AC Josephson effect in finite-length nanowire junctions with Majorana modes

Physics – Condensed Matter – Mesoscale and Nanoscale Physics

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9 pages, 4 figures

Scientific paper

It has been predicted that superconducting junctions made with topological nanowires hosting Majorana fermions exhibit an exotic Josephson effect which, owing to fermionic parity conservation, is 4\pi-periodic in the superconducting phase difference. Finding an experimental setup with these unconventional properties poses, however, a serious challenge: for finite-length junctions, the equilibrium supercurrents are always 2\pi-periodic as anticrossings of states with the same parity are possible. Landau-Zener transitions, induced by a dc bias voltage, are a conceivable route to revealing the 4\pi-effect. However, inelastic processes are expected to induce parity-mixing quasiparticle poisoning and hence destroy the anomalous periodicity. We here demonstrate that this intuition may be wrong: the ac Josephson current retains its anomalous 4\pi-periodic components during long-lived transients in the topological phase. Remarkably, quasiparticle escape towards the contacts can induce a quantum Zeno effect which fixes the parity of the Majorana logical qubits and delays the decay of transients. Hence, transient spectral properties may be effectively used to detect Majorana states.

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