Superconducting pi qubit with three Josephson junctions
arXiv:cond-mat/0507199 · doi:10.1063/1.2189191
Abstract
We propose a new qubit consisting of a superconducting ring with two ordinary zero junctions and one ferromagnetic pi junction. In the system, two degenerate stable states appear in the phase space without an external magnetic field because of a competition between the zero and pi states. Quantum tunneling between the two degenerate states leads to a formation of bonding and antibonding states (coherent states) which are used as a bit. For manipulating the states of the qubit, only small external magnetic field around zero is required. This feature leads to a large-scale integration and a construction of the qubit with a smaller size which is robust to the decoherence by external noises.
3 pages, 3 figures
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- The effect of normal metal layers in ferromagnetic Josephson junctions
- Superconducting flux qubit with ferromagnetic Josephson -junction operating at zero magnetic field
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- Controllable pi junction with magnetic nanostructures
- Theory of fractional vortex escape in a 0-kappa long Josephson junction
- Quantum tunneling of a single semifluxon in a 0-pi Josephson junction
- Andreev spin-noise detector
- Superconductor-ferromagnet junction phase qubit
- Width of the phase transition in diffusive magnetic Josephson junctions
- Half-integer Shapiro-steps in superconducting qubit with a -Josephson junction
- Sign reversal of ac Josephson current in a ferromagnetic Josephson junction