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Thermal machines in the quantum world

Thermal machines in the quantum world

Hannes-Jörg Schmiedmayer (ORCID: 0000-0001-7799-5614)
  • Grant DOI 10.55776/I3980
  • Funding program Principal Investigator Projects International
  • Status ended
  • Start February 1, 2019
  • End April 30, 2022
  • Funding amount € 300,235
  • Project website

DACH: Österreich - Deutschland - Schweiz

Disciplines

Mechanical Engineering (20%); Physics, Astronomy (80%)

Keywords

    Thermal Machines, Ultra Cold Quantum Gases, Quantum Thermo Dynamics, Relaxation And Equilibration, Non-Equilibrium Physics

Abstract Final report

Thermodynamics, developed in its basic structure in the 19th century, is based on a coarse-grained viewpoint, abstracting from details, to give a description of a plethora of physical systems. This way she advanced to the bases for many key technologies that made our modern society possible. The heat engine converts heat (disordered energy) into mechanical energy (work). Examples are the steam engine, steam turbine and all internal combustion engines. A power heat engine transports thermal energy from a lower temperature level to a higher one using mechanical energy. Examples are a heat pump or a refrigerator. However, quite new questions - going beyond the traditional picture of thermodynamics - arise when looking for a description of small systems for which stochastic fluctuations are relevant, or even of machines for which quantum effects play a central role. In recent years, the potential and limitations of the resulting quantum thermodynamics and the resulting thermodynamic transformations for entanglement, quantum fluctuations, quantum information exchange, and coherences have begun to be explored. Despite some important progress, many conceptual issues are still unclear. Perhaps even more urgently, there are no experimental realizations that convincingly demonstrate the potential of the intended advantage of quantum effects. This planned Research Unit faces up to these challenges. It brings together leading researchers in quantum thermodynamics in experiments - on trapped ions, ultracold atoms or NV centers - and theory to explore new approaches. On one hand, quite significant developments of experimental platforms are needed to actually detect and exploit true quantum effects in work and power extraction. On the other hand, many conceptual questions are still wide open: in what sense can realistic quantum machines be more powerful than classical machines? How do small (quantum) systems thermalize? Can the traditional separation of system and bath always be carried out? What is the role of quantum correlations and entanglement? Is quantum error correction understandable within this framework? The proposed research not only promises profound insights into the fundamentals of thermodynamic processes, in a world ultimately determined by quantum processes, but also technological implications, such as new cooling techniques, quantum heat engines and quantum refrigerators. Ultimately, this Research Unit promises a breakthrough on the question of whether quantum thermodynamics has the potential to improve quantum machines and provides a framework for discussion and exchange.

Thermodynamics, developed in its basic structure in the 19th century, is based on a coarse-grained viewpoint, abstracting from details, to give a description of a plethora of physical systems. This way she advanced to the bases for many key technologies that made our modern society possible. In the Vienna contribution to the Forschergruppe: Thermal machines in the quantum world we concentrated on three central questions: (1) We gained detailed understanding of the relaxation and thermalization of 1d quantum systems, especially we found the relaxation mechanisms that allow strongly correlated quantum states to transform into thermal, gaussian, states. (2) We have developed a new kind of quantum thermal machine. It is based on the physics of one-dimensional quantum fields that can be manipulated using external potentials. In the experiment, these quantum fields can be quantum-simulated by one-dimensional bosonic quantum gases. We have developed detailed theoretical models, designed a 'quantum field refrigerator' and started to build and investigate the individual building blocks of such quantum field machines in the laboratory. (3) We have developed methods to manipulate one-dimensional quantum gases in a targeted manner, in particular to build thermal machines on 1d quantum fields.

Research institution(s)
  • Technische Universität Wien - 100%
International project participants
  • Jens Eisert, Freie Universität Berlin - Germany
  • Ferdinand Schmidt-Kaler, Johannes Gutenberg Universität Mainz - Germany
  • Fred Jendrzejewski, Ruprecht-Karls-Universität Heidelberg - Germany
  • Kilian T. Singer, Universität Kassel - Germany
  • Eric Lutz, Universität Stuttgart - Germany
  • Jörg Wrachtrup, Universität Stuttgart - Germany
  • Joachim Ankerhold, Universität Ulm - Germany
  • Gershon Kurizki, Weizmann Institute of Science - Israel

Research Output

  • 340 Citations
  • 8 Publications
Publications
  • 2021
    Title Decay and recurrence of non-Gaussian correlations in a quantum many-body system
    DOI 10.1038/s41567-020-01139-2
    Type Journal Article
    Author Schweigler T
    Journal Nature Physics
    Pages 559-563
  • 2021
    Title Extension of the Generalized Hydrodynamics to the Dimensional Crossover Regime
    DOI 10.1103/physrevlett.126.090602
    Type Journal Article
    Author Møller F
    Journal Physical Review Letters
    Pages 090602
    Link Publication
  • 2021
    Title Quantum Field Thermal Machines
    DOI 10.1103/prxquantum.2.030310
    Type Journal Article
    Author Gluza M
    Journal PRX Quantum
    Pages 030310
    Link Publication
  • 2021
    Title Thermometry of one-dimensional Bose gases with neural networks
    DOI 10.1103/physreva.104.043305
    Type Journal Article
    Author Møller F
    Journal Physical Review A
    Pages 043305
    Link Publication
  • 2020
    Title Relaxation of bosons in one dimension and the onset of dimensional crossover
    DOI 10.21468/scipostphys.9.4.058
    Type Journal Article
    Author Li C
    Journal SciPost Physics
    Pages 058
    Link Publication
  • 2020
    Title Introducing iFluid: a numerical framework for solving hydrodynamical equations in integrable models
    DOI 10.21468/scipostphys.8.3.041
    Type Journal Article
    Author Møller F
    Journal SciPost Physics
    Pages 041
    Link Publication
  • 2019
    Title Designing arbitrary one-dimensional potentials on an atom chip.
    DOI 10.1364/oe.27.033474
    Type Journal Article
    Author Tajik M
    Journal Optics express
    Pages 33474-33487
    Link Publication
  • 2020
    Title Quantum read-out for cold atomic quantum simulators
    DOI 10.1038/s42005-019-0273-y
    Type Journal Article
    Author Gluza M
    Journal Communications Physics
    Pages 12
    Link Publication

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