electric circuits. Iranian Journal of Physics Research. 2019;8(3):153–157 (In Persian).
