TL;DR: This work shows that conventional cryogenic refrigeration can be used to cool a mechanical mode to its quantum ground state by using a microwave-frequency mechanical oscillator—a ‘quantum drum’—coupled to a quantum bit, which is used to measure the quantum state of the resonator.
Abstract: Quantum mechanics provides a highly accurate description of a wide variety of physical systems. However, a demonstration that quantum mechanics applies equally to macroscopic mechanical systems has been a long-standing challenge, hindered by the difficulty of cooling a mechanical mode to its quantum ground state. The temperatures required are typically far below those attainable with standard cryogenic methods, so significant effort has been devoted to developing alternative cooling techniques. Once in the ground state, quantum-limited measurements must then be demonstrated. Here, using conventional cryogenic refrigeration, we show that we can cool a mechanical mode to its quantum ground state by using a microwave-frequency mechanical oscillator—a ‘quantum drum’—coupled to a quantum bit, which is used to measure the quantum state of the resonator. We further show that we can controllably create single quantum excitations (phonons) in the resonator, thus taking the first steps to complete quantum control of a mechanical system. The bizarre, often counter-intuitive predictions of quantum mechanics have been observed in atomic-scale optical and electrical systems, but efforts to demonstrate that quantum mechanics applies equally to a mechanical system, especially one large enough to be seen with the naked eye, have proved challenging. The difficulty is cooling a mechanical system to its quantum ground state, where all classical noise is eliminated. A team at the Department of Physics at the University of California, Santa Barbara, has overcome this obstacle. Using conventional cryogenic refrigeration, they cool a mechanical resonator with a very high oscillation frequency to one-fortieth of a degree above absolute zero. This resonator, called a 'quantum drum', is coupled to a superconducting quantum bit that acts as a quantum thermometer to detect whether there are any excitations left in the resonator. When it is confirmed there are none, it is further shown that a single quantum of excitation, a phonon, can be introduced in this system and exchanged between resonator and qubit many times, thereby taking the first steps towards complete quantum control of a mechanical system. Quantum mechanics provides an accurate description of a wide variety of physical systems but it is very challenging to prove that it also applies to macroscopic (classical) mechanical systems. This is because it has been impossible to cool a mechanical mode to its quantum ground state, in which all classical noise is eliminated. Recently, various mechanical devices have been cooled to a near-ground state, but this paper demonstrates the milestone result of a piezoelectric resonator with a mechanical mode cooled to its quantum ground state.
TL;DR: This work couple propagating phonons to an artificial atom in the quantum regime and reproduce findings from quantum optics, with sound taking over the role of light.
Abstract: Quantum information can be stored in micromechanical resonators, encoded as quanta of vibration known as phonons. The vibrational motion is then restricted to the stationary eigenmodes of the resonator, which thus serves as local storage for phonons. In contrast, we couple propagating phonons to an artificial atom in the quantum regime and reproduce findings from quantum optics, with sound taking over the role of light. Our results highlight the similarities between phonons and photons but also point to new opportunities arising from the characteristic features of quantum mechanical sound. The low propagation speed of phonons should enable new dynamic schemes for processing quantum information, and the short wavelength allows regimes of atomic physics to be explored that cannot be reached in photonic systems.
TL;DR: In this article, Tohyama et al. presented a general linear analysis of the acoustic properties of the outer ear of the human ear and its effect on the response statistics of rooms.
