A renormalization group study of persistent current in a quasiperiodic ring
arXiv:1307.2103 · doi:10.1016/j.physleta.2014.03.033
Abstract
We propose a real-space renormalization group approach for evaluating persistent current in a multi-channel quasiperiodic fibonacci tight-binding ring based on a Green's function formalism. Unlike the traditional methods, the present scheme provides a powerful tool for the theoretical description of persistent current with a very high degree of accuracy in large periodic and quasiperiodic rings, even in the micron scale range, which emphasizes the merit of this work.
4 pages, 3 figures
References in corpus (6)
- Persistent currents in normal metal rings
- Absence of extended states in a ladder model of DNA
- Enhancement of persistent current in mesoscopic rings $&$ cylinders : shortest $&$ next possible shortest higher order hopping
- Strange behavior of persistent currents in small Hubbard rings
- Magnetic Response in Mesoscopic Hubbard Rings: A Mean Field Study
- On the role of electron correlation and disorder on persistent currents in isolated one-dimensional rings
Cited by in corpus (3)
- Persistent charge and spin currents in a quantum ring using Green's function technique: Interplay between magnetic flux and spin-orbit interactions
- Spin filtering and switching action in a diamond network with magnetic-nonmagnetic atomic distribution
- Superconducting order parameter in aperiodic binary systems