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- W1973417093 abstract "We consider arrays of small Josephson junctions (Ec ∼ Ej) in the case of small and uniform charge and flux frustrations. The dynamics of this system can be described in terms of interacting quantum particles-charges (for small Ej) or vortices (for large Ej). We show that at low concentrations of the particles, i.e. in the limit of a short range interaction, the system is intimately related to the hard core bosons in the fractional quantum Hall regime. In particular, the ground state can be described by the Laughlin type wave function Ψ(f)m = IIi<jf(zi−zj)(2i−zj)m exp(−σk|zk|2/4) with even powers m = 2,4,… As a result, the Hall conductance of an array σxy shows quantization (at least) at the universal values (2e)2/hm (for small Ej)." @default.
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- W1973417093 date "1994-02-01" @default.
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- W1973417093 title "Incompressible quantum states in Josephson junction arrays" @default.
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- W1973417093 doi "https://doi.org/10.1016/0921-4526(94)91368-4" @default.
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