Interference and parity blockade in transport through a Majorana box
arXiv:2205.10002 · doi:10.1103/PhysRevB.106.L201305
Abstract
A Majorana box - two topological superconducting nanowires coupled via a trivial superconductor - is a building block in devices aiming to demonstrate nonabelian physics, as well as for topological quantum computer architectures. We theoretically investigate charge transport through a Majorana box and show that current can be blocked when two Majoranas couple to the same lead, fixing their parity. In direct analogy to Pauli spin blockade in spin qubits, this parity blockade can be used for fast and high-fidelity qubit initialization and readout, as well as for current-based measurements of decoherence times. Furthermore, we demonstrate that transport can distinguish between a clean Majorana box and a disordered box with additional unwanted Majorana or Andreev bound states.
4 pages, 3 figures + 6 pages supplementary
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Cited by in corpus (7)
- Detecting Majorana modes by readout of poisoning-induced parity flips
- Majorana modes in quantum dots coupled via a floating superconducting island
- Multiterminal transport spectroscopy of subgap states in Coulomb-blockaded superconductors
- Full counting statistics in a Majorana single-charge transistor
- Subgap states in semiconductor-superconductor devices for quantum technologies: Andreev qubits and minimal Majorana chains
- Controlling Majorana hybridization in magnetic chain-superconductor systems
- Transport-based fusion that distinguishes between Majorana and Andreev bound states