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DTSTART;TZID=America/Denver:20250225T100000
DTEND;TZID=America/Denver:20250225T120000
DESCRIPTION:IEEE Magnetics Society Seminar\nLocation: NIST\, Boulder\, 325 
 Broadway\, Building 2\, Room 2-0113\nDate and Time: Tuesday\, February 25t
 h\, 2025\nRefreshments provided at 10:00 AM\nSeminar starts at 10:30 AM\n\
 nEngineering quantum Hall magnets in topological moiré systems\n\nProf. D
 acen Waters Department of Physics and Astronomy\, University of Denver\n\n
 Strongly correlated and topological phases in condensed matter systems are
  at the cutting edge of fundamental physics studies\, as well as being pro
 mising candidates for the next generation of technological capabilities li
 ke quantum computing. In recent years\, a remarkable amount of progress ha
 s been made in creating and controlling such phases by introducing a small
  twist angle or lattice mismatch between two dimensional (2D) materials. T
 hese systems\, called moiré systems\, have facilitated the surprising dis
 covery of strongly correlated phases where one might not expect them (e.g.
  superconductivity in “magic-angle” twisted bilayer graphene) or long-
 sought new physics (e.g. the fractional quantum anomalous Hall effect (FQA
 HE) in twisted MoTe2). However\, much of the work in this rapidly developi
 ng field have focused on the case where the constituent 2D materials of th
 e moiré system are monolayers\, or at most bilayers. I will show that thi
 s restriction to one or two atomic layers is unnecessarily limiting. Surpr
 ising new phenomenology can be realized in graphitic moiré systems\, wher
 e at least one component is three-layers or more. Most notably\, we find t
 hat a new type of “moiré enabled” electron crystallization can occur 
 that spontaneously breaks the moiré translational symmetry and has dissip
 ationless edge modes\, analogous to a topological version of a Wigner crys
 tal. Our results suggest that these topological electron crystals 1) are a
 t least somewhat common across multilayer graphene moiré systems\, 2) can
  have uniquely tunable magnetization states\, and 3) closely compete with 
 the newly discovered FQAHE. Understanding this competition\, as well as th
 e novel phenomenology of the topological electron crystal phase\, will be 
 of fundamental interest in future studies of strongly correlated topologic
 al systems.\n\nProf. Dacen Waters earned his bachelor’s degrees in physi
 cs and mechanical engineering from Arkansas Tech University. He then went 
 on to get his PhD in physics at Carnegie Mellon University\, under the sup
 ervision of Profs. Randy Feenstra and Ben Hunt. His PhD work focused on tw
 o-dimensional material and moiré systems using scanning tunneling microsc
 opy. He then went on to be a postdoctoral fellow in Prof. Matthew Yankowit
 z’s lab at the University of Washington\, where he was awarded a postdoc
 toral fellowship through the Oak Ridge Institute for Science and Education
 . At the University of Washington\, he utilized transport studies to inves
 tigate novel correlated and topological states in graphitic moiré systems
 . In Fall of 2024\, he began as an Assistant Professor in the University o
 f Denver Department of Physics and Astronomy.\nJoin ZoomGov Meeting https:
 //nist.zoomgov.com/j/1619827375?pwd=4E5AjJBOt04WVK0pNPwpYCI4v3B8mj.1 Meeti
 ng ID: 161 982 7375 Passcode: 068475\n\nSpeaker(s): \, Dacen Waters\n\nRoo
 m: 2-0113\, Bldg: Building 2\, 325 Broadway\, Boulder\, Colorado\, United 
 States\, Virtual: https://events.vtools.ieee.org/m/469265
LOCATION:Room: 2-0113\, Bldg: Building 2\, 325 Broadway\, Boulder\, Colorad
 o\, United States\, Virtual: https://events.vtools.ieee.org/m/469265
ORGANIZER:stephen.russek@nist.gov
SEQUENCE:9
SUMMARY:Engineering quantum Hall magnets in topological moiré systems
