A Rabi Oscillation in Four and Five Level Systems
Kazuyuki Fujii, Kyoko Higashida, Ryosuke Kato, Yukako Wada (Yokohama, City University)
TL;DR
This paper extends the analysis of Rabi oscillations to four and five level atomic systems, providing exact solutions that could enable new quantum logic gates for quantum computing.
Contribution
It offers the first exact solutions for Rabi oscillations in four and five level systems, advancing quantum control methods for multi-level quantum systems.
Findings
Exact solutions for Rabi oscillations in 4 and 5 level systems
Potential implementation of quantum logic gates using these systems
Extension of two- and three-level models to higher levels
Abstract
In this paper we consider a general model of an atom with n energy levels interacting with n-1 external (laser) fields which is a natural extension in the two and three level systems. We exactly solve the Schr{\" o}dinger equation to obtain a Rabi oscillation when n = 4 and 5, which will constitute a quantum logic gate of Quantum Computation based on four and five level systems.
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Taxonomy
TopicsQuantum Information and Cryptography · Quantum Mechanics and Applications · Photonic and Optical Devices