Filtering Number States of the Vibrational Motion of an Ion

Abstract

We propose a scheme to generate number states (and specific superpositions of them) of the vibrational motion of a trapped ion. In particular, we show that robust to noise qubits can be generated with arbitrary amplitudes.

7 pages, in press in Phys. Rev. A

References in corpus (4)

• Quantum State Protection in Cavities
• Long-time-scale revivals in ion traps
• High-order nonlinearities in the motion of a trapped atom
• Trapping state restoration in the randomly-driven Jaynes-Cummings model by conditional measurements

Cited by in corpus (15)

• Ion-laser interactions: The most complete solution
• A classical simulation of nonlinear Jaynes--Cummings and Rabi models in photonic lattices
• Engineering quantum pure states of a trapped cold ion beyond the Lamb-Dicke limit
• Quantum state truncation using an optical parametric amplifier and a beamsplitter
• Generalized qubits of the vibrational motion of a trapped ion
• Nonlinear coherent loss for generating non-classical states
• Photon transport in binary photonic lattices
• Theoretical method for the generation of a dark two-mode squeezed state of a trapped ion
• NOON states in trapped ions
• Relation between the autocorrelation and Wigner functions
• Ion-laser-like interaction in optomechanical systems with Kerr nonlinearities
• Exact solution of the ion-laser interaction in all regimes
• Generation of quasi-rectangle-states of the vibrational motion of an ion
• Anomalous quantum correlations in the motion of a trapped ion
• A fast scheme for the implementation of the quantum Rabi model with trapped ions