• Signatures of fractional electronic char

    From ScienceDaily@1337:3/111 to All on Wed Jun 10 21:30:38 2020
    Signatures of fractional electronic charge observed in topological
    insulators

    Date:
    June 10, 2020
    Source:
    University of Illinois Grainger College of Engineering
    Summary:
    Because electrons -- the subatomic particles that carry electricity
    - - are elementary particles and cannot be split, fractions of
    electronic charge are not normally encountered. Despite this,
    researchers have recently observed the signature of fractional
    charges ranging from e/4 to 2e/3 in exotic materials known as
    topological crystalline insulators.



    FULL STORY ==========================================================================
    The charge of a single electron, e, is defined as the basic unit of
    electric charge. Because electrons -- the subatomic particles that
    carry electricity - - are elementary particles and cannot be split,
    fractions of electronic charge are not normally encountered. Despite
    this, researchers at the University of Illinois at Urbana-Champaign have recently observed the signature of fractional charges ranging from e/4
    to 2e/3 in exotic materials known as topological crystalline insulators.


    ==========================================================================
    The team of researchers, led by mechanical science and engineering
    professor Gaurav Bahl and physics professor Taylor Hughes, has been
    using ultra high frequency electric circuits to study topological
    insulators since 2017. Their recent measurement of fractional charge,
    appearing in the current issue of the journal Science, stems from the
    team's theoretical work on crystalline insulators.

    Hughes explains, "It may seem strange that fractional charges can even
    exist, given that electrons are indivisible. But when we are looking at
    the total charge of a material, we are considering the contributions of
    many electrons.

    Depending on how the electronic charges are arranged in space, they may cooperate to leave behind a localized and sharply quantized fraction
    of charge." The simplest example of a material that can host fractional charges is a one- dimensional chain of atoms with a reflection symmetry
    down the middle. If the number of positive ions in the chain is equal to
    the number of electrons, everything looks charge neutral. However, if
    the numbers are not equal, say for example if one electron is missing,
    the missing negative charge is forced to split equally between the
    two symmetric sides of the chain, leaving a fractional e/2 charge on
    each side. "In the rotation symmetric materials that we are studying, fractional charges can exist in units of 1/3, 1/4, or even 1/ 6, depending
    on the underlying symmetry," said Hughes.

    To search for the signature of these fractional charges experimentally,
    the team built specially designed circuits made of microwave resonators,
    which are devices that absorb electromagnetic radiation only at a
    specific frequency (about the same frequency as a microwave oven). These centimeter-scale resonators act like the atoms within a real material,
    enabling the construction and testing of a wide range of material possibilities.

    "Unfortunately, it is not currently possible to build a material atom by
    atom, and it is often difficult to find naturally occurring materials with
    the properties we are looking for. Instead, we built circuit analogues
    of the crystals that were predicted to host fractional charges. Using
    this approach, we can measure how these circuits absorb radiation and use
    that to calculate how electrons would behave in an analogous solid-state crystal," shared electrical engineering graduate student and lead author Christopher Peterson.

    Previous theoretical studies had suggested that measurement of fractional charges is key to identifying a new class of materials called higher-order topological insulators, but there had been no way to experimentally
    test this.

    After establishing a new method to measure such fractional charges,
    the researchers were also able to develop and demonstrate a new metric
    to identify high-order topology.

    Topological insulators have recently gained fame for the robust conductive channels at their boundaries, which remain in pristine condition even
    when the material has defects. This robustness is very enticing since
    it could be used to make electronic and optical devices more efficient,
    by protecting the transmission of electricity or electromagnetic waves, in spite of manufacturing errors or damage. The newly discovered higher-order topological insulators add to this story by hosting protected conductive channels at the intersections of boundaries, e.g. at corners instead of
    edges, which can greatly expand the possibilities for robust technologies.

    "The new method of identification that we have demonstrated could allow scientists to unambiguously identify topological insulators of any
    order, using their fractional charge signature. Ultimately, this brings
    the promise of more efficient and robust devices based on topological
    materials ever closer to reality," said the team leader Gaurav Bahl.

    The work was sponsored by the US National Science Foundation and
    the Office of Naval Research. Contributors to the paper also included
    Tianhe Li, a physics graduate student at UIUC, and Wladimir Benalcazar,
    a postdoctoral fellow at Pennsylvania State University.


    ========================================================================== Story Source: Materials provided by University_of_Illinois_Grainger_College_of_Engineering.

    Note: Content may be edited for style and length.


    ========================================================================== Journal Reference:
    1. Christopher W. Peterson, Tianhe Li, Wladimir A. Benalcazar,
    Taylor L.

    Hughes, Gaurav Bahl. A fractional corner anomaly reveals
    higher-order topology. Science, 2020; 368 (6495): 1114 DOI:
    10.1126/science.aba7604 ==========================================================================

    Link to news story: https://www.sciencedaily.com/releases/2020/06/200610102718.htm

    --- up 20 weeks, 1 day, 2 hours, 34 minutes
    * Origin: -=> Castle Rock BBS <=- Now Husky HPT Powered! (1337:3/111)