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DESCRIPTION:The current revolution in quantum technologies relies on cohere
 ntly linking quantum objects like quantum bits (“qubits”). Coherent ma
 gnonic excitations of low-loss magnetic materials can wire together these 
 qubits for sensing\, memory\, and computing. Coherent magnonics may reduce
  the size of superconducting qubits (which otherwise struggle with the lar
 ge scale of microwave excitations) and may increase the size of spin-based
  qubit networks (which otherwise contend with the very short distances of 
 dipolar or exchange interactions). Compared to photonic devices\, these ma
 gnonic devices require minimal energy and space. However\, efforts to expl
 oit coherent magnonic systems for quantum information science will require
  a new understanding of the linewidths of low-loss magnonic materials shap
 ed into novel structures and operating at dilution-refrigerator temperatur
 es. This lecture will introduce the fundamental requirements for practical
 ly linking quantum objects into large-scale coherent quantum systems as we
 ll as the advantages of coherent magnonics for next-generation quantum coh
 erent systems (i.e.\, spin-entangling quantum gates [1]). Other critical c
 hallenges for quantum information science then will motivate the developme
 nt of coherent magnonics for quantum transduction from “stationary” sp
 in systems to “flying” magnons and for quantum memory [2]–[4]. Final
 ly\, the advantages of all-magnon quantum information technologies that re
 ly on manipulating and encoding quantum information in superpositions of f
 ixed magnon number states will highlight the potential of new magnetic mat
 erials\, devices\, and systems.\nKey publications:\n[1] M. Fukami\, D. R. 
 Candido\, D. D. Awschalom\, and M. E. Flatté\, “Opportunities for long-
 range magnon-mediated entanglement of spin qubits via on and off-resonant 
 coupling\,” PRX Quantum\, vol. 2\, Oct. 2021\, Art. no. 040314.\n[2] D. 
 R. Candido\, G. D. Fuchs\, E. Johnston-Halperin\, and M. E. Flatté\, “P
 redicted strong coupling of solid-state spins via a single magnon mode\,
 ” Mater. Quantum Technol.\, vol. 1\, Dec. 2021\, Art. no. 011001.\n[3] 
 Ö. O. Soykal and M. E. Flatté\, “Strong field interactions between a n
 anomagnet and a photonic cavity\,” Phys. Rev. Lett.\, vol. 104\, Feb. 20
 10\, Art. no. 077202.\n[4] T. Liu\, X. Zhang\, H. X. Tang\, and M. E. Flat
 té\, “Optomagnonics in magnetic solids\,” Phys. Rev. B\, Condens. Mat
 ter\, vol. 94\, Aug. 2016\, Art. no. 060405(R).\n\nCo-sponsored by: UCCS\n
 \nSpeaker(s): Michael E. Flatté\, \n\nRoom: A204\, Bldg: Osborne Center f
 or Science and Engineering\, 1420 Austin Bluffs Pkwy\, Colorado Springs\, 
 Colorado\, United States\, 80918\, Virtual: https://events.vtools.ieee.org
 /m/348972
LOCATION:Room: A204\, Bldg: Osborne Center for Science and Engineering\, 14
 20 Austin Bluffs Pkwy\, Colorado Springs\, Colorado\, United States\, 8091
 8\, Virtual: https://events.vtools.ieee.org/m/348972
ORGANIZER:dbozhko@uccs.edu
SEQUENCE:1
SUMMARY:Coherent magnonics for quantum information science
URL;VALUE=URI:https://events.vtools.ieee.org/m/348972
X-ALT-DESC:Description: &lt;br /&gt;&lt;p&gt;The current revolution in quantum technolo
 gies relies on coherently linking quantum objects like quantum bits (&amp;ldqu
 o\;qubits&amp;rdquo\;). Coherent magnonic excitations of low-loss magnetic mat
 erials can wire together these qubits for sensing\, memory\, and computing
 . Coherent magnonics may reduce the size of superconducting qubits (which 
 otherwise struggle with the large scale of microwave excitations) and may 
 increase the size of spin-based qubit networks (which otherwise contend wi
 th the very short distances of dipolar or exchange interactions). Compared
  to photonic devices\, these magnonic devices require minimal energy and s
 pace. However\, efforts to exploit coherent magnonic systems for quantum i
 nformation science will require a new understanding of the linewidths of l
 ow-loss magnonic materials shaped into novel structures and operating at d
 ilution-refrigerator temperatures. This lecture will introduce the fundame
 ntal requirements for practically linking quantum objects into large-scale
  coherent quantum systems as well as the advantages of coherent magnonics 
 for next-generation quantum coherent systems (i.e.\, spin-entangling quant
 um gates [1]). Other critical challenges for quantum information science t
 hen will motivate the development of coherent magnonics for quantum transd
 uction from &amp;ldquo\;stationary&amp;rdquo\; spin systems to &amp;ldquo\;flying&amp;rdqu
 o\; magnons and for quantum memory [2]&amp;ndash\;[4]. Finally\, the advantage
 s of all-magnon quantum information technologies that rely on manipulating
  and encoding quantum information in superpositions of fixed magnon number
  states will highlight the potential of new magnetic materials\, devices\,
  and systems.&lt;br /&gt;Key publications:&lt;br /&gt;[1] M. Fukami\, D. R. Candido\, 
 D. D. Awschalom\, and M. E. Flatt&amp;eacute\;\, &amp;ldquo\;Opportunities for lon
 g-range magnon-mediated entanglement of spin qubits via on and off-resonan
 t coupling\,&amp;rdquo\; PRX Quantum\, vol. 2\, Oct. 2021\, Art. no. 040314.&lt;b
 r /&gt;[2] D. R. Candido\, G. D. Fuchs\, E. Johnston-Halperin\, and M. E. Fla
 tt&amp;eacute\;\, &amp;ldquo\;Predicted strong coupling of solid-state spins via a
  single magnon mode\,&amp;rdquo\; Mater. Quantum Technol.\, vol. 1\, Dec. 2021
 \, Art. no. 011001.&lt;br /&gt;[3] &amp;Ouml\;. O. Soykal and M. E. Flatt&amp;eacute\;\,
  &amp;ldquo\;Strong field interactions between a nanomagnet and a photonic cav
 ity\,&amp;rdquo\; Phys. Rev. Lett.\, vol. 104\, Feb. 2010\, Art. no. 077202.&lt;b
 r /&gt;[4] T. Liu\, X. Zhang\, H. X. Tang\, and M. E. Flatt&amp;eacute\;\, &amp;ldquo
 \;Optomagnonics in magnetic solids\,&amp;rdquo\; Phys. Rev. B\, Condens. Matte
 r\, vol. 94\, Aug. 2016\, Art. no. 060405(R).&amp;nbsp\;&lt;/p&gt;
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