Efficient shortcuts to adiabatic passage for the fast populations transfer in multiparticle systems

Abstract

Achieving fast populations transfer (FPT) in multiparticle systems based on the cavity quantum electronic dynamics (CQED) is an outstanding challenge. In this paper, motivated by the quantum Zeno dynamics (QZD), a shortcut for performing the FPT of ground states in multiparticle systems with the invariant based inverse engineering is proposed. Numerical simulation demonstrates that a perfect populations transfer of ground states in multiparticle systems can be rapidly achieved in one step, and the FPT is robust to both the cavity decay and atomic spontaneous emission. Additionally, this scheme is not only implemented without requiring extra complex conditions, but also insensitive to variations of the parameters.

26 pages (one column), 8 figures. Accepted by Physical Review A as a Regular Article

References in corpus (7)

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• Lewis-Riesenfeld invariants and transitionless tracking algorithm
• Fast population transfer engineering of three-level systems
• Deterministic generation of large cluster states using non-deterministic collective measurements based on quantum Zeno effect
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