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For those of you who are interested in Quantum Engineering come and observe my public doctoral thesis in May 30 in Kollectorn, MC2, Chalmers University of Technology. The title of work is:
"The Josephson Parameters Oscillator - from Microscopic Studies on Single-Shot-T-Qubit Show"
The complete thesis (except the publications) can be downloaded in the Chalmers Publication Library. See summary below:
Circuit Quantum Electrodynamics (CQED) is a prominent platform for quantum information processing, in which microwave photons are locked into resonant cavities coupled to superconducting quantum bits (qubits). The great effective dipole moment of the qubit, in combination with the high energy density of the quasi 1-D resonator, allow these systems to enter the so-called strong clutch regimes. The quantum state of the Qunbits can then be evaluated by receiving the frequency of the resonator, whereby the qubit is protected, otherwise its energy loses into the environment. Event Nevertheless, this so-called dispersive readout technique has proven useful, it is often insufficient not sufficient to render a single-shot read performance one of the decisive tasks required to realize a quantum computer. This work describes the demonstration of a single-shot readout technique for superconducting quantum bits, based on coupling the qubine to a frequency-tunable resonator. The backbone of our device is a 5 GHz quarter wavelength coplanar waveguide resonator ended at one end by a non-linear inductance provided by a superconducting quantum interference device (SQUID). The ink clad acts as a flow-controlled edge condition, which effectively changes the electrical length of the resonator. This allows the modulation of the resonant frequency by coupling microwave magnetic fluids in the SQUID with an on-chip transmission line. Modulation takes place on a time scale much faster than the photon loss from the resonator, and when the pumping strength exceeds a threshold set, which is set by the resonator damping rate, creates an intensive photon field in the resonator | Known as "parametric vibrations". Through the heterodyn detection of the output signal from the Josephson Parametric oscillator (JPO), we first extracted two leading non-linear effects of the system (dominate in different limits of the applied magnetic flux). Next, we disconnect a Qunbit to the JPO and show that we can encode its quantum state to the strong output field of the parametric oscillator (or its absence), and the rendering of a signal-to-noise ratio, which for easy the single-shot Condition is sufficient, and therefore you also avoid a quantum-limited parametric amplifier. The thesis also includes results from the Joseph's microscopic studies, which we use to provide the necessary nonlinearities in the above-mentioned devices. In particular, we show how the microstructure of the barrier layer and its atomic composition can be used to close important electrical properties of the connection points. With this knowledge, we can better adapt the properties of Josephson-based devices.
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