A single trapped ion in a finite range trap
arXiv:1112.5775 · doi:10.1016/j.aop.2010.11.017
Abstract
This paper presents a method to describe dynamics of an ion confined in a realistic finite range trap. We model this realistic potential with a solvable one and we obtain dynamical variables (raising and lowering operators) of this potential. We consider coherent interaction of this confined ion in a finite range trap and we show that its center-of-mass motion steady state is a special kind of nonlinear coherent states. Physical properties of this state and their dependence on the finite range of potential are studied.
References in corpus (11)
- Large Scale Quantum Computation in an Anharmonic Linear Ion Trap
- Atom-ion quantum gate
- Experimental quantum information processing with 43Ca+ ions
- Preparation of Dicke States in an Ion Chain
- Two-dimensional cluster-state preparation with linear ion traps
- Wiring up trapped ions to study aspects of quantum information
- Representations of Coherent and Squeezed States in a -deformed Fock Space
- Nonlinear coherent state of an exciton in a wide quantum dot
- Nonclassical properties of a particle in a finite range trap: the f-deformed quantum oscillator approach
- Spatial confinement effects on quantum field theory using nonlinear coherent states approach
- Spatial confinement effects on quantum harmonic oscillator I: Nonlinear coherent state approach