Decoupling and antiresonance in electronic transport through a quantum dot chain embodied in an Aharonov-Bohm interferometer

TL;DR

This paper theoretically explores how quantum dot chains in an Aharonov-Bohm interferometer exhibit decoupling of certain molecular states from leads and antiresonances, influenced by magnetic flux and many-body effects.

Contribution

It reveals the conditions for state decoupling and antiresonance independence, and analyzes the impact of magnetic flux and many-body effects on electron transport.

Findings

Odd molecular states decouple without magnetic flux.

Even molecular states decouple with appropriate magnetic flux.

Antiresonance positions are flux-independent.

Abstract

Electronic transport through a quantum dot chain embodied in an Aharonov-Bohm interferometer is theoretically investigated. In such a system, it is found that only for the configurations with the same-numbered quantum dots side-coupled to the quantum dots in the arms of the interferometer, some molecular states of the quantum dot chain decouple from the leads. Namely, in the absence of magnetic flux all odd molecular states decouple from the leads, but all even molecular states decouple from the leads when an appropriate magnetic flux is introduced. Interestingly, the antiresonance position in the electron transport spectrum is independent of the change of the decoupled molecular states. In addition, when considering the many-body effect within the second-order approximation, we show that the emergence of decoupling gives rise to the apparent destruction of electron-hole symmetry. By adjusting the magnetic flux through either subring, some molecular states decouple from one lead but still couple to the other, and then some new antiresonances occur.