The spectral curves of the special double confluent Heun equations associated with the Josephson junction model are irreducible, and the complexified union of all phase-lock boundary families has exactly four irreducible components.
On monodromy eigenfunctions of Heun equations and boundaries of phase-lock areas in a model of over- damped Josephson effect
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On spectral curves and complexified boundaries of the phase-lock areas in a model of Josephson junction
The spectral curves of the special double confluent Heun equations associated with the Josephson junction model are irreducible, and the complexified union of all phase-lock boundary families has exactly four irreducible components.