- Build an explicit wave function for the eigen- states on the charge lattice
- Clarify how degeneracy arises in the spectrum
- Determine the lowest-order correction to ener- gies and wave function when EJa is included perturbatively.
- Perform parameter sweeps of matrix elements of the operators of the system as a function of: N, ECa,b, EJa,b, external flux and off-set charge. This include matrix elements among all the first- excited states and the ground state.
- Use explicit expressions of wave functions to study matrix elements in the EJa = 0 limit.
-
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Explorations of Josephson junction arrays