Multiple schrodinger pictures and dynamics in shortcuts to adiabaticity
Loading...
Files
Published Version
Date
2012
Authors
Ibanez, S.
Chen, Xi
Torrontegui, E.
Muga, Juan Gonzalo
Ruschhaupt, Andreas
Journal Title
Journal ISSN
Volume Title
Publisher
American Physical Society
Published Version
Abstract
A Schrodinger equation may be unitarily transformed into dynamical equations in different interaction pictures which describe a common physical process, i.e., the same underlying interactions and dynamics. In contrast to this standard scenario, other relations are also possible, such as a common interaction-picture dynamical equation corresponding to several Schrodinger equations that represent different physical processes. This may enable us to design alternative and feasible experimental routes for operations that are a priori difficult or impossible to perform. The power of this concept is exemplified by engineering Hamiltonians that improve the performance or make realizable several shortcuts to adiabaticity.
Description
Keywords
Schrödinger , Dynamical equations
Citation
Ibáñez, S., Chen, X., Torrontegui, E., Muga, J. G. and Ruschhaupt, A. (2012) 'Multiple schrodinger pictures and dynamics in shortcuts to adiabaticity', Physical Review Letters, 109(10), 100403 (5pp). doi: 10.1103/PhysRevLett.109.100403
Link to publisher’s version
Collections
Copyright
© 2012, American Physical Society