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                <creator>
                  <creatorName>Schindler, Felix</creatorName>
                  <affiliation>Helmholtz-Zentrum Dresden-Rossendorf</affiliation>
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                <creator>
                  <creatorName>Zürner, Till</creatorName>
                  <affiliation>Technische Universität Ilmenau</affiliation>
                </creator>
                <creator>
                  <creatorName>Vogt, Tobias</creatorName>
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                  <affiliation>Helmholtz-Zentrum Dresden-Rossendorf</affiliation>
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                <creator>
                  <creatorName>Eckert, Sven</creatorName>
                  <nameIdentifier nameIdentifierScheme="ORCID" schemeURI="http://orcid.org/">0000-0003-1639-5417</nameIdentifier>
                  <affiliation>Helmholtz-Zentrum Dresden-Rossendorf</affiliation>
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                <creator>
                  <creatorName>Schumacher, Jörg</creatorName>
                  <affiliation>Technische Universität Ilmenau</affiliation>
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              <titles>
                <title>Low Prandtl Number Rayleigh-Bénard Convection in a Vertical Magnetic Field</title>
              </titles>
              <publisher>Rodare</publisher>
              <publicationYear>2019</publicationYear>
              <subjects>
                <subject>Rayleigh-Bénard-Convection</subject>
                <subject>Magnetohydrodynamic</subject>
                <subject>low Prandtl Number</subject>
                <subject>liquid metal</subject>
                <subject>Ultrasound velocimetry</subject>
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              <dates>
                <date dateType="Issued">2019-07-01</date>
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                <description descriptionType="Abstract">&lt;p&gt;Lecture (Conference)&lt;/p&gt;

&lt;p&gt;11th PAMIR International Conference- Fundamental and Applied MHD July 1-5, 2019, Reims, EVEM France&lt;/p&gt;

&lt;p&gt;We are investigating turbulent Rayleigh-B&amp;eacute;nard convection in liquid metal under the&lt;br&gt;
influence of a vertical magnetic field. Utilizing a combination of thermocouple (TC) and&lt;br&gt;
ultrasound-Doppler-velocimetry (UDV) measurements gives us the possibility to directly&lt;br&gt;
determine the temperature and velocity field, respectively. Further this gives us the&lt;br&gt;
possibility to observe changes in the large-scale flow structure.&lt;br&gt;
By applying magnetic fields to the liquid metal convection, we quantified changes of heat&lt;br&gt;
and momentum transport in the liquid metal alloy GaInSn. The experimental results of our&lt;br&gt;
setup agree well with theory findings and direct numerical simulations of the dynamics in&lt;br&gt;
our convection cell. The requirement of large computing power at these parameters makes&lt;br&gt;
it hard to simulate long-term dynamics with time scales from minutes to several hours. Thus&lt;br&gt;
to investigate slow developing dynamics like sloshing, rotation, or deformation of the large-&lt;br&gt;
scale flow structure model experiments are indispensable.&lt;br&gt;
We demonstrate the suppression of the convective flow by a vertical magnetic field in a&lt;br&gt;
cylindrical cell of aspect ratio 1. In this setup Rayleigh numbers up to 6&amp;middot;107 are&lt;br&gt;
investigated. The flow structure at low Hartmann numbers is a single roll large scale&lt;br&gt;
circulation (LSC). Increasing the Hartmann number leads to a transition from the single-roll&lt;br&gt;
LSC into a cell structure. An even stronger magnetic field supresses the flow in the center&lt;br&gt;
of the cell completely and expels the flow to the side walls.&lt;br&gt;
Even above the critical Hartmann numbers corresponding to the Chandrasekhar limit for&lt;br&gt;
the onset of magnetoconvection in a fluid layer without lateral boundaries we still observe&lt;br&gt;
remarkable flows near the side walls. The destabilising effect of the non-conducting side&lt;br&gt;
walls was predicted by theory and simulations, and is here for the first time experimentally&lt;br&gt;
confirmed.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
                <description descriptionType="Other">Support by Deutsche Forschungsgemeinschaft with grants VO 2332/1-1 and SCHU 1410/29-1</description>
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