Abstract: Partial table of contents: GENERAL LINEAR ACOUSTICS Ray Acoustics for Fluids (D Weston) Waveguides (P Davies) Transient Radiation (P Stepanishen) NONLINEAR ACOUSTICS AND CAVITATION Cavitation (W Lauterborn) AEROACOUSTICS AND ATMOSPHERIC SOUND Infrasound (T Gabrielson) UNDERWATER SOUND Ocean Ambient Noise (I Dyer) Sonar Systems (J Barger) ULTRASONICS, QUANTUM ACOUSTICS, AND PHYSICAL EFFECTS OF SOUND Ultrasonic Velocity (J Cantrell & W Yost) Thermoacoustic Engines (G Swift) MECHANICAL VIBRATIONS AND SHOCK Random Vibration (D Newland) Acoustic Emission (K Ono) STATISTICAL METHODS IN ACOUSTICS Response Statistics of Rooms (M Tohyama) NOISE: ITS EFFECTS AND CONTROL Airport Noise (K Eldred) ARCHITECTURAL ACOUSTICS Sound in Enclosures (K Kuttruff) ACOUSTICAL SIGNAL PROCESSING Statistical Theory of Acoustic Signals (A Piersol) PHYSIOLOGICAL ACOUSTICS Acoustical Characteristics of the Outer Ear (E Shaw) PSYCHOLOGICAL ACOUSTICS Auditory Masking (S Buus) Loudness (B Scharf) SPEECH COMMUNICATION Acoustical Analysis of Speech (G Fant) MUSIC AND MUSICAL ACOUSTICS Brass Instruments (J Bowsher) ACOUSTICAL MEASUREMENTS AND INSTRUMENTATION Analyzers (J Pope) TRANSDUCERS Loudspeaker Design (B Starobin) Index
TL;DR: In this article, the authors demonstrate a high frequency bulk acoustic wave resonator that is strongly coupled to a superconducting qubit using piezoelectric transduction and demonstrate basic quantum operations on the coupled qubit-phonon system.
Abstract: The ability to engineer and manipulate different types of quantum mechanical objects allows us to take advantage of their unique properties and create useful hybrid technologies. Thus far, complex quantum states and exquisite quantum control have been demonstrated in systems ranging from trapped ions to superconducting resonators. Recently, there have been many efforts to extend these demonstrations to the motion of complex, macroscopic objects. These mechanical objects have important applications as quantum memories or transducers for measuring and connecting different types of quantum systems. In particular, there have been a few experiments that couple motion to nonlinear quantum objects such as superconducting qubits. This opens up the possibility of creating, storing, and manipulating non-Gaussian quantum states in mechanical degrees of freedom. However, before sophisticated quantum control of mechanical motion can be achieved, we must realize systems with long coherence times while maintaining a sufficient interaction strength. These systems should be implemented in a simple and robust manner that allows for increasing complexity and scalability in the future. Here we experimentally demonstrate a high frequency bulk acoustic wave resonator that is strongly coupled to a superconducting qubit using piezoelectric transduction. In contrast to previous experiments with qubit-mechanical systems, our device requires only simple fabrication methods, extends coherence times to many microseconds, and provides controllable access to a multitude of phonon modes. We use this system to demonstrate basic quantum operations on the coupled qubit-phonon system. Straightforward improvements to the current device will allow for advanced protocols analogous to what has been shown in optical and microwave resonators, resulting in a novel resource for implementing hybrid quantum technologies.
TL;DR: A wide range of topics, including steady finite-amplitude waves in supersonic aerodynamics, weak-shock theory, unsteady finite amplitude waves in gases, liquids and solids, bubble dynamics and cavitation in liquids, and phonon interactions and the quantum acoustics of solids have been studied over the past twenty-five years as discussed by the authors.
Abstract: Over the past twenty-five years , nonlinear acoustics has developed into a vigorous and distinctive branch of science. The subject covers a wide range of topics, including steady finite-amplitude waves in supersonic aerodynamics, weak-shock theory, unsteady finite-amplitude waves in gases, liquids, and solids, bubble dynamics and cavitation in liquids, and phonon interactions and the quantum acoustics of solids. Practical applications are on the increase: the steady wave systems of supersonic projectiles; the nonlinear parametric sonar array devised by Westervelt (1963) for the production of a highly directional low-frequency beam in water or air; the damaging effects of cavitation and bubble implosion on ship structures in water and on nuclear reactors cooled by liquid sodium; and the use of ultrasonics in biomedical and engineering non destructive testing. These are all well-known examples, though they hardly exhaust the possibilities . A series of eight (as of 1978) international symposia in the USA, Europe, and the USSR has greatly stimulated work in many aspects of nonlinear acoustics