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Quantum Dot Parity Effects in Trivial and Topological Josephson Junctions
D Razmadze1,2, E C T O'Farrell1,2, P Krogstrup1,3
1Center for Quantum Devices, Niels Bohr Institute, University of Copenhagen, 2100 Copenhagen, Denmark.
A quantum dot in a Josephson junction can flip transmission phase. When coupled to topological superconductors, this effect is modified, showing enhanced conductance and critical current due to spin hybridization.
Area of Science:
- Condensed Matter Physics
- Quantum Information Science
- Superconductivity
Background:
- Josephson junctions with quantum dots can exhibit tunable transmission phase shifts.
- Topological superconductors host exotic quasiparticles with potential applications in quantum computing.
- The interplay between quantum dots and topological superconductors remains an active area of research.
Purpose of the Study:
- To investigate the behavior of a quantum dot in a Josephson junction coupled to topological superconductors.
- To explore the influence of gate voltage and magnetic flux on quantum dot parity and topological transitions.
- To understand the hybridization effects between confined spins and topological zero-energy modes.
Main Methods:
- Utilizing a full-shell hybrid interferometer setup.
- Employing gate voltage to control the quantum dot's parity (even/odd occupation).
- Applying axial magnetic flux to tune the system between trivial and topological superconducting phases.
Main Results:
- Observed enhanced zero-bias conductance in the topological phase for odd parity.
- Measured increased critical current in the topological phase for odd parity.
- These enhancements are attributed to the hybridization of the quantum dot's confined spin with the topological zero-energy modes of the leads.
Conclusions:
- The study demonstrates a novel interaction between quantum dots and topological superconductors.
- Hybridization effects significantly impact the transport properties (conductance, critical current) in the topological regime.
- Findings offer insights into controlling and utilizing topological states for quantum technologies.
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