URL;VALUE=URI:https://events.vtools.ieee.org/m/469265
X-ALT-DESC:Description: &lt;br /&gt;&lt;p&gt;IEEE Magnetics Society Seminar&lt;br&gt;Location
 : NIST\, Boulder\, 325 Broadway\,&amp;nbsp\; Building 2\, Room 2-0113&lt;br&gt;Date 
 and Time: Tuesday\, February 25th\, 2025&lt;br&gt;Refreshments provided at 10:00
  AM&lt;br&gt;Seminar starts at 10:30 AM&lt;/p&gt;\n&lt;p&gt;&lt;br&gt;&lt;strong&gt;Engineering quantum 
 Hall magnets in topological moir&amp;eacute\; systems&lt;/strong&gt;&lt;/p&gt;\n&lt;p&gt;Prof. D
 acen Waters Department of Physics and Astronomy\, University of Denver&lt;/p&gt;
 \n&lt;p&gt;&lt;br&gt;Strongly correlated and topological phases in condensed matter sy
 stems are at the cutting edge of fundamental physics studies\, as well as 
 being promising candidates for the next generation of technological capabi
 lities like quantum computing. In recent years\, a remarkable amount of pr
 ogress has been made in creating and controlling such phases by introducin
 g a small twist angle or lattice mismatch between two dimensional (2D) mat
 erials. These systems\, called moir&amp;eacute\; systems\, have facilitated th
 e surprising discovery of strongly correlated phases where one might not e
 xpect them (e.g. superconductivity in &amp;ldquo\;magic-angle&amp;rdquo\; twisted 
 bilayer graphene) or long-sought new physics (e.g. the fractional quantum 
 anomalous Hall effect (FQAHE) in twisted MoTe2). However\, much of the wor
 k in this rapidly developing field have focused on the case where the cons
 tituent 2D materials of the moir&amp;eacute\; system are monolayers\, or at mo
 st bilayers. I will show that this restriction to one or two atomic layers
  is unnecessarily limiting. Surprising new phenomenology can be realized i
 n graphitic moir&amp;eacute\; systems\, where at least one component is three-
 layers or more. Most notably\, we find that a new type of &amp;ldquo\;moir&amp;eac
 ute\; enabled&amp;rdquo\; electron crystallization can occur that spontaneousl
 y breaks the moir&amp;eacute\; translational symmetry and has dissipationless 
 edge modes\, analogous to a topological version of a Wigner crystal. Our r
 esults suggest that these topological electron crystals 1) are at least so
 mewhat common across multilayer graphene moir&amp;eacute\; systems\, 2) can ha
 ve uniquely tunable magnetization states\, and 3) closely compete with the
  newly discovered FQAHE. Understanding this competition\, as well as the n
 ovel phenomenology of the topological electron crystal phase\, will be of 
 fundamental interest in future studies of strongly correlated topological 
 systems.&lt;/p&gt;\n&lt;p&gt;&lt;br&gt;&lt;strong&gt;Prof. Dacen Waters&lt;/strong&gt; earned his bachel
 or&amp;rsquo\;s degrees in physics and mechanical engineering from Arkansas Te
 ch University. He then went on to get his PhD in physics at Carnegie Mello
 n University\, under the supervision of Profs. Randy Feenstra and Ben Hunt
 . His PhD work focused on two-dimensional material and moir&amp;eacute\; syste
 ms using scanning tunneling microscopy. He then went on to be a postdoctor
 al fellow in Prof. Matthew Yankowitz&amp;rsquo\;s lab at the University of Was
 hington\, where he was awarded a postdoctoral fellowship through the Oak R
 idge Institute for Science and Education. At the University of Washington\
 , he utilized transport studies to investigate novel correlated and topolo
 gical states in graphitic moir&amp;eacute\; systems. In Fall of 2024\, he bega
 n as an Assistant Professor in the University of Denver Department of Phys
 ics and Astronomy.&lt;br&gt;Join ZoomGov Meeting https://nist.zoomgov.com/j/1619
 827375?pwd=4E5AjJBOt04WVK0pNPwpYCI4v3B8mj.1 Meeting ID: 161 982 7375 Passc
 ode: 068475&lt;/p&gt;
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