4 research outputs found
Comparing and combining measurement-based and driven-dissipative entanglement stabilization
We demonstrate and contrast two approaches to the stabilization of qubit
entanglement by feedback. Our demonstration is built on a feedback platform
consisting of two superconducting qubits coupled to a cavity which are measured
by a nearly-quantum-limited measurement chain and controlled by high-speed
classical logic circuits. This platform is used to stabilize entanglement by
two nominally distinct schemes: a "passive" reservoir engineering method and an
"active" correction based on conditional parity measurements. In view of the
instrumental roles that these two feedback paradigms play in quantum
error-correction and quantum control, we directly compare them on the same
experimental setup. Further, we show that a second layer of feedback can be
added to each of these schemes, which heralds the presence of a high-fidelity
entangled state in realtime. This "nested" feedback brings about a marked
entanglement fidelity improvement without sacrificing success probability.Comment: 40 pages, 12 figure
Confining the state of light to a quantum manifold by engineered two-photon loss
Physical systems usually exhibit quantum behavior, such as superpositions and
entanglement, only when they are sufficiently decoupled from a lossy
environment. Paradoxically, a specially engineered interaction with the
environment can become a resource for the generation and protection of quantum
states. This notion can be generalized to the confinement of a system into a
manifold of quantum states, consisting of all coherent superpositions of
multiple stable steady states. We have experimentally confined the state of a
harmonic oscillator to the quantum manifold spanned by two coherent states of
opposite phases. In particular, we have observed a Schrodinger cat state
spontaneously squeeze out of vacuum, before decaying into a classical mixture.
This was accomplished by designing a superconducting microwave resonator whose
coupling to a cold bath is dominated by photon pair exchange. This experiment
opens new avenues in the fields of nonlinear quantum optics and quantum
information, where systems with multi-dimensional steady state manifolds can be
used as error corrected logical qubits
Demonstrating a superconducting dual-rail cavity qubit with erasure-detected logical measurements
A critical challenge in developing scalable error-corrected quantum systems
is the accumulation of errors while performing operations and measurements. One
promising approach is to design a system where errors can be detected and
converted into erasures. A recent proposal aims to do this using a dual-rail
encoding with superconducting cavities. In this work, we implement such a
dual-rail cavity qubit and use it to demonstrate a projective logical
measurement with erasure detection. We measure logical state preparation and
measurement errors at the -level and detect over of cavity decay
events as erasures. We use the precision of this new measurement protocol to
distinguish different types of errors in this system, finding that while decay
errors occur with probability per microsecond, phase errors occur
6 times less frequently and bit flips occur at least 170 times less frequently.
These findings represent the first confirmation of the expected error hierarchy
necessary to concatenate dual-rail erasure qubits into a highly efficient
erasure code
Flying Qubit Operations in Superconducting Circuits
The quantum non-demolition (QND) measurement process begins by entangling the system to be measured, a qubit for example, with an ancillary degree of freedom, usually a system with an infinite-dimensional Hilbert space. The ancilla is amplified to convert the quantum signal into a measurable classical signal. The continuous classical signal is recorded by a measurement apparatus; a discrete measurement outcome is recovered by thresholding the integrated signal record. Measurements play a central role in technologies based on quantum theory, like quantum computation and communication. They form the basis for a wide range of operations, ranging from state initialization to quantum error correction. Quantum measurements used for quantum computation must satisfy three essential requirements of being high fidelity, quantum non-demolition and efficient. Satisfying these criteria necessitates control over all the parts of the quantum measurement process, especially generating the ancilla, entangling it with the qubit and amplifying it to complete the measurement. For superconducting quantum circuits, a promising platform for realizing quantum computation, a natural choice for the ancillae are modes of microwave-frequency electromagnetic radiation. In the paradigm of circuit quantum electrodynamics (cQED) with three-dimensional circuits, the most commonly used ancillae are coherent states, since they are easy to generate, process and amplify. Using these flying coherent states, we present results for achieving QND measurements of transmon qubits with fidelities of F> 0.99 and efficiencies of η = 0.56 ± 0.01. By also treating the measurement as a more general quantum operation, we use the ancillae as carriers of quantum information to generate remote entanglement between two transmon qubits in separate cavities. By using microwave single photons as the flying qubits, it is possible to generate remote entanglement that is robust to loss since the generation of entanglement is uniquely linked to a particular measurement outcome. We demonstrate, in a single experiment, the ability to efficiently generate and detect single microwave photons and use them to generate robust remote entanglement between two transmon qubits. This operation forms a crucial primitive in modular architectures for quantum computation. The results of this thesis extend the experimental toolbox at the disposal to superconducting circuits. Building on these results, we outline proposals for remote entanglement distillation as well as strategies to further improve the performance of the various tools