Pally, Alessia Prisca. Crystal-phase defined nanowire quantum dots as a platform for qubits. 2024, Doctoral Thesis, University of Basel, Faculty of Science.
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Official URL: https://edoc.unibas.ch/96320/
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Abstract
This thesis aims to study InAs nanowires with built-in crystal-phase defined quantum dots as a platform for quantum computing. We investigate them as a platform for topological qubits, as well as charge and spin qubits. In a first step towards Majorana bound states we investigate the induced superconductivity in a nanowire hybrid device where the superconductor is deposited by standard e-beam evaporation without an epitaxial interface to the nanowire. Using the integrated tunnel barriers as spectrometer, we draw conclusions about the origin of quasiparticle poisoning in our system.
In a second approach we couple a nanowire double quantum dot to a high-impedance resonator. In a first step we will investigate the resonator-nanowire hybrid device as a charge qubit. We observe a very large qubit linewidth. To improve our system, we turn to spin qubits. We take advantage of the intrinsic spin-orbit coupling in our nanowires to couple the resonator to a singlet-triplet qubit, with which we demonstrate strong spin-photon coupling.
In a second approach we couple a nanowire double quantum dot to a high-impedance resonator. In a first step we will investigate the resonator-nanowire hybrid device as a charge qubit. We observe a very large qubit linewidth. To improve our system, we turn to spin qubits. We take advantage of the intrinsic spin-orbit coupling in our nanowires to couple the resonator to a singlet-triplet qubit, with which we demonstrate strong spin-photon coupling.
Advisors: | Schönenberger, Christian |
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Committee Members: | Zumbühl, Dominik M and Riel, Heike |
Faculties and Departments: | 05 Faculty of Science > Departement Physik > Physik > Experimentalphysik Nanoelektronik (Schönenberger) |
UniBasel Contributors: | Schönenberger, Christian |
Item Type: | Thesis |
Thesis Subtype: | Doctoral Thesis |
Thesis no: | 15313 |
Thesis status: | Complete |
Number of Pages: | v, 175 |
Language: | English |
Identification Number: |
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edoc DOI: | |
Last Modified: | 29 Mar 2024 05:30 |
Deposited On: | 28 Mar 2024 09:51 |
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